var DracoDecoderModule = (function () { var _scriptDir = typeof document !== 'undefined' && document.currentScript ? document.currentScript.src : undefined if (typeof __filename !== 'undefined') _scriptDir = _scriptDir || __filename return function (DracoDecoderModule) { DracoDecoderModule = DracoDecoderModule || {} var Module = typeof DracoDecoderModule !== 'undefined' ? DracoDecoderModule : {} var isRuntimeInitialized = false var isModuleParsed = false Module['onRuntimeInitialized'] = function () { isRuntimeInitialized = true if (isModuleParsed) { if (typeof Module['onModuleLoaded'] === 'function') { Module['onModuleLoaded'](Module) } } } Module['onModuleParsed'] = function () { isModuleParsed = true if (isRuntimeInitialized) { if (typeof Module['onModuleLoaded'] === 'function') { Module['onModuleLoaded'](Module) } } } function isVersionSupported(versionString) { if (typeof versionString !== 'string') return false const version = versionString.split('.') if (version.length < 2 || version.length > 3) return false if (version[0] == 1 && version[1] >= 0 && version[1] <= 3) return true if (version[0] != 0 || version[1] > 10) return false return true } Module['isVersionSupported'] = isVersionSupported var moduleOverrides = {} var key for (key in Module) { if (Module.hasOwnProperty(key)) { moduleOverrides[key] = Module[key] } } var arguments_ = [] var thisProgram = './this.program' var quit_ = function (status, toThrow) { throw toThrow } var ENVIRONMENT_IS_WEB = false var ENVIRONMENT_IS_WORKER = false var ENVIRONMENT_IS_NODE = false var ENVIRONMENT_HAS_NODE = false var ENVIRONMENT_IS_SHELL = false ENVIRONMENT_IS_WEB = typeof window === 'object' ENVIRONMENT_IS_WORKER = typeof importScripts === 'function' ENVIRONMENT_HAS_NODE = typeof process === 'object' && typeof process.versions === 'object' && typeof process.versions.node === 'string' ENVIRONMENT_IS_NODE = ENVIRONMENT_HAS_NODE && !ENVIRONMENT_IS_WEB && !ENVIRONMENT_IS_WORKER ENVIRONMENT_IS_SHELL = !ENVIRONMENT_IS_WEB && !ENVIRONMENT_IS_NODE && !ENVIRONMENT_IS_WORKER var scriptDirectory = '' function locateFile(path) { if (Module['locateFile']) { return Module['locateFile'](path, scriptDirectory) } return scriptDirectory + path } var read_, readAsync, readBinary, setWindowTitle var nodeFS var nodePath if (ENVIRONMENT_IS_NODE) { scriptDirectory = __dirname + '/' read_ = function shell_read(filename, binary) { var ret = tryParseAsDataURI(filename) if (ret) { return binary ? ret : ret.toString() } if (!nodeFS) nodeFS = require('fs') if (!nodePath) nodePath = require('path') filename = nodePath['normalize'](filename) return nodeFS['readFileSync'](filename, binary ? null : 'utf8') } readBinary = function readBinary(filename) { var ret = read_(filename, true) if (!ret.buffer) { ret = new Uint8Array(ret) } assert(ret.buffer) return ret } if (process['argv'].length > 1) { thisProgram = process['argv'][1].replace(/\\/g, '/') } arguments_ = process['argv'].slice(2) process['on']('uncaughtException', function (ex) { if (!(ex instanceof ExitStatus)) { throw ex } }) process['on']('unhandledRejection', abort) quit_ = function (status) { process['exit'](status) } Module['inspect'] = function () { return '[Emscripten Module object]' } } else if (ENVIRONMENT_IS_SHELL) { if (typeof read != 'undefined') { read_ = function shell_read(f) { var data = tryParseAsDataURI(f) if (data) { return intArrayToString(data) } return read(f) } } readBinary = function readBinary(f) { var data data = tryParseAsDataURI(f) if (data) { return data } if (typeof readbuffer === 'function') { return new Uint8Array(readbuffer(f)) } data = read(f, 'binary') assert(typeof data === 'object') return data } if (typeof scriptArgs != 'undefined') { arguments_ = scriptArgs } else if (typeof arguments != 'undefined') { arguments_ = arguments } if (typeof quit === 'function') { quit_ = function (status) { quit(status) } } if (typeof print !== 'undefined') { if (typeof console === 'undefined') console = {} console.log = print console.warn = console.error = typeof printErr !== 'undefined' ? printErr : print } } else if (ENVIRONMENT_IS_WEB || ENVIRONMENT_IS_WORKER) { if (ENVIRONMENT_IS_WORKER) { scriptDirectory = self.location.href } else if (document.currentScript) { scriptDirectory = document.currentScript.src } if (_scriptDir) { scriptDirectory = _scriptDir } if (scriptDirectory.indexOf('blob:') !== 0) { scriptDirectory = scriptDirectory.substr(0, scriptDirectory.lastIndexOf('/') + 1) } else { scriptDirectory = '' } { read_ = function shell_read(url) { try { var xhr = new XMLHttpRequest() xhr.open('GET', url, false) xhr.send(null) return xhr.responseText } catch (err) { var data = tryParseAsDataURI(url) if (data) { return intArrayToString(data) } throw err } } if (ENVIRONMENT_IS_WORKER) { readBinary = function readBinary(url) { try { var xhr = new XMLHttpRequest() xhr.open('GET', url, false) xhr.responseType = 'arraybuffer' xhr.send(null) return new Uint8Array(xhr.response) } catch (err) { var data = tryParseAsDataURI(url) if (data) { return data } throw err } } } readAsync = function readAsync(url, onload, onerror) { var xhr = new XMLHttpRequest() xhr.open('GET', url, true) xhr.responseType = 'arraybuffer' xhr.onload = function xhr_onload() { if (xhr.status == 200 || (xhr.status == 0 && xhr.response)) { onload(xhr.response) return } var data = tryParseAsDataURI(url) if (data) { onload(data.buffer) return } onerror() } xhr.onerror = onerror xhr.send(null) } } setWindowTitle = function (title) { document.title = title } } else { } var out = Module['print'] || console.log.bind(console) var err = Module['printErr'] || console.warn.bind(console) for (key in moduleOverrides) { if (moduleOverrides.hasOwnProperty(key)) { Module[key] = moduleOverrides[key] } } moduleOverrides = null if (Module['arguments']) arguments_ = Module['arguments'] if (Module['thisProgram']) thisProgram = Module['thisProgram'] if (Module['quit']) quit_ = Module['quit'] var STACK_ALIGN = 16 function dynamicAlloc(size) { var ret = HEAP32[DYNAMICTOP_PTR >> 2] var end = (ret + size + 15) & -16 if (end > _emscripten_get_heap_size()) { abort() } HEAP32[DYNAMICTOP_PTR >> 2] = end return ret } function getNativeTypeSize(type) { switch (type) { case 'i1': case 'i8': return 1 case 'i16': return 2 case 'i32': return 4 case 'i64': return 8 case 'float': return 4 case 'double': return 8 default: { if (type[type.length - 1] === '*') { return 4 } else if (type[0] === 'i') { var bits = parseInt(type.substr(1)) assert(bits % 8 === 0, 'getNativeTypeSize invalid bits ' + bits + ', type ' + type) return bits / 8 } else { return 0 } } } } function warnOnce(text) { if (!warnOnce.shown) warnOnce.shown = {} if (!warnOnce.shown[text]) { warnOnce.shown[text] = 1 err(text) } } function convertJsFunctionToWasm(func, sig) { return func } function addFunctionWasm(func, sig) { var table = wasmTable var ret = table.length try { table.grow(1) } catch (err) { if (!err instanceof RangeError) { throw err } throw 'Unable to grow wasm table. Use a higher value for RESERVED_FUNCTION_POINTERS or set ALLOW_TABLE_GROWTH.' } try { table.set(ret, func) } catch (err) { if (!err instanceof TypeError) { throw err } assert(typeof sig !== 'undefined', 'Missing signature argument to addFunction') var wrapped = convertJsFunctionToWasm(func, sig) table.set(ret, wrapped) } return ret } function removeFunctionWasm(index) {} var funcWrappers = {} function dynCall(sig, ptr, args) { if (args && args.length) { return Module['dynCall_' + sig].apply(null, [ptr].concat(args)) } else { return Module['dynCall_' + sig].call(null, ptr) } } var tempRet0 = 0 var setTempRet0 = function (value) { tempRet0 = value } var getTempRet0 = function () { return tempRet0 } var wasmBinary if (Module['wasmBinary']) wasmBinary = Module['wasmBinary'] var noExitRuntime if (Module['noExitRuntime']) noExitRuntime = Module['noExitRuntime'] var WebAssembly = { Memory: function (opts) { return { buffer: new ArrayBuffer(opts['initial'] * 65536), grow: function (amount) { var ret = __growWasmMemory(amount) return ret }, } }, Table: function (opts) { var ret = new Array(opts['initial']) ret.grow = function (by) { if (ret.length >= 381 + 0) { abort('Unable to grow wasm table. Use a higher value for RESERVED_FUNCTION_POINTERS or set ALLOW_TABLE_GROWTH.') } ret.push(null) } ret.set = function (i, func) { ret[i] = func } ret.get = function (i) { return ret[i] } return ret }, Module: function (binary) { return {} }, Instance: function (module, info) { var decodeBase64 = typeof atob === 'function' ? atob : function (input) { var keyStr = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=' var output = '' var chr1, chr2, chr3 var enc1, enc2, enc3, enc4 var i = 0 input = input.replace(/[^A-Za-z0-9\+\/\=]/g, '') do { enc1 = keyStr.indexOf(input.charAt(i++)) enc2 = keyStr.indexOf(input.charAt(i++)) enc3 = keyStr.indexOf(input.charAt(i++)) enc4 = keyStr.indexOf(input.charAt(i++)) chr1 = (enc1 << 2) | (enc2 >> 4) chr2 = ((enc2 & 15) << 4) | (enc3 >> 2) chr3 = ((enc3 & 3) << 6) | enc4 output = output + String.fromCharCode(chr1) if (enc3 !== 64) { output = output + String.fromCharCode(chr2) } if (enc4 !== 64) { output = output + String.fromCharCode(chr3) } } while (i < input.length) return output } function intArrayFromBase64(s) { if (typeof ENVIRONMENT_IS_NODE === 'boolean' && ENVIRONMENT_IS_NODE) { var buf try { buf = Buffer.from(s, 'base64') } catch (_) { buf = new Buffer(s, 'base64') } return new Uint8Array(buf.buffer, buf.byteOffset, buf.byteLength) } try { var decoded = decodeBase64(s) var bytes = new Uint8Array(decoded.length) for (var i = 0; i < decoded.length; ++i) { bytes[i] = decoded.charCodeAt(i) } return bytes } catch (_) { throw new Error('Converting base64 string to bytes failed.') } } var atob = decodeBase64 var exports = (function a(/** @suppress {uselessCode} */ asmLibraryArg, wasmMemory, wasmTable) { // EMSCRIPTEN_START_ASM var scratchBuffer = new ArrayBuffer(8) var b = new Int32Array(scratchBuffer) var c = new Float32Array(scratchBuffer) var d = new Float64Array(scratchBuffer) function e(index) { return b[index] } function f(index, value) { b[index] = value } function g() { return d[0] } function h(value) { d[0] = value } function i(low, high) { b[0] = low b[1] = high } function j() { return c[0] } function k(value) { c[0] = value } function l(global, env, buffer) { var m = env.memory var n = wasmTable var o = new global.Int8Array(buffer) var p = new global.Int16Array(buffer) var q = new global.Int32Array(buffer) var r = new global.Uint8Array(buffer) var s = new global.Uint16Array(buffer) var t = new global.Uint32Array(buffer) var u = new global.Float32Array(buffer) var v = new global.Float64Array(buffer) var w = global.Math.imul var x = global.Math.fround var y = global.Math.abs var z = global.Math.clz32 var A = global.Math.min var B = global.Math.max var C = global.Math.floor var D = global.Math.ceil var E = global.Math.sqrt var F = env.abort var G = global.NaN var H = global.Infinity var I = env.__cxa_allocate_exception var J = env.__cxa_throw var K = env.fd_write var L = env.fd_close var M = env.environ_sizes_get var N = env.environ_get var O = env.abort var P = env.emscripten_resize_heap var Q = env.emscripten_memcpy_big var R = env.setTempRet0 var S = env.fd_seek var T = 5261296 var U = 18412 var V = 0 // EMSCRIPTEN_START_FUNCS function ea() { tm() } function fa(a, b) { var c = 0, d = 0, e = 0, f = 0 c = (T - 16) | 0 T = c q[(c + 8) >> 2] = 0 q[c >> 2] = 0 q[(c + 4) >> 2] = 0 d = dm(b) if (d >>> 0 < 4294967280) { a: { b: { if (d >>> 0 >= 11) { f = (d + 16) & -16 e = Mm(f) q[(c + 8) >> 2] = f | -2147483648 q[c >> 2] = e q[(c + 4) >> 2] = d break b } o[(c + 11) | 0] = d e = c if (!d) { break a } } Cn(e, b, d) } o[(d + e) | 0] = 0 a = ga(a, c) if (o[(c + 11) | 0] <= -1) { An(q[c >> 2]) } T = (c + 16) | 0 return (a | 0) != 0 } Pm() F() } function ga(a, b) { var g = 0, h = 0, i = 0, j = 0, k = 0, l = 0, m = 0, n = 0 a = q[(a + 4) >> 2] if (a) { h = r[(b + 11) | 0] i = (h << 24) >> 24 < 0 h = i ? q[(b + 4) >> 2] : h l = i ? q[b >> 2] : b while (1) { b = (a + 16) | 0 g = r[(a + 27) | 0] i = (g << 24) >> 24 < 0 j = i ? q[(a + 20) >> 2] : g m = j >>> 0 < h >>> 0 a: { b: { c: { d: { e: { f: { g = m ? j : h if (g) { k = i ? q[b >> 2] : b n = cm(l, k, g) if (n) { break f } } if (h >>> 0 < j >>> 0) { break a } if (!g) { break d } k = i ? q[b >> 2] : b break e } if ((n | 0) <= -1) { break a } } b = cm(k, l, g) if (b) { break c } } if (m) { break b } return 1 } if ((b | 0) <= -1) { break b } return 1 } a = (a + 4) | 0 } a = q[a >> 2] if (a) { continue } break } } return 0 } function ha(a, b) { var p = 0, r = 0, s = 0, t = 0 p = (T - 16) | 0 T = p q[(p + 12) >> 2] = 0 q[(p + 8) >> 2] = 0 q[p >> 2] = 0 q[(p + 4) >> 2] = 0 r = dm(b) if (r >>> 0 < 4294967280) { a: { b: { if (r >>> 0 >= 11) { t = (r + 16) & -16 s = Mm(t) q[(p + 8) >> 2] = t | -2147483648 q[p >> 2] = s q[(p + 4) >> 2] = r break b } o[(p + 11) | 0] = r s = p if (!r) { break a } } Cn(s, b, r) } o[(r + s) | 0] = 0 Vk(a, p, (p + 12) | 0) a = q[(p + 12) >> 2] if (o[(p + 11) | 0] <= -1) { An(q[p >> 2]) } T = (p + 16) | 0 return a } Pm() F() } function ia(a, b, u) { var v = 0, w = 0, x = 0, y = 0 v = (T - 32) | 0 T = v q[(v + 24) >> 2] = 0 q[(v + 16) >> 2] = 0 q[(v + 20) >> 2] = 0 w = dm(b) if (w >>> 0 < 4294967280) { a: { b: { if (w >>> 0 >= 11) { y = (w + 16) & -16 x = Mm(y) q[(v + 24) >> 2] = y | -2147483648 q[(v + 16) >> 2] = x q[(v + 20) >> 2] = w break b } o[(v + 27) | 0] = w x = (v + 16) | 0 if (!w) { break a } } Cn(x, b, w) } o[(w + x) | 0] = 0 q[(v + 8) >> 2] = 0 q[v >> 2] = 0 q[(v + 4) >> 2] = 0 Wk(a, (v + 16) | 0, v) a = q[u >> 2] if (a) { q[(u + 4) >> 2] = a An(a) q[(u + 8) >> 2] = 0 q[u >> 2] = 0 q[(u + 4) >> 2] = 0 } q[u >> 2] = q[v >> 2] q[(u + 4) >> 2] = q[(v + 4) >> 2] q[(u + 8) >> 2] = q[(v + 8) >> 2] if (o[(v + 27) | 0] <= -1) { An(q[(v + 16) >> 2]) } T = (v + 32) | 0 return } Pm() F() } function ja(a, b) { var u = 0, z = 0, A = 0, B = 0, C = 0 u = (T - 32) | 0 T = u q[(u + 24) >> 2] = 0 q[(u + 28) >> 2] = 0 q[(u + 16) >> 2] = 0 q[(u + 8) >> 2] = 0 q[(u + 12) >> 2] = 0 z = dm(b) if (z >>> 0 < 4294967280) { a: { b: { if (z >>> 0 >= 11) { B = (z + 16) & -16 A = Mm(B) q[(u + 16) >> 2] = B | -2147483648 q[(u + 8) >> 2] = A q[(u + 12) >> 2] = z break b } o[(u + 19) | 0] = z A = (u + 8) | 0 if (!z) { break a } } Cn(A, b, z) } o[(z + A) | 0] = 0 Xk(a, (u + 8) | 0, (u + 24) | 0) C = v[(u + 24) >> 3] if (o[(u + 19) | 0] <= -1) { An(q[(u + 8) >> 2]) } T = (u + 32) | 0 return C } Pm() F() } function ka(a, b, D) { var E = 0, G = 0, H = 0, I = 0 E = (T - 16) | 0 T = E q[(E + 8) >> 2] = 0 q[E >> 2] = 0 q[(E + 4) >> 2] = 0 G = dm(D) if (G >>> 0 < 4294967280) { a: { b: { if (G >>> 0 >= 11) { I = (G + 16) & -16 H = Mm(I) q[(E + 8) >> 2] = I | -2147483648 q[E >> 2] = H q[(E + 4) >> 2] = G break b } o[(E + 11) | 0] = G H = E if (!G) { break a } } Cn(H, D, G) } o[(G + H) | 0] = 0 a = (a + 16) | 0 D = 0 c: { if (!Yk(b, E, a)) { break c } D = q[a >> 2] if (o[(a + 11) | 0] <= -1) { break c } D = a } if (o[(E + 11) | 0] <= -1) { An(q[E >> 2]) } T = (E + 16) | 0 return D } Pm() F() } function la(a, b, D) { var F = 0, J = 0, K = 0, L = 0 a: { if (q[(a + 12) >> 2] == (b | 0)) { break a } F = q[a >> 2] K = (a + 4) | 0 J = q[K >> 2] if ((F | 0) != (J | 0)) { while (1) { L = (J + -12) | 0 if (o[(J + -1) | 0] <= -1) { An(q[L >> 2]) } J = L if ((J | 0) != (F | 0)) { continue } break } } q[(a + 12) >> 2] = b q[K >> 2] = F J = q[b >> 2] K = (b + 4) | 0 if ((J | 0) == (K | 0)) { break a } L = (a + 8) | 0 while (1) { b = (J + 16) | 0 b: { if (q[L >> 2] != (F | 0)) { Rm(F, b) b = (a + 4) | 0 q[b >> 2] = q[b >> 2] + 12 break b } ma(a, b) } F = q[(J + 4) >> 2] c: { if (!F) { b = q[(J + 8) >> 2] if (q[b >> 2] == (J | 0)) { break c } J = (J + 8) | 0 while (1) { F = q[J >> 2] J = (F + 8) | 0 b = q[(F + 8) >> 2] if ((F | 0) != q[b >> 2]) { continue } break } break c } while (1) { b = F F = q[F >> 2] if (F) { continue } break } } if ((b | 0) == (K | 0)) { break a } F = q[(a + 4) >> 2] J = b continue } } F = 0 d: { if ((D | 0) < 0) { break d } b = q[(a + 4) >> 2] a = q[a >> 2] if ((((b - a) | 0) / 12) >>> 0 <= D >>> 0) { break d } F = (a + w(D, 12)) | 0 if (o[(F + 11) | 0] > -1) { break d } F = q[F >> 2] } return F } function ma(a, b) { var D = 0, M = 0, N = 0, O = 0, P = 0 a: { b: { c: { N = q[a >> 2] P = (((q[(a + 4) >> 2] - N) | 0) / 12) | 0 D = (P + 1) | 0 if (D >>> 0 < 357913942) { N = (((q[(a + 8) >> 2] - N) | 0) / 12) | 0 O = N << 1 D = N >>> 0 < 178956970 ? (O >>> 0 < D >>> 0 ? D : O) : 357913941 M = 0 d: { if (!D) { break d } if (D >>> 0 >= 357913942) { break c } M = Mm(w(D, 12)) } N = (M + w(D, 12)) | 0 b = Rm((M + w(P, 12)) | 0, b) P = (b + 12) | 0 D = q[(a + 4) >> 2] M = q[a >> 2] if ((D | 0) == (M | 0)) { break b } while (1) { D = (D + -12) | 0 O = q[(D + 4) >> 2] b = (b + -12) | 0 q[b >> 2] = q[D >> 2] q[(b + 4) >> 2] = O O = (D + 8) | 0 q[(b + 8) >> 2] = q[O >> 2] q[D >> 2] = 0 q[(D + 4) >> 2] = 0 q[O >> 2] = 0 if ((D | 0) != (M | 0)) { continue } break } M = q[(a + 4) >> 2] D = q[a >> 2] break a } bn() F() } ab(1040) F() } D = M } q[a >> 2] = b q[(a + 8) >> 2] = N q[(a + 4) >> 2] = P if ((D | 0) != (M | 0)) { while (1) { a = (M + -12) | 0 if (o[(M + -1) | 0] <= -1) { An(q[a >> 2]) } M = a if ((a | 0) != (D | 0)) { continue } break } } if (D) { An(D) } } function na(a) { var b = 0 ck(a) b = (a + 16) | 0 q[b >> 2] = 0 q[(b + 4) >> 2] = 0 q[(a + 24) >> 2] = 0 q[(a + 28) >> 2] = 0 q[(a + 12) >> 2] = b q[(a + 32) >> 2] = 0 q[(a + 36) >> 2] = 0 return a } function oa(a) { var Q = 0 Q = (T - 32) | 0 T = Q hh((Q + 8) | 0, a) a = q[(Q + 24) >> 2] if (o[(Q + 23) | 0] <= -1) { An(q[(Q + 12) >> 2]) } T = (Q + 32) | 0 return a } function pa(a, R, S) { var U = 0 U = (T - 16) | 0 T = U ih(U, a, R, S) q[(a + 24) >> 2] = q[U >> 2] Tm((a + 28) | 0, U | 4) a = (a + 24) | 0 if (o[(U + 15) | 0] <= -1) { An(q[(U + 4) >> 2]) } T = (U + 16) | 0 return a } function qa(a, R, S) { var V = 0 V = (T - 16) | 0 T = V jh(V, a, R, S) q[(a + 24) >> 2] = q[V >> 2] Tm((a + 28) | 0, V | 4) a = (a + 24) | 0 if (o[(V + 15) | 0] <= -1) { An(q[(V + 4) >> 2]) } T = (V + 16) | 0 return a } function ra(a, R) { var S = 0, W = 0, X = 0, Y = 0 S = (T - 32) | 0 T = S q[(S + 24) >> 2] = 0 q[(S + 16) >> 2] = 0 q[(S + 20) >> 2] = 0 W = dm(R) if (W >>> 0 < 4294967280) { a: { b: { if (W >>> 0 >= 11) { Y = (W + 16) & -16 X = Mm(Y) q[(S + 24) >> 2] = Y | -2147483648 q[(S + 16) >> 2] = X q[(S + 20) >> 2] = W break b } o[(S + 27) | 0] = W X = (S + 16) | 0 if (!W) { break a } } Cn(X, R, W) } o[(W + X) | 0] = 0 q[(S + 8) >> 2] = 67108864 q[S >> 2] = 0 q[(S + 4) >> 2] = 0 o[(S + 4) | 0] = 0 q[S >> 2] = 1701667182 W = q[(a + 4) >> 2] R = -1 c: { if (!W) { break c } W = Pk(W, S, (S + 16) | 0) R = -1 if (!W) { break c } R = el(a, q[(W + 24) >> 2]) } if (o[(S + 11) | 0] <= -1) { An(q[S >> 2]) } if (o[(S + 27) | 0] <= -1) { An(q[(S + 16) >> 2]) } T = (S + 32) | 0 return R } Pm() F() } function sa(a, R, Z) { var _ = 0, $ = 0, aa = 0, ba = 0 _ = (T - 32) | 0 T = _ q[(_ + 24) >> 2] = 0 q[(_ + 16) >> 2] = 0 q[(_ + 20) >> 2] = 0 a: { ba = dm(R) if (ba >>> 0 < 4294967280) { b: { c: { if (ba >>> 0 >= 11) { $ = (ba + 16) & -16 aa = Mm($) q[(_ + 24) >> 2] = $ | -2147483648 q[(_ + 16) >> 2] = aa q[(_ + 20) >> 2] = ba break c } o[(_ + 27) | 0] = ba aa = (_ + 16) | 0 if (!ba) { break b } } Cn(aa, R, ba) } o[(aa + ba) | 0] = 0 q[(_ + 8) >> 2] = 0 q[_ >> 2] = 0 q[(_ + 4) >> 2] = 0 $ = dm(Z) if ($ >>> 0 >= 4294967280) { break a } d: { e: { if ($ >>> 0 >= 11) { R = ($ + 16) & -16 aa = Mm(R) q[(_ + 8) >> 2] = R | -2147483648 q[_ >> 2] = aa q[(_ + 4) >> 2] = $ break e } o[(_ + 11) | 0] = $ aa = _ if (!$) { break d } } Cn(aa, Z, $) } o[($ + aa) | 0] = 0 Z = q[(a + 4) >> 2] R = -1 f: { if (!Z) { break f } Z = Pk(Z, (_ + 16) | 0, _) R = -1 if (!Z) { break f } R = el(a, q[(Z + 24) >> 2]) } a = R if (o[(_ + 11) | 0] <= -1) { An(q[_ >> 2]) } if (o[(_ + 27) | 0] <= -1) { An(q[(_ + 16) >> 2]) } T = (_ + 32) | 0 return a } Pm() F() } Pm() F() } function ta(a, o, R) { var Z = 0, ca = 0, da = 0 Z = (T - 16) | 0 T = Z ca = q[(a + 96) >> 2] q[(Z + 8) >> 2] = 0 q[Z >> 2] = 0 q[(Z + 4) >> 2] = 0 a = Mm(12) q[Z >> 2] = a q[(Z + 4) >> 2] = a da = (a + 12) | 0 q[(Z + 8) >> 2] = da ca = (Cn(a, (ca + w(o, 12)) | 0, 12) + 12) | 0 q[(Z + 4) >> 2] = ca o = q[R >> 2] if (o) { q[(R + 4) >> 2] = o An(o) q[(R + 8) >> 2] = 0 q[R >> 2] = 0 q[(R + 4) >> 2] = 0 } q[R >> 2] = a q[(R + 8) >> 2] = da q[(R + 4) >> 2] = ca T = (Z + 16) | 0 return 1 } function ua(a, o) { var R = 0, ea = 0 R = (T - 96) | 0 T = R Dn((R + 16) | 0, 0, 76) q[(R + 92) >> 2] = -1 q[(R + 8) >> 2] = 0 q[R >> 2] = 0 q[(R + 4) >> 2] = 0 a: { if (va((R + 16) | 0, a, R)) { a = q[o >> 2] if (a) { q[(o + 4) >> 2] = a An(a) q[(o + 8) >> 2] = 0 q[o >> 2] = 0 q[(o + 4) >> 2] = 0 } q[o >> 2] = q[R >> 2] q[(o + 4) >> 2] = q[(R + 4) >> 2] q[(o + 8) >> 2] = q[(R + 8) >> 2] q[(R + 8) >> 2] = 0 q[R >> 2] = 0 q[(R + 4) >> 2] = 0 ea = q[(R + 84) >> 2] break a } a = q[R >> 2] if (!a) { break a } q[(R + 4) >> 2] = a An(a) } a = q[(R + 72) >> 2] if (a) { An(a) } a = q[(R + 48) >> 2] if (a) { q[(R + 52) >> 2] = a An(a) } a = q[(R + 36) >> 2] if (a) { q[(R + 40) >> 2] = a An(a) } a = q[(R + 24) >> 2] if (a) { q[(R + 28) >> 2] = a An(a) } a = q[(R + 20) >> 2] q[(R + 20) >> 2] = 0 if (a) { wa((R + 16) | 4, a) } T = (R + 96) | 0 return ea } function va(a, o, fa) { var ga = 0, ha = 0, ia = 0, ja = 0, ka = 0, la = 0, ma = 0, na = 0, oa = 0, pa = 0, qa = 0, ra = 0, sa = 0 ja = (T - 16) | 0 T = ja a: { if (!xa(a, o)) { break a } ia = 1 ha = q[(o + 96) >> 2] oa = (o + 100) | 0 ga = q[oa >> 2] if ((ha | 0) == (ga | 0)) { break a } pa = (a + 12) | 0 qa = (a + 24) | 0 ra = (a + 36) | 0 na = (fa + 8) | 0 la = (fa + 4) | 0 while (1) { if (!((q[(q[(a + 56) >> 2] + ((ma >>> 3) & 536870908)) >> 2] >>> (ma & 31)) & 1)) { ia = w(ma, 3) Jk(a, 0, ia) sa = q[pa >> 2] ka = q[(a + 8) >> 2] Jk(a, 1, (ia + 1) | 0) ha = q[qa >> 2] ga = q[(a + 20) >> 2] Jk(a, 2, (ia + 2) | 0) ia = (ha - ga) >> 2 ha = (sa - ka) | 0 ga = ha >> 2 ka = ia >>> 0 > ga >>> 0 ka = ((q[ra >> 2] - q[(a + 32) >> 2]) >> 2) >>> 0 > (ka ? ia : ga) >>> 0 ? 2 : ka ? 1 : ha ? 0 : -1 b: { if (q[(a + 68) >> 2] < 1) { break b } ga = q[(a + 76) >> 2] q[(ja + 12) >> 2] = ga ha = q[la >> 2] c: { if (ha >>> 0 < t[na >> 2]) { q[ha >> 2] = ga q[la >> 2] = ha + 4 break c } ya(fa, (ja + 12) | 0) } ga = ja ia = q[((((ka << 2) + a) | 0) + 44) >> 2] ha = -1 d: { if ((ia | 0) < 0) { break d } ha = ((ia >>> 0) / 3) | 0 ha = q[(((q[(q[a >> 2] + 96) >> 2] + w(ha, 12)) | 0) + ((ia - w(ha, 3)) << 2)) >> 2] } q[(ga + 8) >> 2] = ha ga = q[la >> 2] e: { if (ga >>> 0 < t[na >> 2]) { q[ga >> 2] = ha q[la >> 2] = ga + 4 break e } ya(fa, (ja + 8) | 0) } ga = (q[(a + 72) >> 2] + 2) | 0 q[(a + 72) >> 2] = ga if (!(ga & 1)) { break b } q[(ja + 4) >> 2] = ha ga = q[la >> 2] f: { if (ga >>> 0 < t[na >> 2]) { q[ga >> 2] = ha q[la >> 2] = ga + 4 break f } ya(fa, (ja + 4) | 0) } q[(a + 72) >> 2] = q[(a + 72) >> 2] + 1 } za(a, ka, fa) ha = q[(o + 96) >> 2] ga = q[oa >> 2] } ia = 1 ma = (ma + 1) | 0 if (ma >>> 0 < (((ga - ha) | 0) / 12) >>> 0) { continue } break } } T = (ja + 16) | 0 return ia } function wa(a, o) { if (o) { a = q[(o + 76) >> 2] if (a) { q[(o + 80) >> 2] = a An(a) } a = q[(o - -64) >> 2] if (a) { q[(o + 68) >> 2] = a An(a) } a = q[(o + 48) >> 2] if (a) { q[(o + 52) >> 2] = a An(a) } a = q[(o + 24) >> 2] if (a) { q[(o + 28) >> 2] = a An(a) } a = q[(o + 12) >> 2] if (a) { q[(o + 16) >> 2] = a An(a) } a = q[o >> 2] if (a) { q[(o + 4) >> 2] = a An(a) } An(o) } } function xa(a, fa) { var ta = 0, ua = 0, va = 0 ta = (T - 16) | 0 T = ta q[(a + 68) >> 2] = 0 q[(a + 72) >> 2] = 0 q[a >> 2] = fa Ik((ta + 8) | 0, fa) ua = q[(ta + 8) >> 2] q[(ta + 8) >> 2] = 0 va = q[(a + 4) >> 2] q[(a + 4) >> 2] = ua a: { if (!va) { q[(ta + 8) >> 2] = 0 break a } ua = (a + 4) | 0 wa(ua, va) va = q[(ta + 8) >> 2] q[(ta + 8) >> 2] = 0 if (va) { wa((ta + 8) | 0, va) } ua = q[ua >> 2] } if (ua) { ua = q[(fa + 100) >> 2] fa = q[(fa + 96) >> 2] o[(ta + 7) | 0] = 0 bb((a + 56) | 0, (((ua - fa) | 0) / 12) | 0, (ta + 7) | 0) a = 1 } else { a = 0 } T = (ta + 16) | 0 return a } function ya(a, o) { var T = 0, fa = 0, wa = 0, xa = 0, ya = 0, za = 0 a: { wa = q[a >> 2] ya = (q[(a + 4) >> 2] - wa) | 0 T = ya >> 2 fa = (T + 1) | 0 if (fa >>> 0 < 1073741824) { za = T << 2 T = (q[(a + 8) >> 2] - wa) | 0 xa = T >> 1 fa = (T >> 2) >>> 0 < 536870911 ? (xa >>> 0 < fa >>> 0 ? fa : xa) : 1073741823 T = 0 b: { if (!fa) { break b } if (fa >>> 0 >= 1073741824) { break a } T = Mm(fa << 2) } xa = (za + T) | 0 q[xa >> 2] = q[o >> 2] o = (T + (fa << 2)) | 0 fa = (xa + 4) | 0 if ((ya | 0) >= 1) { Cn(T, wa, ya) } q[a >> 2] = T q[(a + 8) >> 2] = o q[(a + 4) >> 2] = fa if (wa) { An(wa) } return } bn() F() } ab(1040) F() } function za(a, o, Aa) { var Ba = 0, Ca = 0, Da = 0, Ea = 0, Fa = 0, Ga = 0, Ha = 0, Ia = 0 Da = (T - 16) | 0 T = Da q[(a + 68) >> 2] = q[(a + 68) >> 2] + 1 Ba = (w(o, 12) + a) | 0 Ba = (q[(Ba + 12) >> 2] - q[(Ba + 8) >> 2]) | 0 if ((Ba | 0) >= 1) { Ia = Ba >> 2 Ba = q[((((o << 2) + a) | 0) + 44) >> 2] Ga = (Aa + 8) | 0 Ea = (Aa + 4) | 0 while (1) { o = Ba Fa = ((Ba >>> 0) / 3) | 0 Ba = (Ba | 0) == -1 ? -1 : Fa Ca = (q[(a + 56) >> 2] + ((Ba >>> 3) & 536870908)) | 0 q[Ca >> 2] = q[Ca >> 2] | (1 << (Ba & 31)) q[(a + 72) >> 2] = q[(a + 72) >> 2] + 1 a: { b: { if (!Ha) { Ba = (o | 0) < 0 ? -1 : q[(((q[(q[a >> 2] + 96) >> 2] + w(Fa, 12)) | 0) + ((o >>> 0) % 3 << 2)) >> 2] q[(Da + 12) >> 2] = Ba Ca = q[Ea >> 2] c: { if (Ca >>> 0 < t[Ga >> 2]) { q[Ca >> 2] = Ba q[Ea >> 2] = Ca + 4 break c } ya(Aa, (Da + 12) | 0) } Ba = -1 d: { if ((o | 0) == -1) { break d } Ca = (o + 1) | 0 Ca = (Ca >>> 0) % 3 | 0 ? Ca : (o + -2) | 0 if ((Ca | 0) < 0) { break d } Ba = ((Ca >>> 0) / 3) | 0 Ba = q[(((q[(q[a >> 2] + 96) >> 2] + w(Ba, 12)) | 0) + ((Ca - w(Ba, 3)) << 2)) >> 2] } q[(Da + 12) >> 2] = Ba Ca = q[Ea >> 2] e: { if (Ca >>> 0 < t[Ga >> 2]) { q[Ca >> 2] = Ba q[Ea >> 2] = Ca + 4 break e } ya(Aa, (Da + 12) | 0) } Ca = a Ba = -1 f: { if ((o | 0) == -1) { break f } Fa = (((o >>> 0) % 3 | 0 ? -1 : 2) + o) | 0 Ba = -1 if ((Fa | 0) < 0) { break f } Ba = ((Fa >>> 0) / 3) | 0 Ba = q[(((q[(q[a >> 2] + 96) >> 2] + w(Ba, 12)) | 0) + ((Fa - w(Ba, 3)) << 2)) >> 2] } q[(Ca + 76) >> 2] = Ba q[(Da + 12) >> 2] = Ba Ca = q[Ea >> 2] if (Ca >>> 0 < t[Ga >> 2]) { q[Ca >> 2] = Ba q[Ea >> 2] = Ca + 4 break b } ya(Aa, (Da + 12) | 0) break b } Ba = (o | 0) < 0 ? -1 : q[(((q[(q[a >> 2] + 96) >> 2] + w(Fa, 12)) | 0) + ((o >>> 0) % 3 << 2)) >> 2] q[(a + 76) >> 2] = Ba q[(Da + 12) >> 2] = Ba Ca = q[Ea >> 2] g: { if (Ca >>> 0 < t[Ga >> 2]) { q[Ca >> 2] = Ba q[Ea >> 2] = Ca + 4 break g } ya(Aa, (Da + 12) | 0) } if (Ha & 1) { Ba = -1 if ((o | 0) == -1) { break a } if (o - w(Fa, 3)) { o = (o + -1) | 0 break b } o = (o + 2) | 0 break b } Ba = -1 if ((o | 0) == -1) { break a } Ba = (o + 1) | 0 o = (Ba >>> 0) % 3 | 0 ? Ba : (o + -2) | 0 } Ba = -1 if ((o | 0) == -1) { break a } Ba = q[(q[(q[(a + 4) >> 2] + 12) >> 2] + (o << 2)) >> 2] } Ha = (Ha + 1) | 0 if ((Ha | 0) < (Ia | 0)) { continue } break } } T = (Da + 16) | 0 } function Aa(a, o, Aa) { var Ja = 0, Ka = 0, La = 0 a: { if (t[(a + 80) >> 2] > 65535) { break a } Ka = q[(a + 96) >> 2] a = (q[(a + 100) >> 2] - Ka) | 0 La = ((a | 0) / 12) | 0 if ((w(La, 6) | 0) != (o | 0)) { break a } if (!a) { return 1 } a = 0 while (1) { o = (w(a, 6) + Aa) | 0 Ja = (w(a, 12) + Ka) | 0 p[o >> 1] = q[Ja >> 2] p[(o + 2) >> 1] = q[(Ja + 4) >> 2] p[(o + 4) >> 1] = q[(Ja + 8) >> 2] Ja = 1 a = (a + 1) | 0 if (a >>> 0 < La >>> 0) { continue } break } } return Ja } function Ba(a, o, Aa) { var Ma = 0, Na = 0, Oa = 0 Na = q[(a + 96) >> 2] a = (q[(a + 100) >> 2] - Na) | 0 Oa = ((a | 0) / 12) | 0 if ((a | 0) == (o | 0)) { if (!o) { return 1 } a = 0 while (1) { Ma = w(a, 12) o = (Ma + Aa) | 0 Ma = (Ma + Na) | 0 q[o >> 2] = q[Ma >> 2] q[(o + 4) >> 2] = q[(Ma + 4) >> 2] q[(o + 8) >> 2] = q[(Ma + 8) >> 2] Ma = 1 a = (a + 1) | 0 if (a >>> 0 < Oa >>> 0) { continue } break } } return Ma } function Ca(a, Aa, Pa) { var Qa = 0, Ra = 0, Sa = 0, Ta = 0 Qa = (T - 32) | 0 T = Qa Ra = o[(a + 24) | 0] Ta = q[259] q[(Qa + 24) >> 2] = q[258] q[(Qa + 28) >> 2] = Ta Ta = q[257] q[(Qa + 16) >> 2] = q[256] q[(Qa + 20) >> 2] = Ta a: { if (Da(a, Aa, Ra, (Qa + 16) | 0)) { a = 0 q[(Qa + 8) >> 2] = 0 q[Qa >> 2] = 0 q[(Qa + 4) >> 2] = 0 Aa = 0 if (Ra) { if ((Ra | 0) <= -1) { break a } Aa = Ra << 2 Sa = Mm(Aa) q[Qa >> 2] = Sa a = ((Ra << 2) + Sa) | 0 q[(Qa + 8) >> 2] = a Cn(Sa, (Qa + 16) | 0, Aa) q[(Qa + 4) >> 2] = a Aa = a } Ra = q[Pa >> 2] if (Ra) { q[(Pa + 4) >> 2] = Ra An(Ra) q[(Pa + 8) >> 2] = 0 q[Pa >> 2] = 0 q[(Pa + 4) >> 2] = 0 Aa = q[(Qa + 4) >> 2] Sa = q[Qa >> 2] a = q[(Qa + 8) >> 2] } q[Pa >> 2] = Sa q[(Pa + 8) >> 2] = a q[(Pa + 4) >> 2] = Aa Sa = 1 } T = (Qa + 32) | 0 return Sa } bn() F() } function Da(a, Aa, Pa, Ua) { var Va = 0, Wa = 0, Xa = x(0), Ya = 0, Za = 0 a: { b: { if (!Ua) { break b } Va = (q[(a + 28) >> 2] + -1) | 0 if (Va >>> 0 > 10) { break b } c: { switch ((Va - 1) | 0) { default: Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 Ya = r[(a + 32) | 0] while (1) { Xa = x(o[Aa | 0]) u[((Wa << 2) + Ua) >> 2] = Ya ? x(Xa / x(127)) : Xa Aa = (Aa + 1) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } break a case 0: Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 Ya = r[(a + 32) | 0] while (1) { Xa = x(r[Aa | 0]) u[((Wa << 2) + Ua) >> 2] = Ya ? x(Xa / x(255)) : Xa Aa = (Aa + 1) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } break a case 1: Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 Ya = r[(a + 32) | 0] while (1) { Xa = x(p[Aa >> 1]) u[((Wa << 2) + Ua) >> 2] = Ya ? x(Xa / x(32767)) : Xa Aa = (Aa + 2) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } break a case 2: Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 Ya = r[(a + 32) | 0] while (1) { Xa = x(s[Aa >> 1]) u[((Wa << 2) + Ua) >> 2] = Ya ? x(Xa / x(65535)) : Xa Aa = (Aa + 2) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } break a case 3: Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 Ya = r[(a + 32) | 0] while (1) { Xa = x(q[Aa >> 2]) u[((Wa << 2) + Ua) >> 2] = Ya ? x(Xa * x(4.656612873077393e-10)) : Xa Aa = (Aa + 4) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } break a case 4: Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 Ya = r[(a + 32) | 0] while (1) { Xa = x(t[Aa >> 2]) u[((Wa << 2) + Ua) >> 2] = Ya ? x(Xa * x(2.3283064365386963e-10)) : Xa Aa = (Aa + 4) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } break a case 5: Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 Ya = r[(a + 32) | 0] while (1) { Xa = x(+t[Aa >> 2] + 4294967296 * +q[(Aa + 4) >> 2]) u[((Wa << 2) + Ua) >> 2] = Ya ? x(Xa * x(1.0842021724855044e-19)) : Xa Aa = (Aa + 8) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } break a case 6: Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 Ya = r[(a + 32) | 0] while (1) { Xa = x(+t[Aa >> 2] + 4294967296 * +t[(Aa + 4) >> 2]) u[((Wa << 2) + Ua) >> 2] = Ya ? x(Xa * x(5.421010862427522e-20)) : Xa Aa = (Aa + 8) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } break a case 7: Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 while (1) { q[((Wa << 2) + Ua) >> 2] = q[Aa >> 2] Aa = (Aa + 4) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } break a case 8: Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 while (1) { u[((Wa << 2) + Ua) >> 2] = v[Aa >> 3] Aa = (Aa + 8) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } break a case 9: break c } } Za = 1 Va = o[(a + 24) | 0] if ((((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24 >= 1) { Va = q[q[a >> 2] >> 2] Aa = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], Aa, 0)) | 0 Aa = (Va + Aa) | 0 while (1) { u[((Wa << 2) + Ua) >> 2] = r[Aa | 0] ? x(1) : x(0) Aa = (Aa + 1) | 0 Wa = (Wa + 1) | 0 Va = o[(a + 24) | 0] if ((Wa | 0) < (((Va | 0) > (Pa | 0) ? Pa : Va) << 24) >> 24) { continue } break } } if ((Va | 0) >= (Pa | 0)) { break b } Dn(((Va << 2) + Ua) | 0, 0, (Pa - Va) << 2) } return Za } Dn(((Va << 2) + Ua) | 0, 0, (Pa - Va) << 2) return 1 } function Ea(a, Aa, Pa) { var Ua = 0, _a = 0, $a = 0, ab = 0, bb = 0, cb = 0, db = 0, eb = 0 Ua = (T - 16) | 0 T = Ua bb = q[(a + 80) >> 2] cb = o[(Aa + 24) | 0] a = q[259] q[(Ua + 8) >> 2] = q[258] q[(Ua + 12) >> 2] = a a = q[257] q[Ua >> 2] = q[256] q[(Ua + 4) >> 2] = a a = w(bb, cb) $a = q[Pa >> 2] _a = (q[(Pa + 4) >> 2] - $a) >> 2 a: { if (a >>> 0 > _a >>> 0) { Fa(Pa, (a - _a) | 0) break a } if (a >>> 0 >= _a >>> 0) { break a } q[(Pa + 4) >> 2] = $a + (a << 2) } b: { if (!bb) { a = 1 break b } $a = 0 db = (Aa + 68) | 0 eb = (cb | 0) < 1 while (1) { a = ab _a = Aa if (!r[(_a + 84) | 0]) { a = q[(q[db >> 2] + (ab << 2)) >> 2] } if (!Da(_a, a, o[(Aa + 24) | 0], Ua)) { a = 0 break b } if (!eb) { _a = q[Pa >> 2] a = 0 while (1) { q[(_a + ($a << 2)) >> 2] = q[((a << 2) + Ua) >> 2] $a = ($a + 1) | 0 a = (a + 1) | 0 if ((cb | 0) != (a | 0)) { continue } break } } a = 1 ab = (ab + 1) | 0 if ((bb | 0) != (ab | 0)) { continue } break } } T = (Ua + 16) | 0 return a } function Fa(a, o) { var Aa = 0, Pa = 0, fb = 0, gb = 0, hb = 0, ib = 0, jb = 0, kb = 0, lb = 0 Pa = q[(a + 8) >> 2] fb = (a + 4) | 0 Aa = q[fb >> 2] if (((Pa - Aa) >> 2) >>> 0 >= o >>> 0) { a = o << 2 ;(kb = fb), (lb = (Dn(Aa, 0, a) + a) | 0), (q[kb >> 2] = lb) return } a: { fb = q[a >> 2] hb = (Aa - fb) | 0 Aa = hb >> 2 gb = (Aa + o) | 0 if (gb >>> 0 < 1073741824) { jb = Aa << 2 Pa = (Pa - fb) | 0 Aa = Pa >> 1 Pa = (Pa >> 2) >>> 0 < 536870911 ? (Aa >>> 0 < gb >>> 0 ? gb : Aa) : 1073741823 Aa = 0 b: { if (!Pa) { break b } if (Pa >>> 0 >= 1073741824) { break a } ib = Mm(Pa << 2) Aa = ib } Dn((jb + Aa) | 0, 0, o << 2) o = (Aa + (gb << 2)) | 0 gb = (Aa + (Pa << 2)) | 0 if ((hb | 0) >= 1) { Cn(ib, fb, hb) } q[a >> 2] = Aa q[(a + 8) >> 2] = gb q[(a + 4) >> 2] = o if (fb) { An(fb) } return } bn() F() } ab(1040) F() } function Ga(a, mb, nb) { var ob = 0, pb = 0, qb = 0, rb = 0, sb = 0, tb = 0, ub = 0, vb = 0 pb = (T - 16) | 0 T = pb sb = q[(a + 80) >> 2] rb = o[(mb + 24) | 0] qb = w(sb, rb) a: { a = q[(mb + 28) >> 2] b: { if (!(!r[(mb + 84) | 0] | ((a | 0) != 2 ? (a | 0) != 1 : 0))) { rb = q[(mb + 48) >> 2] mb = q[q[mb >> 2] >> 2] q[(pb + 8) >> 2] = 0 q[pb >> 2] = 0 q[(pb + 4) >> 2] = 0 a = 0 if (qb) { if ((qb | 0) <= -1) { break a } a = Mm(qb) q[pb >> 2] = a ob = (a + qb) | 0 q[(pb + 8) >> 2] = ob Cn(a, (mb + rb) | 0, qb) q[(pb + 4) >> 2] = ob } mb = q[nb >> 2] if (mb) { q[(nb + 4) >> 2] = mb An(mb) q[(nb + 8) >> 2] = 0 q[nb >> 2] = 0 q[(nb + 4) >> 2] = 0 } q[nb >> 2] = a q[(nb + 8) >> 2] = ob q[(nb + 4) >> 2] = ob ob = 1 break b } q[(pb + 8) >> 2] = 0 q[pb >> 2] = 0 q[(pb + 4) >> 2] = 0 if (rb) { if ((rb | 0) <= -1) { break a } ob = Mm(rb) q[pb >> 2] = ob q[(pb + 4) >> 2] = ob q[(pb + 8) >> 2] = ob + rb a = rb while (1) { o[ob | 0] = 0 ob = (q[(pb + 4) >> 2] + 1) | 0 q[(pb + 4) >> 2] = ob a = (a + -1) | 0 if (a) { continue } break } } ob = q[nb >> 2] a = (q[(nb + 4) >> 2] - ob) | 0 c: { if (qb >>> 0 > a >>> 0) { Ha(nb, (qb - a) | 0) break c } if (qb >>> 0 >= a >>> 0) { break c } q[(nb + 4) >> 2] = ob + qb } d: { if (!sb) { ob = 1 break d } a = 0 tb = (mb + 68) | 0 ub = (rb | 0) < 1 qb = 0 while (1) { ob = qb vb = mb if (!r[(mb + 84) | 0]) { ob = q[(q[tb >> 2] + (qb << 2)) >> 2] } if (!Ia(vb, ob, o[(mb + 24) | 0], q[pb >> 2])) { ob = 0 break d } ob = 0 if (!ub) { while (1) { o[(q[nb >> 2] + a) | 0] = r[(q[pb >> 2] + ob) | 0] a = (a + 1) | 0 ob = (ob + 1) | 0 if ((rb | 0) != (ob | 0)) { continue } break } } ob = 1 qb = (qb + 1) | 0 if ((sb | 0) != (qb | 0)) { continue } break } } a = q[pb >> 2] if (!a) { break b } q[(pb + 4) >> 2] = a An(a) } T = (pb + 16) | 0 return ob } bn() F() } function Ha(a, mb) { var nb = 0, wb = 0, xb = 0, yb = 0, zb = 0, Ab = 0 a: { wb = q[(a + 8) >> 2] xb = (a + 4) | 0 nb = q[xb >> 2] b: { if ((wb - nb) >>> 0 >= mb >>> 0) { while (1) { o[nb | 0] = 0 nb = (q[xb >> 2] + 1) | 0 q[xb >> 2] = nb mb = (mb + -1) | 0 if (mb) { continue } break b } } yb = q[a >> 2] zb = (nb - yb) | 0 nb = (zb + mb) | 0 if ((nb | 0) <= -1) { break a } xb = 0 wb = (wb - yb) | 0 Ab = wb << 1 wb = wb >>> 0 < 1073741823 ? (Ab >>> 0 < nb >>> 0 ? nb : Ab) : 2147483647 if (wb) { xb = Mm(wb) } nb = (xb + zb) | 0 Dn(nb, 0, mb) wb = (wb + xb) | 0 while (1) { nb = (nb + 1) | 0 mb = (mb + -1) | 0 if (mb) { continue } break } if ((zb | 0) >= 1) { Cn(xb, yb, zb) } q[a >> 2] = xb q[(a + 8) >> 2] = wb q[(a + 4) >> 2] = nb if (!yb) { break b } An(yb) } return } bn() F() } function Ia(a, mb, Bb, Cb) { var Db = 0, Eb = 0, Fb = 0, Gb = 0, Hb = x(0), Ib = 0 a: { b: { if (!Cb) { break b } Db = (q[(a + 28) >> 2] + -1) | 0 if (Db >>> 0 > 10) { break b } c: { d: { e: { switch ((Db - 1) | 0) { default: Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 >= 1) { Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { o[(Cb + Eb) | 0] = r[mb | 0] mb = (mb + 1) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } } if ((Db | 0) >= (Bb | 0)) { break b } break a case 0: Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 >= 1) { Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { o[(Cb + Eb) | 0] = r[mb | 0] mb = (mb + 1) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } } if ((Db | 0) >= (Bb | 0)) { break b } break a case 1: Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 >= 1) { Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { o[(Cb + Eb) | 0] = r[mb | 0] mb = (mb + 2) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } } if ((Db | 0) >= (Bb | 0)) { break b } break a case 2: Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 >= 1) { Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { o[(Cb + Eb) | 0] = r[mb | 0] mb = (mb + 2) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } } if ((Db | 0) >= (Bb | 0)) { break b } break a case 3: Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 >= 1) { Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { o[(Cb + Eb) | 0] = q[mb >> 2] mb = (mb + 4) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } } if ((Db | 0) >= (Bb | 0)) { break b } break a case 4: Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 >= 1) { Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { o[(Cb + Eb) | 0] = q[mb >> 2] mb = (mb + 4) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } } if ((Db | 0) >= (Bb | 0)) { break b } break a case 5: Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 >= 1) { Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { o[(Cb + Eb) | 0] = q[mb >> 2] mb = (mb + 8) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } } if ((Db | 0) >= (Bb | 0)) { break b } break a case 6: Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 >= 1) { Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { o[(Cb + Eb) | 0] = q[mb >> 2] mb = (mb + 8) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } } if ((Db | 0) >= (Bb | 0)) { break b } break a case 7: Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 < 1) { break c } Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { Db = (Cb + Eb) | 0 Hb = u[mb >> 2] f: { if (x(y(Hb)) < x(2147483648)) { Gb = ~~Hb break f } Gb = -2147483648 } o[Db | 0] = Gb mb = (mb + 4) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } break c case 8: Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 < 1) { break d } Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { Db = (Cb + Eb) | 0 Ib = v[mb >> 3] g: { if (y(Ib) < 2147483648) { Gb = ~~Ib break g } Gb = -2147483648 } o[Db | 0] = Gb mb = (mb + 8) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } break d case 9: break e } } Fb = 1 Db = o[(a + 24) | 0] if ((((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24 >= 1) { Db = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Db + mb) | 0 while (1) { o[(Cb + Eb) | 0] = r[mb | 0] mb = (mb + 1) | 0 Eb = (Eb + 1) | 0 Db = o[(a + 24) | 0] if ((Eb | 0) < (((Db | 0) > (Bb | 0) ? Bb : Db) << 24) >> 24) { continue } break } } if ((Db | 0) >= (Bb | 0)) { break b } Dn((Cb + Db) | 0, 0, (Bb - Db) | 0) break b } if ((Db | 0) >= (Bb | 0)) { break b } break a } if ((Db | 0) >= (Bb | 0)) { break b } break a } return Fb } Dn((Cb + Db) | 0, 0, (Bb - Db) | 0) return 1 } function Ja(a, mb, Bb) { var Cb = 0, Jb = 0, Kb = 0, Lb = 0, Mb = 0, Nb = 0, Ob = 0, Pb = 0 Jb = (T - 16) | 0 T = Jb Mb = q[(a + 80) >> 2] Lb = o[(mb + 24) | 0] Kb = w(Mb, Lb) a: { a = q[(mb + 28) >> 2] b: { if (!(!r[(mb + 84) | 0] | ((a | 0) != 2 ? (a | 0) != 1 : 0))) { Lb = q[(mb + 48) >> 2] mb = q[q[mb >> 2] >> 2] q[(Jb + 8) >> 2] = 0 q[Jb >> 2] = 0 q[(Jb + 4) >> 2] = 0 a = 0 if (Kb) { if ((Kb | 0) <= -1) { break a } a = Mm(Kb) q[Jb >> 2] = a Cb = (a + Kb) | 0 q[(Jb + 8) >> 2] = Cb Cn(a, (mb + Lb) | 0, Kb) q[(Jb + 4) >> 2] = Cb } mb = q[Bb >> 2] if (mb) { q[(Bb + 4) >> 2] = mb An(mb) q[(Bb + 8) >> 2] = 0 q[Bb >> 2] = 0 q[(Bb + 4) >> 2] = 0 } q[Bb >> 2] = a q[(Bb + 8) >> 2] = Cb q[(Bb + 4) >> 2] = Cb Cb = 1 break b } q[(Jb + 8) >> 2] = 0 q[Jb >> 2] = 0 q[(Jb + 4) >> 2] = 0 if (Lb) { if ((Lb | 0) <= -1) { break a } Cb = Mm(Lb) q[Jb >> 2] = Cb q[(Jb + 4) >> 2] = Cb q[(Jb + 8) >> 2] = Cb + Lb a = Lb while (1) { o[Cb | 0] = 0 Cb = (q[(Jb + 4) >> 2] + 1) | 0 q[(Jb + 4) >> 2] = Cb a = (a + -1) | 0 if (a) { continue } break } } Cb = q[Bb >> 2] a = (q[(Bb + 4) >> 2] - Cb) | 0 c: { if (Kb >>> 0 > a >>> 0) { Ha(Bb, (Kb - a) | 0) break c } if (Kb >>> 0 >= a >>> 0) { break c } q[(Bb + 4) >> 2] = Cb + Kb } d: { if (!Mb) { Cb = 1 break d } a = 0 Nb = (mb + 68) | 0 Ob = (Lb | 0) < 1 Kb = 0 while (1) { Cb = Kb Pb = mb if (!r[(mb + 84) | 0]) { Cb = q[(q[Nb >> 2] + (Kb << 2)) >> 2] } if (!Ka(Pb, Cb, o[(mb + 24) | 0], q[Jb >> 2])) { Cb = 0 break d } Cb = 0 if (!Ob) { while (1) { o[(q[Bb >> 2] + a) | 0] = r[(q[Jb >> 2] + Cb) | 0] a = (a + 1) | 0 Cb = (Cb + 1) | 0 if ((Lb | 0) != (Cb | 0)) { continue } break } } Cb = 1 Kb = (Kb + 1) | 0 if ((Mb | 0) != (Kb | 0)) { continue } break } } a = q[Jb >> 2] if (!a) { break b } q[(Jb + 4) >> 2] = a An(a) } T = (Jb + 16) | 0 return Cb } bn() F() } function Ka(a, mb, Bb, Qb) { var Rb = 0, Sb = 0, Tb = 0, Ub = 0, Vb = x(0), Wb = 0 a: { b: { if (!Qb) { break b } Rb = (q[(a + 28) >> 2] + -1) | 0 if (Rb >>> 0 > 10) { break b } c: { d: { e: { switch ((Rb - 1) | 0) { default: Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 >= 1) { Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { o[(Qb + Sb) | 0] = r[mb | 0] mb = (mb + 1) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } } if ((Rb | 0) >= (Bb | 0)) { break b } break a case 0: Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 >= 1) { Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { o[(Qb + Sb) | 0] = r[mb | 0] mb = (mb + 1) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } } if ((Rb | 0) >= (Bb | 0)) { break b } break a case 1: Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 >= 1) { Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { o[(Qb + Sb) | 0] = r[mb | 0] mb = (mb + 2) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } } if ((Rb | 0) >= (Bb | 0)) { break b } break a case 2: Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 >= 1) { Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { o[(Qb + Sb) | 0] = r[mb | 0] mb = (mb + 2) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } } if ((Rb | 0) >= (Bb | 0)) { break b } break a case 3: Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 >= 1) { Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { o[(Qb + Sb) | 0] = q[mb >> 2] mb = (mb + 4) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } } if ((Rb | 0) >= (Bb | 0)) { break b } break a case 4: Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 >= 1) { Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { o[(Qb + Sb) | 0] = q[mb >> 2] mb = (mb + 4) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } } if ((Rb | 0) >= (Bb | 0)) { break b } break a case 5: Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 >= 1) { Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { o[(Qb + Sb) | 0] = q[mb >> 2] mb = (mb + 8) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } } if ((Rb | 0) >= (Bb | 0)) { break b } break a case 6: Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 >= 1) { Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { o[(Qb + Sb) | 0] = q[mb >> 2] mb = (mb + 8) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } } if ((Rb | 0) >= (Bb | 0)) { break b } break a case 7: Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 < 1) { break c } Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { Rb = (Qb + Sb) | 0 Vb = u[mb >> 2] f: { if ((Vb < x(4294967296)) & (Vb >= x(0))) { Ub = ~~Vb >>> 0 break f } Ub = 0 } o[Rb | 0] = Ub mb = (mb + 4) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } break c case 8: Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 < 1) { break d } Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { Rb = (Qb + Sb) | 0 Wb = v[mb >> 3] g: { if ((Wb < 4294967296) & (Wb >= 0)) { Ub = ~~Wb >>> 0 break g } Ub = 0 } o[Rb | 0] = Ub mb = (mb + 8) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } break d case 9: break e } } Tb = 1 Rb = o[(a + 24) | 0] if ((((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24 >= 1) { Rb = q[q[a >> 2] >> 2] mb = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], mb, 0)) | 0 mb = (Rb + mb) | 0 while (1) { o[(Qb + Sb) | 0] = r[mb | 0] mb = (mb + 1) | 0 Sb = (Sb + 1) | 0 Rb = o[(a + 24) | 0] if ((Sb | 0) < (((Rb | 0) > (Bb | 0) ? Bb : Rb) << 24) >> 24) { continue } break } } if ((Rb | 0) >= (Bb | 0)) { break b } Dn((Qb + Rb) | 0, 0, (Bb - Rb) | 0) break b } if ((Rb | 0) >= (Bb | 0)) { break b } break a } if ((Rb | 0) >= (Bb | 0)) { break b } break a } return Tb } Dn((Qb + Rb) | 0, 0, (Bb - Rb) | 0) return 1 } function La(a, mb, Bb) { var Qb = 0, Xb = 0, Yb = 0, Zb = 0, _b = 0, $b = 0, ac = 0, bc = 0, cc = 0 Qb = (T - 16) | 0 T = Qb ac = q[(a + 80) >> 2] _b = o[(mb + 24) | 0] a = w(ac, _b) a: { Xb = q[(mb + 28) >> 2] b: { if (!(!r[(mb + 84) | 0] | ((Xb | 0) != 4 ? (Xb | 0) != 3 : 0))) { $b = q[(mb + 48) >> 2] Xb = q[q[mb >> 2] >> 2] q[(Qb + 8) >> 2] = 0 q[Qb >> 2] = 0 q[(Qb + 4) >> 2] = 0 mb = 0 a = a << 1 if (a) { if ((a | 0) <= -1) { break a } Yb = Mm(a) q[Qb >> 2] = Yb Zb = (((a >> 1) << 1) + Yb) | 0 q[(Qb + 8) >> 2] = Zb mb = (Cn(Yb, (Xb + $b) | 0, a) + a) | 0 q[(Qb + 4) >> 2] = mb } a = q[Bb >> 2] if (a) { q[(Bb + 4) >> 2] = a An(a) q[(Bb + 8) >> 2] = 0 q[Bb >> 2] = 0 q[(Bb + 4) >> 2] = 0 } q[Bb >> 2] = Yb q[(Bb + 8) >> 2] = Zb q[(Bb + 4) >> 2] = mb a = 1 break b } q[(Qb + 8) >> 2] = 0 q[Qb >> 2] = 0 q[(Qb + 4) >> 2] = 0 if (_b) { if ((_b | 0) <= -1) { break a } Xb = _b << 1 Yb = Mm(Xb) q[Qb >> 2] = Yb Zb = (Xb + Yb) | 0 q[(Qb + 8) >> 2] = Zb Dn(Yb, 0, Xb) q[(Qb + 4) >> 2] = Zb } Yb = q[Bb >> 2] Xb = (q[(Bb + 4) >> 2] - Yb) >> 1 c: { if (a >>> 0 > Xb >>> 0) { Ma(Bb, (a - Xb) | 0) break c } if (a >>> 0 >= Xb >>> 0) { break c } q[(Bb + 4) >> 2] = Yb + (a << 1) } d: { if (!ac) { a = 1 break d } Yb = 0 Zb = (mb + 68) | 0 bc = (_b | 0) < 1 while (1) { a = $b Xb = mb if (!r[(mb + 84) | 0]) { a = q[(q[Zb >> 2] + ($b << 2)) >> 2] } if (!Na(Xb, a, o[(mb + 24) | 0], q[Qb >> 2])) { a = 0 break d } if (!bc) { Xb = q[Bb >> 2] a = 0 cc = q[Qb >> 2] while (1) { p[(Xb + (Yb << 1)) >> 1] = s[(cc + (a << 1)) >> 1] Yb = (Yb + 1) | 0 a = (a + 1) | 0 if ((_b | 0) != (a | 0)) { continue } break } } a = 1 $b = ($b + 1) | 0 if ((ac | 0) != ($b | 0)) { continue } break } } mb = q[Qb >> 2] if (!mb) { break b } q[(Qb + 4) >> 2] = mb An(mb) } T = (Qb + 16) | 0 return a } bn() F() } function Ma(a, o) { var mb = 0, Bb = 0, dc = 0, ec = 0, fc = 0, gc = 0, hc = 0, ic = 0, jc = 0 Bb = q[(a + 8) >> 2] dc = (a + 4) | 0 mb = q[dc >> 2] if (((Bb - mb) >> 1) >>> 0 >= o >>> 0) { a = o << 1 ;(ic = dc), (jc = (Dn(mb, 0, a) + a) | 0), (q[ic >> 2] = jc) return } a: { dc = q[a >> 2] fc = (mb - dc) | 0 mb = fc >> 1 ec = (mb + o) | 0 if ((ec | 0) > -1) { hc = mb << 1 Bb = (Bb - dc) | 0 Bb = (Bb >> 1) >>> 0 < 1073741823 ? (Bb >>> 0 < ec >>> 0 ? ec : Bb) : 2147483647 mb = 0 b: { if (!Bb) { break b } if ((Bb | 0) <= -1) { break a } gc = Mm(Bb << 1) mb = gc } Dn((hc + mb) | 0, 0, o << 1) o = (mb + (ec << 1)) | 0 ec = (mb + (Bb << 1)) | 0 if ((fc | 0) >= 1) { Cn(gc, dc, fc) } q[a >> 2] = mb q[(a + 8) >> 2] = ec q[(a + 4) >> 2] = o if (dc) { An(dc) } return } bn() F() } ab(1040) F() } function Na(a, kc, lc, mc) { var nc = 0, oc = 0, pc = 0, qc = 0, rc = x(0), sc = 0 a: { b: { if (!mc) { break b } nc = (q[(a + 28) >> 2] + -1) | 0 if (nc >>> 0 > 10) { break b } c: { d: { e: { switch ((nc - 1) | 0) { default: pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 >= 1) { nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { p[((oc << 1) + mc) >> 1] = o[kc | 0] kc = (kc + 1) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } } if ((nc | 0) >= (lc | 0)) { break b } break a case 0: pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 >= 1) { nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { p[((oc << 1) + mc) >> 1] = r[kc | 0] kc = (kc + 1) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } } if ((nc | 0) >= (lc | 0)) { break b } break a case 1: pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 >= 1) { nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { p[((oc << 1) + mc) >> 1] = s[kc >> 1] kc = (kc + 2) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } } if ((nc | 0) >= (lc | 0)) { break b } break a case 2: pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 >= 1) { nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { p[((oc << 1) + mc) >> 1] = s[kc >> 1] kc = (kc + 2) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } } if ((nc | 0) >= (lc | 0)) { break b } break a case 3: pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 >= 1) { nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { p[((oc << 1) + mc) >> 1] = q[kc >> 2] kc = (kc + 4) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } } if ((nc | 0) >= (lc | 0)) { break b } break a case 4: pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 >= 1) { nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { p[((oc << 1) + mc) >> 1] = q[kc >> 2] kc = (kc + 4) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } } if ((nc | 0) >= (lc | 0)) { break b } break a case 5: pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 >= 1) { nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { p[((oc << 1) + mc) >> 1] = q[kc >> 2] kc = (kc + 8) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } } if ((nc | 0) >= (lc | 0)) { break b } break a case 6: pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 >= 1) { nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { p[((oc << 1) + mc) >> 1] = q[kc >> 2] kc = (kc + 8) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } } if ((nc | 0) >= (lc | 0)) { break b } break a case 7: pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 < 1) { break c } nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { nc = ((oc << 1) + mc) | 0 rc = u[kc >> 2] f: { if (x(y(rc)) < x(2147483648)) { qc = ~~rc break f } qc = -2147483648 } p[nc >> 1] = qc kc = (kc + 4) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } break c case 8: pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 < 1) { break d } nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { nc = ((oc << 1) + mc) | 0 sc = v[kc >> 3] g: { if (y(sc) < 2147483648) { qc = ~~sc break g } qc = -2147483648 } p[nc >> 1] = qc kc = (kc + 8) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } break d case 9: break e } } pc = 1 nc = o[(a + 24) | 0] if ((((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24 >= 1) { nc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (nc + kc) | 0 while (1) { p[((oc << 1) + mc) >> 1] = r[kc | 0] kc = (kc + 1) | 0 oc = (oc + 1) | 0 nc = o[(a + 24) | 0] if ((oc | 0) < (((nc | 0) > (lc | 0) ? lc : nc) << 24) >> 24) { continue } break } } if ((nc | 0) >= (lc | 0)) { break b } Dn(((nc << 1) + mc) | 0, 0, (lc - nc) << 1) break b } if ((nc | 0) >= (lc | 0)) { break b } break a } if ((nc | 0) >= (lc | 0)) { break b } break a } return pc } Dn(((nc << 1) + mc) | 0, 0, (lc - nc) << 1) return 1 } function Oa(a, kc, lc) { var mc = 0, tc = 0, uc = 0, vc = 0, wc = 0, xc = 0, yc = 0, zc = 0, Ac = 0 mc = (T - 16) | 0 T = mc yc = q[(a + 80) >> 2] wc = o[(kc + 24) | 0] a = w(yc, wc) a: { tc = q[(kc + 28) >> 2] b: { if (!(!r[(kc + 84) | 0] | ((tc | 0) != 4 ? (tc | 0) != 3 : 0))) { xc = q[(kc + 48) >> 2] tc = q[q[kc >> 2] >> 2] q[(mc + 8) >> 2] = 0 q[mc >> 2] = 0 q[(mc + 4) >> 2] = 0 kc = 0 a = a << 1 if (a) { if ((a | 0) <= -1) { break a } uc = Mm(a) q[mc >> 2] = uc vc = (((a >> 1) << 1) + uc) | 0 q[(mc + 8) >> 2] = vc kc = (Cn(uc, (tc + xc) | 0, a) + a) | 0 q[(mc + 4) >> 2] = kc } a = q[lc >> 2] if (a) { q[(lc + 4) >> 2] = a An(a) q[(lc + 8) >> 2] = 0 q[lc >> 2] = 0 q[(lc + 4) >> 2] = 0 } q[lc >> 2] = uc q[(lc + 8) >> 2] = vc q[(lc + 4) >> 2] = kc a = 1 break b } q[(mc + 8) >> 2] = 0 q[mc >> 2] = 0 q[(mc + 4) >> 2] = 0 if (wc) { if ((wc | 0) <= -1) { break a } tc = wc << 1 uc = Mm(tc) q[mc >> 2] = uc vc = (tc + uc) | 0 q[(mc + 8) >> 2] = vc Dn(uc, 0, tc) q[(mc + 4) >> 2] = vc } uc = q[lc >> 2] tc = (q[(lc + 4) >> 2] - uc) >> 1 c: { if (a >>> 0 > tc >>> 0) { Ma(lc, (a - tc) | 0) break c } if (a >>> 0 >= tc >>> 0) { break c } q[(lc + 4) >> 2] = uc + (a << 1) } d: { if (!yc) { a = 1 break d } uc = 0 vc = (kc + 68) | 0 zc = (wc | 0) < 1 while (1) { a = xc tc = kc if (!r[(kc + 84) | 0]) { a = q[(q[vc >> 2] + (xc << 2)) >> 2] } if (!Pa(tc, a, o[(kc + 24) | 0], q[mc >> 2])) { a = 0 break d } if (!zc) { tc = q[lc >> 2] a = 0 Ac = q[mc >> 2] while (1) { p[(tc + (uc << 1)) >> 1] = s[(Ac + (a << 1)) >> 1] uc = (uc + 1) | 0 a = (a + 1) | 0 if ((wc | 0) != (a | 0)) { continue } break } } a = 1 xc = (xc + 1) | 0 if ((yc | 0) != (xc | 0)) { continue } break } } kc = q[mc >> 2] if (!kc) { break b } q[(mc + 4) >> 2] = kc An(kc) } T = (mc + 16) | 0 return a } bn() F() } function Pa(a, kc, lc, Bc) { var Cc = 0, Dc = 0, Ec = 0, Fc = 0, Gc = x(0), Hc = 0 a: { b: { if (!Bc) { break b } Cc = (q[(a + 28) >> 2] + -1) | 0 if (Cc >>> 0 > 10) { break b } c: { d: { e: { switch ((Cc - 1) | 0) { default: Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 >= 1) { Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { p[((Dc << 1) + Bc) >> 1] = o[kc | 0] kc = (kc + 1) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } } if ((Cc | 0) >= (lc | 0)) { break b } break a case 0: Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 >= 1) { Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { p[((Dc << 1) + Bc) >> 1] = r[kc | 0] kc = (kc + 1) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } } if ((Cc | 0) >= (lc | 0)) { break b } break a case 1: Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 >= 1) { Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { p[((Dc << 1) + Bc) >> 1] = s[kc >> 1] kc = (kc + 2) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } } if ((Cc | 0) >= (lc | 0)) { break b } break a case 2: Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 >= 1) { Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { p[((Dc << 1) + Bc) >> 1] = s[kc >> 1] kc = (kc + 2) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } } if ((Cc | 0) >= (lc | 0)) { break b } break a case 3: Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 >= 1) { Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { p[((Dc << 1) + Bc) >> 1] = q[kc >> 2] kc = (kc + 4) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } } if ((Cc | 0) >= (lc | 0)) { break b } break a case 4: Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 >= 1) { Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { p[((Dc << 1) + Bc) >> 1] = q[kc >> 2] kc = (kc + 4) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } } if ((Cc | 0) >= (lc | 0)) { break b } break a case 5: Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 >= 1) { Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { p[((Dc << 1) + Bc) >> 1] = q[kc >> 2] kc = (kc + 8) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } } if ((Cc | 0) >= (lc | 0)) { break b } break a case 6: Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 >= 1) { Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { p[((Dc << 1) + Bc) >> 1] = q[kc >> 2] kc = (kc + 8) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } } if ((Cc | 0) >= (lc | 0)) { break b } break a case 7: Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 < 1) { break c } Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { Cc = ((Dc << 1) + Bc) | 0 Gc = u[kc >> 2] f: { if ((Gc < x(4294967296)) & (Gc >= x(0))) { Fc = ~~Gc >>> 0 break f } Fc = 0 } p[Cc >> 1] = Fc kc = (kc + 4) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } break c case 8: Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 < 1) { break d } Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { Cc = ((Dc << 1) + Bc) | 0 Hc = v[kc >> 3] g: { if ((Hc < 4294967296) & (Hc >= 0)) { Fc = ~~Hc >>> 0 break g } Fc = 0 } p[Cc >> 1] = Fc kc = (kc + 8) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } break d case 9: break e } } Ec = 1 Cc = o[(a + 24) | 0] if ((((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24 >= 1) { Cc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Cc + kc) | 0 while (1) { p[((Dc << 1) + Bc) >> 1] = r[kc | 0] kc = (kc + 1) | 0 Dc = (Dc + 1) | 0 Cc = o[(a + 24) | 0] if ((Dc | 0) < (((Cc | 0) > (lc | 0) ? lc : Cc) << 24) >> 24) { continue } break } } if ((Cc | 0) >= (lc | 0)) { break b } Dn(((Cc << 1) + Bc) | 0, 0, (lc - Cc) << 1) break b } if ((Cc | 0) >= (lc | 0)) { break b } break a } if ((Cc | 0) >= (lc | 0)) { break b } break a } return Ec } Dn(((Cc << 1) + Bc) | 0, 0, (lc - Cc) << 1) return 1 } function Qa(a, kc, lc) { var Bc = 0, Ic = 0, Jc = 0, Kc = 0, Lc = 0, Mc = 0, Nc = 0, Oc = 0, Pc = 0 Bc = (T - 16) | 0 T = Bc Nc = q[(a + 80) >> 2] Kc = o[(kc + 24) | 0] Jc = w(Nc, Kc) a: { a = q[(kc + 28) >> 2] b: { if (!(!r[(kc + 84) | 0] | ((a | 0) != 6 ? (a | 0) != 5 : 0))) { Mc = q[(kc + 48) >> 2] Kc = q[q[kc >> 2] >> 2] q[(Bc + 8) >> 2] = 0 q[Bc >> 2] = 0 q[(Bc + 4) >> 2] = 0 a = 0 kc = Jc << 2 c: { if (!kc) { break c } a = kc >> 2 if (a >>> 0 >= 1073741824) { break a } Ic = Mm(kc) q[Bc >> 2] = Ic q[(Bc + 4) >> 2] = Ic Lc = ((a << 2) + Ic) | 0 q[(Bc + 8) >> 2] = Lc if ((kc | 0) < 1) { a = Ic break c } a = (Cn(Ic, (Kc + Mc) | 0, kc) + kc) | 0 q[(Bc + 4) >> 2] = a } kc = q[lc >> 2] if (kc) { q[(lc + 4) >> 2] = kc An(kc) q[(lc + 8) >> 2] = 0 q[lc >> 2] = 0 q[(lc + 4) >> 2] = 0 } q[lc >> 2] = Ic q[(lc + 8) >> 2] = Lc q[(lc + 4) >> 2] = a a = 1 break b } q[(Bc + 8) >> 2] = 0 q[Bc >> 2] = 0 q[(Bc + 4) >> 2] = 0 if (Kc) { if ((Kc | 0) <= -1) { break a } a = Kc << 2 Ic = Mm(a) q[Bc >> 2] = Ic Lc = (a + Ic) | 0 q[(Bc + 8) >> 2] = Lc Dn(Ic, 0, a) q[(Bc + 4) >> 2] = Lc } Ic = q[lc >> 2] a = (q[(lc + 4) >> 2] - Ic) >> 2 d: { if (Jc >>> 0 > a >>> 0) { Fa(lc, (Jc - a) | 0) break d } if (Jc >>> 0 >= a >>> 0) { break d } q[(lc + 4) >> 2] = Ic + (Jc << 2) } e: { if (!Nc) { a = 1 break e } Ic = 0 Lc = (kc + 68) | 0 Oc = (Kc | 0) < 1 while (1) { a = Mc Jc = kc if (!r[(kc + 84) | 0]) { a = q[(q[Lc >> 2] + (Mc << 2)) >> 2] } if (!Ra(Jc, a, o[(kc + 24) | 0], q[Bc >> 2])) { a = 0 break e } if (!Oc) { Jc = q[lc >> 2] a = 0 Pc = q[Bc >> 2] while (1) { q[(Jc + (Ic << 2)) >> 2] = q[(Pc + (a << 2)) >> 2] Ic = (Ic + 1) | 0 a = (a + 1) | 0 if ((Kc | 0) != (a | 0)) { continue } break } } a = 1 Mc = (Mc + 1) | 0 if ((Nc | 0) != (Mc | 0)) { continue } break } } kc = q[Bc >> 2] if (!kc) { break b } q[(Bc + 4) >> 2] = kc An(kc) } T = (Bc + 16) | 0 return a } bn() F() } function Ra(a, kc, lc, Qc) { var Rc = 0, Sc = 0, Tc = 0, Uc = 0, Vc = x(0), Wc = 0 a: { b: { if (!Qc) { break b } Rc = (q[(a + 28) >> 2] + -1) | 0 if (Rc >>> 0 > 10) { break b } c: { d: { e: { switch ((Rc - 1) | 0) { default: Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 >= 1) { Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { q[((Sc << 2) + Qc) >> 2] = o[kc | 0] kc = (kc + 1) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } } if ((Rc | 0) >= (lc | 0)) { break b } break a case 0: Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 >= 1) { Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { q[((Sc << 2) + Qc) >> 2] = r[kc | 0] kc = (kc + 1) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } } if ((Rc | 0) >= (lc | 0)) { break b } break a case 1: Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 >= 1) { Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { q[((Sc << 2) + Qc) >> 2] = p[kc >> 1] kc = (kc + 2) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } } if ((Rc | 0) >= (lc | 0)) { break b } break a case 2: Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 >= 1) { Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { q[((Sc << 2) + Qc) >> 2] = s[kc >> 1] kc = (kc + 2) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } } if ((Rc | 0) >= (lc | 0)) { break b } break a case 3: Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 >= 1) { Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { q[((Sc << 2) + Qc) >> 2] = q[kc >> 2] kc = (kc + 4) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } } if ((Rc | 0) >= (lc | 0)) { break b } break a case 4: Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 >= 1) { Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { q[((Sc << 2) + Qc) >> 2] = q[kc >> 2] kc = (kc + 4) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } } if ((Rc | 0) >= (lc | 0)) { break b } break a case 5: Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 >= 1) { Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { q[((Sc << 2) + Qc) >> 2] = q[kc >> 2] kc = (kc + 8) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } } if ((Rc | 0) >= (lc | 0)) { break b } break a case 6: Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 >= 1) { Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { q[((Sc << 2) + Qc) >> 2] = q[kc >> 2] kc = (kc + 8) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } } if ((Rc | 0) >= (lc | 0)) { break b } break a case 7: Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 < 1) { break c } Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { Rc = ((Sc << 2) + Qc) | 0 Vc = u[kc >> 2] f: { if (x(y(Vc)) < x(2147483648)) { Uc = ~~Vc break f } Uc = -2147483648 } q[Rc >> 2] = Uc kc = (kc + 4) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } break c case 8: Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 < 1) { break d } Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { Rc = ((Sc << 2) + Qc) | 0 Wc = v[kc >> 3] g: { if (y(Wc) < 2147483648) { Uc = ~~Wc break g } Uc = -2147483648 } q[Rc >> 2] = Uc kc = (kc + 8) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } break d case 9: break e } } Tc = 1 Rc = o[(a + 24) | 0] if ((((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24 >= 1) { Rc = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (Rc + kc) | 0 while (1) { q[((Sc << 2) + Qc) >> 2] = r[kc | 0] kc = (kc + 1) | 0 Sc = (Sc + 1) | 0 Rc = o[(a + 24) | 0] if ((Sc | 0) < (((Rc | 0) > (lc | 0) ? lc : Rc) << 24) >> 24) { continue } break } } if ((Rc | 0) >= (lc | 0)) { break b } Dn(((Rc << 2) + Qc) | 0, 0, (lc - Rc) << 2) break b } if ((Rc | 0) >= (lc | 0)) { break b } break a } if ((Rc | 0) >= (lc | 0)) { break b } break a } return Tc } Dn(((Rc << 2) + Qc) | 0, 0, (lc - Rc) << 2) return 1 } function Sa(a, kc, lc) { var Qc = 0, Xc = 0, Yc = 0, Zc = 0, _c = 0, $c = 0, ad = 0, bd = 0, cd = 0 Qc = (T - 16) | 0 T = Qc ad = q[(a + 80) >> 2] Zc = o[(kc + 24) | 0] Yc = w(ad, Zc) a: { a = q[(kc + 28) >> 2] b: { if (!(!r[(kc + 84) | 0] | ((a | 0) != 6 ? (a | 0) != 5 : 0))) { $c = q[(kc + 48) >> 2] Zc = q[q[kc >> 2] >> 2] q[(Qc + 8) >> 2] = 0 q[Qc >> 2] = 0 q[(Qc + 4) >> 2] = 0 a = 0 kc = Yc << 2 c: { if (!kc) { break c } a = kc >> 2 if (a >>> 0 >= 1073741824) { break a } Xc = Mm(kc) q[Qc >> 2] = Xc q[(Qc + 4) >> 2] = Xc _c = ((a << 2) + Xc) | 0 q[(Qc + 8) >> 2] = _c if ((kc | 0) < 1) { a = Xc break c } a = (Cn(Xc, (Zc + $c) | 0, kc) + kc) | 0 q[(Qc + 4) >> 2] = a } kc = q[lc >> 2] if (kc) { q[(lc + 4) >> 2] = kc An(kc) q[(lc + 8) >> 2] = 0 q[lc >> 2] = 0 q[(lc + 4) >> 2] = 0 } q[lc >> 2] = Xc q[(lc + 8) >> 2] = _c q[(lc + 4) >> 2] = a a = 1 break b } q[(Qc + 8) >> 2] = 0 q[Qc >> 2] = 0 q[(Qc + 4) >> 2] = 0 if (Zc) { if ((Zc | 0) <= -1) { break a } a = Zc << 2 Xc = Mm(a) q[Qc >> 2] = Xc _c = (a + Xc) | 0 q[(Qc + 8) >> 2] = _c Dn(Xc, 0, a) q[(Qc + 4) >> 2] = _c } Xc = q[lc >> 2] a = (q[(lc + 4) >> 2] - Xc) >> 2 d: { if (Yc >>> 0 > a >>> 0) { Fa(lc, (Yc - a) | 0) break d } if (Yc >>> 0 >= a >>> 0) { break d } q[(lc + 4) >> 2] = Xc + (Yc << 2) } e: { if (!ad) { a = 1 break e } Xc = 0 _c = (kc + 68) | 0 bd = (Zc | 0) < 1 while (1) { a = $c Yc = kc if (!r[(kc + 84) | 0]) { a = q[(q[_c >> 2] + ($c << 2)) >> 2] } if (!Ta(Yc, a, o[(kc + 24) | 0], q[Qc >> 2])) { a = 0 break e } if (!bd) { Yc = q[lc >> 2] a = 0 cd = q[Qc >> 2] while (1) { q[(Yc + (Xc << 2)) >> 2] = q[(cd + (a << 2)) >> 2] Xc = (Xc + 1) | 0 a = (a + 1) | 0 if ((Zc | 0) != (a | 0)) { continue } break } } a = 1 $c = ($c + 1) | 0 if ((ad | 0) != ($c | 0)) { continue } break } } kc = q[Qc >> 2] if (!kc) { break b } q[(Qc + 4) >> 2] = kc An(kc) } T = (Qc + 16) | 0 return a } bn() F() } function Ta(a, kc, lc, dd) { var ed = 0, fd = 0, gd = 0, hd = 0, id = x(0), jd = 0 a: { b: { if (!dd) { break b } ed = (q[(a + 28) >> 2] + -1) | 0 if (ed >>> 0 > 10) { break b } c: { d: { e: { switch ((ed - 1) | 0) { default: gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 >= 1) { ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { q[((fd << 2) + dd) >> 2] = o[kc | 0] kc = (kc + 1) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } } if ((ed | 0) >= (lc | 0)) { break b } break a case 0: gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 >= 1) { ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { q[((fd << 2) + dd) >> 2] = r[kc | 0] kc = (kc + 1) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } } if ((ed | 0) >= (lc | 0)) { break b } break a case 1: gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 >= 1) { ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { q[((fd << 2) + dd) >> 2] = p[kc >> 1] kc = (kc + 2) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } } if ((ed | 0) >= (lc | 0)) { break b } break a case 2: gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 >= 1) { ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { q[((fd << 2) + dd) >> 2] = s[kc >> 1] kc = (kc + 2) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } } if ((ed | 0) >= (lc | 0)) { break b } break a case 3: gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 >= 1) { ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { q[((fd << 2) + dd) >> 2] = q[kc >> 2] kc = (kc + 4) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } } if ((ed | 0) >= (lc | 0)) { break b } break a case 4: gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 >= 1) { ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { q[((fd << 2) + dd) >> 2] = q[kc >> 2] kc = (kc + 4) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } } if ((ed | 0) >= (lc | 0)) { break b } break a case 5: gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 >= 1) { ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { q[((fd << 2) + dd) >> 2] = q[kc >> 2] kc = (kc + 8) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } } if ((ed | 0) >= (lc | 0)) { break b } break a case 6: gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 >= 1) { ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { q[((fd << 2) + dd) >> 2] = q[kc >> 2] kc = (kc + 8) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } } if ((ed | 0) >= (lc | 0)) { break b } break a case 7: gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 < 1) { break c } ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { ed = ((fd << 2) + dd) | 0 id = u[kc >> 2] f: { if ((id < x(4294967296)) & (id >= x(0))) { hd = ~~id >>> 0 break f } hd = 0 } q[ed >> 2] = hd kc = (kc + 4) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } break c case 8: gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 < 1) { break d } ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { ed = ((fd << 2) + dd) | 0 jd = v[kc >> 3] g: { if ((jd < 4294967296) & (jd >= 0)) { hd = ~~jd >>> 0 break g } hd = 0 } q[ed >> 2] = hd kc = (kc + 8) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } break d case 9: break e } } gd = 1 ed = o[(a + 24) | 0] if ((((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24 >= 1) { ed = q[q[a >> 2] >> 2] kc = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], kc, 0)) | 0 kc = (ed + kc) | 0 while (1) { q[((fd << 2) + dd) >> 2] = r[kc | 0] kc = (kc + 1) | 0 fd = (fd + 1) | 0 ed = o[(a + 24) | 0] if ((fd | 0) < (((ed | 0) > (lc | 0) ? lc : ed) << 24) >> 24) { continue } break } } if ((ed | 0) >= (lc | 0)) { break b } Dn(((ed << 2) + dd) | 0, 0, (lc - ed) << 2) break b } if ((ed | 0) >= (lc | 0)) { break b } break a } if ((ed | 0) >= (lc | 0)) { break b } break a } return gd } Dn(((ed << 2) + dd) | 0, 0, (lc - ed) << 2) return 1 } function Ua(a, kc, lc, dd, kd) { var ld = 0, md = 0, nd = 0, od = 0, pd = 0, qd = 0, rd = 0 md = (T - 16) | 0 T = md lc = (lc + -1) | 0 a: { if (lc >>> 0 > 8) { break a } b: { switch ((lc - 1) | 0) { default: ld = Va(a, kc, dd, kd) break a case 1: ld = Wa(a, kc, dd, kd) break a case 3: ld = Xa(a, kc, dd, kd) break a case 0: ld = Ya(a, kc, dd, kd) break a case 2: ld = Za(a, kc, dd, kd) break a case 4: ld = _a(a, kc, dd, kd) break a case 5: case 6: break a case 7: break b } } nd = q[(a + 80) >> 2] od = o[(kc + 24) | 0] pd = od << 2 if ((w(nd, pd) | 0) != (dd | 0)) { break a } a = 0 lc = q[259] q[(md + 8) >> 2] = q[258] q[(md + 12) >> 2] = lc lc = q[257] q[md >> 2] = q[256] q[(md + 4) >> 2] = lc if (!nd) { ld = 1 break a } qd = (kc + 68) | 0 rd = (od | 0) < 1 lc = 0 while (1) { dd = lc ld = kc if (!r[(kc + 84) | 0]) { dd = q[(q[qd >> 2] + (lc << 2)) >> 2] } if (!Da(ld, dd, o[(kc + 24) | 0], md)) { ld = 0 break a } if (!rd) { Cn(((a << 2) + kd) | 0, md, pd) a = (a + od) | 0 } ld = 1 lc = (lc + 1) | 0 if ((nd | 0) != (lc | 0)) { continue } break } } T = (md + 16) | 0 return ld } function Va(a, kc, lc, dd) { var kd = 0, sd = 0, td = 0, ud = 0, vd = 0, wd = 0, xd = 0 sd = (T - 16) | 0 T = sd a: { vd = q[(a + 80) >> 2] td = o[(kc + 24) | 0] b: { if ((w(vd, td) | 0) != (lc | 0)) { break b } if (!(!r[(kc + 84) | 0] | (q[(kc + 28) >> 2] != 1))) { Cn(dd, (q[q[kc >> 2] >> 2] + q[(kc + 48) >> 2]) | 0, lc) kd = 1 break b } q[(sd + 8) >> 2] = 0 q[sd >> 2] = 0 q[(sd + 4) >> 2] = 0 if (td) { if ((td | 0) <= -1) { break a } kd = Mm(td) q[sd >> 2] = kd q[(sd + 4) >> 2] = kd q[(sd + 8) >> 2] = kd + td lc = td while (1) { o[kd | 0] = 0 kd = (q[(sd + 4) >> 2] + 1) | 0 q[(sd + 4) >> 2] = kd lc = (lc + -1) | 0 if (lc) { continue } break } } c: { if (!vd) { kd = 1 break c } lc = 0 wd = (kc + 68) | 0 xd = (td | 0) < 1 while (1) { a = ud kd = kc if (!r[(kd + 84) | 0]) { a = q[(q[wd >> 2] + (ud << 2)) >> 2] } if (!Ia(kd, a, o[(kc + 24) | 0], q[sd >> 2])) { kd = 0 break c } if (!xd) { kd = 0 a = q[sd >> 2] while (1) { o[(lc + dd) | 0] = r[(a + kd) | 0] lc = (lc + 1) | 0 kd = (kd + 1) | 0 if ((td | 0) != (kd | 0)) { continue } break } } kd = 1 ud = (ud + 1) | 0 if ((vd | 0) != (ud | 0)) { continue } break } } a = q[sd >> 2] if (!a) { break b } q[(sd + 4) >> 2] = a An(a) } T = (sd + 16) | 0 return kd } bn() F() } function Wa(a, kc, lc, dd) { var yd = 0, zd = 0, Ad = 0, Bd = 0, Cd = 0, Dd = 0, Ed = 0, Fd = 0, Gd = 0 yd = (T - 16) | 0 T = yd a: { Cd = q[(a + 80) >> 2] Ad = o[(kc + 24) | 0] a = Ad << 1 b: { if ((w(Cd, a) | 0) != (lc | 0)) { break b } if (!(!r[(kc + 84) | 0] | (q[(kc + 28) >> 2] != 3))) { Cn(dd, (q[q[kc >> 2] >> 2] + q[(kc + 48) >> 2]) | 0, lc) zd = 1 break b } lc = 0 q[(yd + 8) >> 2] = 0 q[yd >> 2] = 0 q[(yd + 4) >> 2] = 0 if (Ad) { if ((Ad | 0) <= -1) { break a } lc = Mm(a) q[yd >> 2] = lc q[(yd + 8) >> 2] = (Ad << 1) + lc ;(Fd = yd), (Gd = (Dn(lc, 0, a) + a) | 0), (q[(Fd + 4) >> 2] = Gd) } c: { if (!Cd) { zd = 1 break c } lc = 0 Dd = (kc + 68) | 0 Ed = (Ad | 0) < 1 while (1) { a = Bd zd = kc if (!r[(kc + 84) | 0]) { a = q[(q[Dd >> 2] + (Bd << 2)) >> 2] } d: { if (!Na(zd, a, o[(kc + 24) | 0], q[yd >> 2])) { zd = 0 break d } if (!Ed) { zd = 0 a = q[yd >> 2] while (1) { p[((lc << 1) + dd) >> 1] = s[(a + (zd << 1)) >> 1] lc = (lc + 1) | 0 zd = (zd + 1) | 0 if ((Ad | 0) != (zd | 0)) { continue } break } } zd = 1 Bd = (Bd + 1) | 0 if ((Cd | 0) != (Bd | 0)) { continue } } break } lc = q[yd >> 2] } if (!lc) { break b } q[(yd + 4) >> 2] = lc An(lc) } T = (yd + 16) | 0 return zd } bn() F() } function Xa(a, kc, lc, dd) { var Hd = 0, Id = 0, Jd = 0, Kd = 0, Ld = 0, Md = 0, Nd = 0, Od = 0, Pd = 0 Hd = (T - 16) | 0 T = Hd a: { Ld = q[(a + 80) >> 2] Jd = o[(kc + 24) | 0] a = Jd << 2 b: { if ((w(Ld, a) | 0) != (lc | 0)) { break b } if (!(!r[(kc + 84) | 0] | (q[(kc + 28) >> 2] != 5))) { Cn(dd, (q[q[kc >> 2] >> 2] + q[(kc + 48) >> 2]) | 0, lc) Id = 1 break b } lc = 0 q[(Hd + 8) >> 2] = 0 q[Hd >> 2] = 0 q[(Hd + 4) >> 2] = 0 if (Jd) { if ((Jd | 0) <= -1) { break a } lc = Mm(a) q[Hd >> 2] = lc q[(Hd + 8) >> 2] = (Jd << 2) + lc ;(Od = Hd), (Pd = (Dn(lc, 0, a) + a) | 0), (q[(Od + 4) >> 2] = Pd) } c: { if (!Ld) { Id = 1 break c } lc = 0 Md = (kc + 68) | 0 Nd = (Jd | 0) < 1 while (1) { a = Kd Id = kc if (!r[(kc + 84) | 0]) { a = q[(q[Md >> 2] + (Kd << 2)) >> 2] } d: { if (!Ra(Id, a, o[(kc + 24) | 0], q[Hd >> 2])) { Id = 0 break d } if (!Nd) { Id = 0 a = q[Hd >> 2] while (1) { q[((lc << 2) + dd) >> 2] = q[(a + (Id << 2)) >> 2] lc = (lc + 1) | 0 Id = (Id + 1) | 0 if ((Jd | 0) != (Id | 0)) { continue } break } } Id = 1 Kd = (Kd + 1) | 0 if ((Ld | 0) != (Kd | 0)) { continue } } break } lc = q[Hd >> 2] } if (!lc) { break b } q[(Hd + 4) >> 2] = lc An(lc) } T = (Hd + 16) | 0 return Id } bn() F() } function Ya(a, kc, lc, dd) { var Qd = 0, Rd = 0, Sd = 0, Td = 0, Ud = 0, Vd = 0, Wd = 0 Rd = (T - 16) | 0 T = Rd a: { Ud = q[(a + 80) >> 2] Sd = o[(kc + 24) | 0] b: { if ((w(Ud, Sd) | 0) != (lc | 0)) { break b } if (!(!r[(kc + 84) | 0] | (q[(kc + 28) >> 2] != 2))) { Cn(dd, (q[q[kc >> 2] >> 2] + q[(kc + 48) >> 2]) | 0, lc) Qd = 1 break b } q[(Rd + 8) >> 2] = 0 q[Rd >> 2] = 0 q[(Rd + 4) >> 2] = 0 if (Sd) { if ((Sd | 0) <= -1) { break a } Qd = Mm(Sd) q[Rd >> 2] = Qd q[(Rd + 4) >> 2] = Qd q[(Rd + 8) >> 2] = Qd + Sd lc = Sd while (1) { o[Qd | 0] = 0 Qd = (q[(Rd + 4) >> 2] + 1) | 0 q[(Rd + 4) >> 2] = Qd lc = (lc + -1) | 0 if (lc) { continue } break } } c: { if (!Ud) { Qd = 1 break c } lc = 0 Vd = (kc + 68) | 0 Wd = (Sd | 0) < 1 while (1) { a = Td Qd = kc if (!r[(Qd + 84) | 0]) { a = q[(q[Vd >> 2] + (Td << 2)) >> 2] } if (!Ka(Qd, a, o[(kc + 24) | 0], q[Rd >> 2])) { Qd = 0 break c } if (!Wd) { Qd = 0 a = q[Rd >> 2] while (1) { o[(lc + dd) | 0] = r[(a + Qd) | 0] lc = (lc + 1) | 0 Qd = (Qd + 1) | 0 if ((Sd | 0) != (Qd | 0)) { continue } break } } Qd = 1 Td = (Td + 1) | 0 if ((Ud | 0) != (Td | 0)) { continue } break } } a = q[Rd >> 2] if (!a) { break b } q[(Rd + 4) >> 2] = a An(a) } T = (Rd + 16) | 0 return Qd } bn() F() } function Za(a, kc, lc, dd) { var Xd = 0, Yd = 0, Zd = 0, _d = 0, $d = 0, ae = 0, be = 0, ce = 0, de = 0 Xd = (T - 16) | 0 T = Xd a: { $d = q[(a + 80) >> 2] Zd = o[(kc + 24) | 0] a = Zd << 1 b: { if ((w($d, a) | 0) != (lc | 0)) { break b } if (!(!r[(kc + 84) | 0] | (q[(kc + 28) >> 2] != 4))) { Cn(dd, (q[q[kc >> 2] >> 2] + q[(kc + 48) >> 2]) | 0, lc) Yd = 1 break b } lc = 0 q[(Xd + 8) >> 2] = 0 q[Xd >> 2] = 0 q[(Xd + 4) >> 2] = 0 if (Zd) { if ((Zd | 0) <= -1) { break a } lc = Mm(a) q[Xd >> 2] = lc q[(Xd + 8) >> 2] = (Zd << 1) + lc ;(ce = Xd), (de = (Dn(lc, 0, a) + a) | 0), (q[(ce + 4) >> 2] = de) } c: { if (!$d) { Yd = 1 break c } lc = 0 ae = (kc + 68) | 0 be = (Zd | 0) < 1 while (1) { a = _d Yd = kc if (!r[(kc + 84) | 0]) { a = q[(q[ae >> 2] + (_d << 2)) >> 2] } d: { if (!Pa(Yd, a, o[(kc + 24) | 0], q[Xd >> 2])) { Yd = 0 break d } if (!be) { Yd = 0 a = q[Xd >> 2] while (1) { p[((lc << 1) + dd) >> 1] = s[(a + (Yd << 1)) >> 1] lc = (lc + 1) | 0 Yd = (Yd + 1) | 0 if ((Zd | 0) != (Yd | 0)) { continue } break } } Yd = 1 _d = (_d + 1) | 0 if (($d | 0) != (_d | 0)) { continue } } break } lc = q[Xd >> 2] } if (!lc) { break b } q[(Xd + 4) >> 2] = lc An(lc) } T = (Xd + 16) | 0 return Yd } bn() F() } function _a(a, kc, lc, dd) { var ee = 0, fe = 0, ge = 0, he = 0, ie = 0, je = 0, ke = 0, le = 0, me = 0 ee = (T - 16) | 0 T = ee a: { ie = q[(a + 80) >> 2] ge = o[(kc + 24) | 0] a = ge << 2 b: { if ((w(ie, a) | 0) != (lc | 0)) { break b } if (!(!r[(kc + 84) | 0] | (q[(kc + 28) >> 2] != 6))) { Cn(dd, (q[q[kc >> 2] >> 2] + q[(kc + 48) >> 2]) | 0, lc) fe = 1 break b } lc = 0 q[(ee + 8) >> 2] = 0 q[ee >> 2] = 0 q[(ee + 4) >> 2] = 0 if (ge) { if ((ge | 0) <= -1) { break a } lc = Mm(a) q[ee >> 2] = lc q[(ee + 8) >> 2] = (ge << 2) + lc ;(le = ee), (me = (Dn(lc, 0, a) + a) | 0), (q[(le + 4) >> 2] = me) } c: { if (!ie) { fe = 1 break c } lc = 0 je = (kc + 68) | 0 ke = (ge | 0) < 1 while (1) { a = he fe = kc if (!r[(kc + 84) | 0]) { a = q[(q[je >> 2] + (he << 2)) >> 2] } d: { if (!Ta(fe, a, o[(kc + 24) | 0], q[ee >> 2])) { fe = 0 break d } if (!ke) { fe = 0 a = q[ee >> 2] while (1) { q[((lc << 2) + dd) >> 2] = q[(a + (fe << 2)) >> 2] lc = (lc + 1) | 0 fe = (fe + 1) | 0 if ((ge | 0) != (fe | 0)) { continue } break } } fe = 1 he = (he + 1) | 0 if ((ie | 0) != (he | 0)) { continue } } break } lc = q[ee >> 2] } if (!lc) { break b } q[(ee + 4) >> 2] = lc An(lc) } T = (ee + 16) | 0 return fe } bn() F() } function $a(a, o) { var kc = 0, lc = 0 kc = q[(a + 4) >> 2] if (!kc) { return 0 } o = q[(q[(q[(a + 8) >> 2] + (o << 2)) >> 2] + 60) >> 2] if ((o | 0) < 0) { return 0 } a = q[(kc + 24) >> 2] kc = q[(kc + 28) >> 2] if ((a | 0) == (kc | 0)) { return 0 } a: { while (1) { lc = q[a >> 2] if ((o | 0) == q[(lc + 24) >> 2]) { break a } a = (a + 4) | 0 if ((kc | 0) != (a | 0)) { continue } break } return 0 } return lc } function ab(a) { var o = 0 o = I(8) | 0 q[o >> 2] = 15856 q[o >> 2] = 15900 Nm((o + 4) | 0, a) q[o >> 2] = 15948 J(o | 0, 15980, 1) F() } function bb(a, dd, ne) { var oe = 0, pe = 0, qe = 0, re = 0, se = 0 pe = (T - 16) | 0 T = pe q[(a + 4) >> 2] = 0 a: { b: { if (!dd) { break b } qe = q[(a + 8) >> 2] oe = qe << 5 c: { if (oe >>> 0 >= dd >>> 0) { q[(a + 4) >> 2] = dd break c } q[(pe + 8) >> 2] = 0 q[pe >> 2] = 0 q[(pe + 4) >> 2] = 0 if ((dd | 0) <= -1) { break a } se = pe if (oe >>> 0 <= 1073741822) { re = (dd + 31) & -32 oe = qe << 6 re = oe >>> 0 < re >>> 0 ? re : oe } else { re = 2147483647 } cb(se, re) re = q[a >> 2] q[a >> 2] = q[pe >> 2] q[pe >> 2] = re qe = q[(a + 4) >> 2] q[(a + 4) >> 2] = dd q[(pe + 4) >> 2] = qe oe = (a + 8) | 0 qe = q[oe >> 2] q[oe >> 2] = q[(pe + 8) >> 2] q[(pe + 8) >> 2] = qe if (!re) { break c } An(re) } oe = dd >>> 5 qe = oe << 2 a = q[a >> 2] if (r[ne | 0]) { a = Dn(a, 255, qe) dd = dd & 31 if (!dd) { break b } a = (a + (oe << 2)) | 0 q[a >> 2] = q[a >> 2] | (-1 >>> (32 - dd)) break b } a = Dn(a, 0, qe) dd = dd & 31 if (!dd) { break b } a = (a + (oe << 2)) | 0 q[a >> 2] = q[a >> 2] & ((-1 >>> (32 - dd)) ^ -1) } T = (pe + 16) | 0 return } bn() F() } function cb(a, dd) { var ne = 0, te = 0 ne = (T - 32) | 0 T = ne a: { b: { if ((q[(a + 8) >> 2] << 5) >>> 0 >= dd >>> 0) { break b } q[(ne + 24) >> 2] = 0 q[(ne + 16) >> 2] = 0 q[(ne + 20) >> 2] = 0 if ((dd | 0) <= -1) { break a } dd = (((dd + -1) >>> 5) + 1) | 0 te = Mm(dd << 2) q[(ne + 24) >> 2] = dd q[(ne + 20) >> 2] = 0 q[(ne + 16) >> 2] = te dd = q[a >> 2] q[(ne + 12) >> 2] = 0 q[(ne + 8) >> 2] = dd te = q[(a + 4) >> 2] q[(ne + 4) >> 2] = te & 31 q[ne >> 2] = dd + ((te >>> 3) & 536870908) db((ne + 16) | 0, (ne + 8) | 0, ne) dd = q[a >> 2] q[a >> 2] = q[(ne + 16) >> 2] q[(ne + 16) >> 2] = dd te = q[(a + 4) >> 2] q[(a + 4) >> 2] = q[(ne + 20) >> 2] q[(ne + 20) >> 2] = te a = (a + 8) | 0 te = q[a >> 2] q[a >> 2] = q[(ne + 24) >> 2] q[(ne + 24) >> 2] = te if (!dd) { break b } An(dd) } T = (ne + 32) | 0 return } bn() F() } function db(a, dd, ue) { var ve = 0, we = 0, xe = 0, ye = 0, ze = 0, Ae = 0 xe = (T - 32) | 0 T = xe ze = q[(ue + 4) >> 2] ve = q[(dd + 4) >> 2] Ae = q[ue >> 2] ye = q[dd >> 2] dd = (((ze - ve) | 0) + ((Ae - ye) << 3)) | 0 ue = q[(a + 4) >> 2] we = (dd + ue) | 0 q[(a + 4) >> 2] = we a: { if (!(!ue | (((we + -1) ^ (ue + -1)) >>> 0 > 31))) { a = q[a >> 2] break a } a = q[a >> 2] if (we >>> 0 <= 32) { q[a >> 2] = 0 break a } q[((((we + -1) >>> 3) & 536870908) + a) >> 2] = 0 } a = (((ue >>> 3) & 536870908) + a) | 0 ue = ue & 31 b: { if ((ue | 0) == (ve | 0)) { c: { if ((dd | 0) < 1) { break c } d: { if (!ve) { ue = 0 break d } we = (32 - ve) | 0 ue = (dd | 0) < (we | 0) ? dd : we we = (-1 << ve) & (-1 >>> (we - ue)) q[a >> 2] = (q[a >> 2] & (we ^ -1)) | (we & q[ye >> 2]) dd = (dd - ue) | 0 ve = (ue + ve) | 0 ue = ve & 31 a = (((ve >>> 3) & 536870908) + a) | 0 ye = (ye + 4) | 0 } ve = ((dd | 0) / 32) | 0 we = ve << 2 a = (En(a, ye, we) + we) | 0 ve = (dd - (ve << 5)) | 0 if ((ve | 0) < 1) { ve = ue break c } dd = -1 >>> (32 - ve) q[a >> 2] = (q[a >> 2] & (dd ^ -1)) | (dd & q[(we + ye) >> 2]) } q[(xe + 4) >> 2] = ve q[xe >> 2] = a break b } q[(xe + 28) >> 2] = ve q[(xe + 24) >> 2] = ye q[(xe + 20) >> 2] = ze q[(xe + 16) >> 2] = Ae q[(xe + 12) >> 2] = ue q[(xe + 8) >> 2] = a eb(xe, (xe + 24) | 0, (xe + 16) | 0, (xe + 8) | 0) } T = (xe + 32) | 0 } function eb(a, dd, ue, Be) { var Ce = 0, De = 0, Ee = 0, Fe = 0, Ge = 0, He = 0, Ie = 0, Je = 0 De = q[dd >> 2] Ce = (q[(ue + 4) >> 2] + ((q[ue >> 2] - De) << 3)) | 0 ue = q[(dd + 4) >> 2] Ee = (Ce - ue) | 0 a: { if ((Ee | 0) <= 0) { ue = q[(Be + 4) >> 2] break a } b: { if (!ue) { ue = q[(Be + 4) >> 2] break b } Ce = q[(Be + 4) >> 2] He = (32 - Ce) | 0 Ie = (32 - ue) | 0 Fe = (Ee | 0) < (Ie | 0) ? Ee : Ie Ge = He >>> 0 < Fe >>> 0 ? He : Fe Je = q[Be >> 2] De = q[De >> 2] & ((-1 << ue) & (-1 >>> (Ie - Fe))) q[Je >> 2] = (q[Je >> 2] & (((-1 << Ce) & (-1 >>> (He - Ge))) ^ -1)) | (Ce >>> 0 > ue >>> 0 ? De << (Ce - ue) : De >>> (ue - Ce)) Ce = (Ce + Ge) | 0 ue = Ce & 31 q[(Be + 4) >> 2] = ue He = (Je + ((Ce >>> 3) & 536870908)) | 0 q[Be >> 2] = He Ce = (Fe - Ge) | 0 if ((Ce | 0) >= 1) { q[He >> 2] = (q[He >> 2] & ((-1 >>> (32 - Ce)) ^ -1)) | (De >>> (Ge + q[(dd + 4) >> 2])) q[(Be + 4) >> 2] = Ce ue = Ce } Ee = (Ee - Fe) | 0 De = (q[dd >> 2] + 4) | 0 q[dd >> 2] = De } Ge = -1 << ue Fe = (32 - ue) | 0 c: { if ((Ee | 0) < 32) { Ce = Ee break c } He = Ge ^ -1 while (1) { Ce = q[Be >> 2] De = q[De >> 2] q[Ce >> 2] = (He & q[Ce >> 2]) | (De << ue) q[Be >> 2] = Ce + 4 q[(Ce + 4) >> 2] = (Ge & q[(Ce + 4) >> 2]) | (De >>> Fe) De = (q[dd >> 2] + 4) | 0 q[dd >> 2] = De Ie = (Ee | 0) > 63 Ce = (Ee + -32) | 0 Ee = Ce if (Ie) { continue } break } } if ((Ce | 0) < 1) { break a } dd = q[Be >> 2] Ee = (Fe | 0) < (Ce | 0) ? Fe : Ce Ge = q[dd >> 2] & ((Ge & (-1 >>> (Fe - Ee))) ^ -1) Fe = q[De >> 2] & (-1 >>> (32 - Ce)) q[dd >> 2] = Ge | (Fe << ue) De = (ue + Ee) | 0 ue = De & 31 q[(Be + 4) >> 2] = ue De = (dd + ((De >>> 3) & 536870908)) | 0 q[Be >> 2] = De dd = (Ce - Ee) | 0 if ((dd | 0) < 1) { break a } q[De >> 2] = (q[De >> 2] & ((-1 >>> (32 - dd)) ^ -1)) | (Fe >>> Ee) q[(Be + 4) >> 2] = dd ue = dd } dd = q[Be >> 2] q[(a + 4) >> 2] = ue q[a >> 2] = dd } function fb(a) { a = a | 0 return q[a >> 2] } function gb(a) { a = a | 0 return !q[a >> 2] | 0 } function hb(a) { a = a | 0 var dd = 0 dd = (a + 4) | 0 if (o[(a + 15) | 0] <= -1) { dd = q[dd >> 2] } return dd | 0 } function ib(a) { a = a | 0 if (a) { if (o[(a + 15) | 0] <= -1) { An(q[(a + 4) >> 2]) } An(a) } } function jb() { var a = 0 a = Mm(12) q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 8) >> 2] = 0 return a | 0 } function kb(ue, Be) { ue = ue | 0 Be = Be | 0 return s[(q[ue >> 2] + (Be << 1)) >> 1] } function lb(ue) { ue = ue | 0 return (q[(ue + 4) >> 2] - q[ue >> 2]) >> 1 } function mb(ue) { ue = ue | 0 var Be = 0 if (ue) { Be = q[ue >> 2] if (Be) { q[(ue + 4) >> 2] = Be An(Be) } An(ue) } } function nb() { return al(Mm(84)) | 0 } function ob(ue) { ue = ue | 0 return (q[(ue + 12) >> 2] - q[(ue + 8) >> 2]) >> 2 } function pb(ue) { ue = ue | 0 return q[(ue + 80) >> 2] } function qb(ue) { ue = ue | 0 if (ue) { n[q[(q[ue >> 2] + 4) >> 2]](ue) } } function rb(ue, Ke) { ue = ue | 0 Ke = Ke | 0 return r[(q[ue >> 2] + Ke) | 0] } function sb(ue) { ue = ue | 0 return (q[(ue + 4) >> 2] - q[ue >> 2]) | 0 } function tb(ue, Ke) { ue = ue | 0 Ke = Ke | 0 return q[(q[ue >> 2] + (Ke << 2)) >> 2] } function ub(ue) { ue = ue | 0 return (q[(ue + 4) >> 2] - q[ue >> 2]) >> 2 } function vb() { var ue = 0 ue = Mm(8) q[(ue + 4) >> 2] = -1 q[ue >> 2] = 1116 return ue | 0 } function wb(Ke, Le) { Ke = Ke | 0 Le = Le | 0 return n[q[(q[Ke >> 2] + 12) >> 2]](Ke, Le) | 0 } function xb(Ke) { Ke = Ke | 0 return q[(Ke + 4) >> 2] } function yb() { return rd(Mm(96)) | 0 } function zb(Ke) { Ke = Ke | 0 return q[(Ke + 88) >> 2] } function Ab(Ke) { Ke = Ke | 0 return q[(Ke + 56) >> 2] } function Bb(Ke) { Ke = Ke | 0 return q[(Ke + 28) >> 2] } function Cb(q) { q = q | 0 return o[(q + 24) | 0] } function Db(q) { q = q | 0 return r[(q + 32) | 0] } function Eb(Ke) { Ke = Ke | 0 return q[(Ke + 40) >> 2] } function Fb(Ke) { Ke = Ke | 0 return q[(Ke + 48) >> 2] } function Gb(Ke) { Ke = Ke | 0 return q[(Ke + 60) >> 2] } function Hb(Ke) { Ke = Ke | 0 var Le = 0, Me = 0 if (Ke) { Le = (Ke + 88) | 0 Me = q[Le >> 2] q[Le >> 2] = 0 if (Me) { Le = q[(Me + 8) >> 2] if (Le) { q[(Me + 12) >> 2] = Le An(Le) } An(Me) } Me = q[(Ke + 68) >> 2] if (Me) { q[(Ke + 72) >> 2] = Me An(Me) } Le = (Ke - -64) | 0 Me = q[Le >> 2] q[Le >> 2] = 0 if (Me) { Le = q[Me >> 2] if (Le) { q[(Me + 4) >> 2] = Le An(Le) } An(Me) } An(Ke) } } function Ib() { var Ke = 0 Ke = Mm(40) q[Ke >> 2] = -1 Uj((Ke + 8) | 0) return Ke | 0 } function Jb(Ne) { Ne = Ne | 0 var Oe = 0 if (Ne) { Oe = q[(Ne + 8) >> 2] if (Oe) { q[(Ne + 12) >> 2] = Oe An(Oe) } An(Ne) } } function Kb() { var Ne = 0 Ne = Mm(24) q[(Ne + 4) >> 2] = -1 q[Ne >> 2] = 1232 q[(Ne + 8) >> 2] = 0 q[(Ne + 12) >> 2] = 0 q[(Ne + 16) >> 2] = 0 q[(Ne + 20) >> 2] = 0 return Ne | 0 } function Lb(Pe, Qe) { Pe = Pe | 0 Qe = Qe | 0 return x(u[(q[(Pe + 8) >> 2] + (Qe << 2)) >> 2]) } function Mb(q) { q = q | 0 return x(u[(q + 20) >> 2]) } function Nb(Pe, Qe) { Pe = Pe | 0 Qe = Qe | 0 return o[(q[Pe >> 2] + Qe) | 0] } function Ob() { var Pe = 0 Pe = Mm(28) q[Pe >> 2] = 0 q[(Pe + 4) >> 2] = 0 q[(Pe + 24) >> 2] = 0 q[(Pe + 16) >> 2] = 0 q[(Pe + 20) >> 2] = 0 q[(Pe + 8) >> 2] = 0 q[(Pe + 12) >> 2] = 0 return Pe | 0 } function Pb(q, Qe, Re) { q = q | 0 Qe = Qe | 0 Re = Re | 0 return fa(Qe, Re) | 0 } function Qb(q, Qe, Re) { q = q | 0 Qe = Qe | 0 Re = Re | 0 return ha(Qe, Re) | 0 } function Rb(q, Qe, Re, Se) { q = q | 0 Qe = Qe | 0 Re = Re | 0 Se = Se | 0 ia(Qe, Re, Se) } function Sb(q, Qe, Re) { q = q | 0 Qe = Qe | 0 Re = Re | 0 return +ja(Qe, Re) } function Tb(q, Qe, Re) { q = q | 0 Qe = Qe | 0 Re = Re | 0 return ka(q, Qe, Re) | 0 } function Ub(Qe, Re) { Qe = Qe | 0 Re = Re | 0 return q[(Re + 8) >> 2] } function Vb(q, Qe, Re) { q = q | 0 Qe = Qe | 0 Re = Re | 0 return la(q, Qe, Re) | 0 } function Wb(Qe) { Qe = Qe | 0 var Re = 0, Se = 0, Te = 0, Ue = 0, Ve = 0 if (Qe) { if (o[(Qe + 27) | 0] <= -1) { An(q[(Qe + 16) >> 2]) } Se = q[Qe >> 2] if (Se) { Re = Se Ve = (Qe + 4) | 0 Te = q[Ve >> 2] Ue = Re a: { if ((Te | 0) == (Re | 0)) { break a } while (1) { Re = (Te + -12) | 0 if (o[(Te + -1) | 0] <= -1) { An(q[Re >> 2]) } Te = Re if ((Re | 0) != (Se | 0)) { continue } break } Ue = q[Qe >> 2] } Re = Ue q[Ve >> 2] = Se An(Re) } An(Qe) } } function Xb(Qe, We) { Qe = Qe | 0 We = We | 0 return p[(q[Qe >> 2] + (We << 1)) >> 1] } function Yb(Qe, We) { Qe = Qe | 0 We = We | 0 return x(u[(q[Qe >> 2] + (We << 2)) >> 2]) } function Zb() { return nd(Mm(64)) | 0 } function _b(q) { q = q | 0 if (q) { An(q) } } function $b() { return Yj(Mm(40)) | 0 } function ac(Qe, We, Xe) { Qe = Qe | 0 We = We | 0 Xe = Xe | 0 q[(Qe + 16) >> 2] = 0 q[(Qe + 20) >> 2] = 0 q[Qe >> 2] = We q[(Qe + 8) >> 2] = Xe q[(Qe + 12) >> 2] = 0 } function bc() { return na(Mm(40)) | 0 } function cc(q, Qe) { q = q | 0 Qe = Qe | 0 return oa(Qe) | 0 } function dc(q, Qe, We) { q = q | 0 Qe = Qe | 0 We = We | 0 return pa(q, Qe, We) | 0 } function ec(q, Qe, We) { q = q | 0 Qe = Qe | 0 We = We | 0 return qa(q, Qe, We) | 0 } function fc(q, Qe, We) { q = q | 0 Qe = Qe | 0 We = We | 0 return bl(Qe, We) | 0 } function gc(q, Qe, We) { q = q | 0 Qe = Qe | 0 We = We | 0 return ra(Qe, We) | 0 } function hc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return sa(Qe, We, Xe) | 0 } function ic(Qe, We, Xe) { Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return q[(q[(We + 8) >> 2] + (Xe << 2)) >> 2] } function jc(q, Qe, We) { q = q | 0 Qe = Qe | 0 We = We | 0 return dl(Qe, We) | 0 } function kc(Qe, We) { Qe = Qe | 0 We = We | 0 return q[(We + 4) >> 2] } function lc(q, Qe, We) { q = q | 0 Qe = Qe | 0 We = We | 0 return $a(Qe, We) | 0 } function mc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return ta(Qe, We, Xe) | 0 } function nc(q, Qe, We) { q = q | 0 Qe = Qe | 0 We = We | 0 return ua(Qe, We) | 0 } function oc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return Aa(Qe, We, Xe) | 0 } function pc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return Ba(Qe, We, Xe) | 0 } function qc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return Ca(Qe, We, Xe) | 0 } function rc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return Ea(Qe, We, Xe) | 0 } function sc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return Qa(Qe, We, Xe) | 0 } function tc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return Ga(Qe, We, Xe) | 0 } function uc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return Ja(Qe, We, Xe) | 0 } function vc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return La(Qe, We, Xe) | 0 } function wc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return Oa(Qe, We, Xe) | 0 } function xc(q, Qe, We, Xe) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 return Sa(Qe, We, Xe) | 0 } function yc(q, Qe, We, Xe, Ye, Ze) { q = q | 0 Qe = Qe | 0 We = We | 0 Xe = Xe | 0 Ye = Ye | 0 Ze = Ze | 0 return Ua(Qe, We, Xe, Ye, Ze) | 0 } function zc(q, Qe) { q = q | 0 Qe = Qe | 0 kh(q, Qe) } function Ac(Qe) { Qe = Qe | 0 if (Qe) { if (o[(Qe + 39) | 0] <= -1) { An(q[(Qe + 28) >> 2]) } Bc((Qe + 12) | 0, q[(Qe + 16) >> 2]) Cc(Qe, q[(Qe + 4) >> 2]) An(Qe) } } function Bc(Qe, We) { if (We) { Bc(Qe, q[We >> 2]) Bc(Qe, q[(We + 4) >> 2]) Cc((We + 20) | 0, q[(We + 24) >> 2]) An(We) } } function Cc(Qe, We) { if (We) { Cc(Qe, q[We >> 2]) Cc(Qe, q[(We + 4) >> 2]) if (o[(We + 39) | 0] <= -1) { An(q[(We + 28) >> 2]) } if (o[(We + 27) | 0] <= -1) { An(q[(We + 16) >> 2]) } An(We) } } function Dc() { return vk(Mm(108)) | 0 } function Ec(Qe) { Qe = Qe | 0 return (((q[(Qe + 100) >> 2] - q[(Qe + 96) >> 2]) | 0) / 12) | 0 } function Fc() { var Qe = 0, We = 0, Xe = 0 We = Mm(24) Xe = (We + 4) | 0 Qe = Xe q[Qe >> 2] = 0 q[(Qe + 4) >> 2] = 0 Qe = (We + 16) | 0 q[Qe >> 2] = 0 q[(Qe + 4) >> 2] = 0 q[We >> 2] = Xe q[(We + 12) >> 2] = Qe return We | 0 } function Gc(Ye) { Ye = Ye | 0 if (Ye) { Hc((Ye + 12) | 0, q[(Ye + 16) >> 2]) Ic(Ye, q[(Ye + 4) >> 2]) An(Ye) } } function Hc(Ye, Ze) { var _e = 0 if (Ze) { Hc(Ye, q[Ze >> 2]) Hc(Ye, q[(Ze + 4) >> 2]) _e = (Ze + 28) | 0 Ye = q[_e >> 2] q[_e >> 2] = 0 if (Ye) { Hc((Ye + 12) | 0, q[(Ye + 16) >> 2]) Ic(Ye, q[(Ye + 4) >> 2]) An(Ye) } if (o[(Ze + 27) | 0] <= -1) { An(q[(Ze + 16) >> 2]) } An(Ze) } } function Ic(Ye, Ze) { if (Ze) { Ic(Ye, q[Ze >> 2]) Ic(Ye, q[(Ze + 4) >> 2]) Ye = q[(Ze + 28) >> 2] if (Ye) { q[(Ze + 32) >> 2] = Ye An(Ye) } if (o[(Ze + 27) | 0] <= -1) { An(q[(Ze + 16) >> 2]) } An(Ze) } } function Jc() { return 0 } function Kc() { return -1 } function Lc() { return -2 } function Mc() { return -3 } function Nc() { return -4 } function Oc() { return -5 } function Pc() { return 1 } function Qc() { return 2 } function Rc() { return 3 } function Sc() { return 4 } function Tc() { return 5 } function Uc() { return 6 } function Vc() { return 7 } function Wc() { return 8 } function Xc() { return 9 } function Yc() { return 10 } function Zc() { return 11 } function _c() { return 12 } function $c(Ye, Ze) { Ye = Ye | 0 Ze = Ze | 0 var $e = 0 Ze = q[(Ze + 88) >> 2] if (!(!Ze | (q[Ze >> 2] != 2))) { $e = Ye Ye = q[(Ze + 8) >> 2] q[($e + 4) >> 2] = r[Ye | 0] | (r[(Ye + 1) | 0] << 8) | ((r[(Ye + 2) | 0] << 16) | (r[(Ye + 3) | 0] << 24)) $e = 1 } return $e | 0 } function ad(Ye, Ze) { Ye = Ye | 0 Ze = Ze | 0 var af = 0, bf = 0 q[Ze >> 2] = 2 af = q[(Ze + 8) >> 2] bf = (q[(Ze + 12) >> 2] - af) | 0 if (bf >>> 0 <= 4294967291) { Ze = (Ze + 8) | 0 Xj(Ze, (bf + 4) | 0) af = q[Ze >> 2] } Ze = (af + bf) | 0 Ye = r[(Ye + 4) | 0] | (r[(Ye + 5) | 0] << 8) | ((r[(Ye + 6) | 0] << 16) | (r[(Ye + 7) | 0] << 24)) o[Ze | 0] = Ye o[(Ze + 1) | 0] = Ye >>> 8 o[(Ze + 2) | 0] = Ye >>> 16 o[(Ze + 3) | 0] = Ye >>> 24 } function bd(q) { q = q | 0 return q | 0 } function cd(q) { q = q | 0 An(q) } function dd(q) { q = q | 0 return 2 } function ed(Ye, Ze) { Ye = Ye | 0 Ze = Ze | 0 var cf = 0, df = 0, ef = 0, ff = 0, gf = 0, hf = 0 ef = q[(Ze + 88) >> 2] if (!(!ef | (q[ef >> 2] != 1))) { ff = (ef + 8) | 0 ef = q[ff >> 2] cf = ef q[(Ye + 4) >> 2] = r[cf | 0] | (r[(cf + 1) | 0] << 8) | ((r[(cf + 2) | 0] << 16) | (r[(cf + 3) | 0] << 24)) gf = (Ye + 8) | 0 hf = q[(Ye + 8) >> 2] df = (q[(Ye + 12) >> 2] - hf) >> 2 cf = o[(Ze + 24) | 0] a: { if (df >>> 0 < cf >>> 0) { Fa(gf, (cf - df) | 0) ef = q[ff >> 2] cf = r[(Ze + 24) | 0] break a } if (df >>> 0 <= cf >>> 0) { break a } q[(Ye + 12) >> 2] = hf + (cf << 2) } ff = 1 Ze = ef df = r[(Ze + 4) | 0] | (r[(Ze + 5) | 0] << 8) | ((r[(Ze + 6) | 0] << 16) | (r[(Ze + 7) | 0] << 24)) if ((cf << 24) >> 24 >= 1) { hf = cf & 255 gf = q[gf >> 2] Ze = 0 cf = 4 while (1) { q[(gf + (Ze << 2)) >> 2] = df cf = (cf + 4) | 0 df = (ef + cf) | 0 df = r[df | 0] | (r[(df + 1) | 0] << 8) | ((r[(df + 2) | 0] << 16) | (r[(df + 3) | 0] << 24)) Ze = (Ze + 1) | 0 if (Ze >>> 0 < hf >>> 0) { continue } break } } q[(Ye + 20) >> 2] = df } return ff | 0 } function fd(Ye, Ze) { Ye = Ye | 0 Ze = Ze | 0 var jf = 0, kf = 0, lf = 0, mf = 0, nf = 0, of = 0 q[Ze >> 2] = 1 mf = (Ze + 8) | 0 jf = q[(Ze + 8) >> 2] kf = (q[(Ze + 12) >> 2] - jf) | 0 if (kf >>> 0 <= 4294967291) { Xj(mf, (kf + 4) | 0) jf = q[mf >> 2] } kf = (jf + kf) | 0 jf = r[(Ye + 4) | 0] | (r[(Ye + 5) | 0] << 8) | ((r[(Ye + 6) | 0] << 16) | (r[(Ye + 7) | 0] << 24)) o[kf | 0] = jf o[(kf + 1) | 0] = jf >>> 8 o[(kf + 2) | 0] = jf >>> 16 o[(kf + 3) | 0] = jf >>> 24 jf = q[(Ye + 8) >> 2] if ((jf | 0) != q[(Ye + 12) >> 2]) { of = (Ze + 12) | 0 while (1) { kf = ((nf << 2) + jf) | 0 jf = q[(Ze + 8) >> 2] lf = (q[of >> 2] - jf) | 0 if (lf >>> 0 <= 4294967291) { Xj(mf, (lf + 4) | 0) jf = q[mf >> 2] } lf = (jf + lf) | 0 jf = r[kf | 0] | (r[(kf + 1) | 0] << 8) | ((r[(kf + 2) | 0] << 16) | (r[(kf + 3) | 0] << 24)) o[lf | 0] = jf o[(lf + 1) | 0] = jf >>> 8 o[(lf + 2) | 0] = jf >>> 16 o[(lf + 3) | 0] = jf >>> 24 nf = (nf + 1) | 0 jf = q[(Ye + 8) >> 2] if (nf >>> 0 < ((q[(Ye + 12) >> 2] - jf) >> 2) >>> 0) { continue } break } } jf = q[(Ze + 12) >> 2] Ze = q[(Ze + 8) >> 2] jf = (jf - Ze) | 0 if (jf >>> 0 <= 4294967291) { Xj(mf, (jf + 4) | 0) Ze = q[mf >> 2] } Ze = (Ze + jf) | 0 Ye = r[(Ye + 20) | 0] | (r[(Ye + 21) | 0] << 8) | ((r[(Ye + 22) | 0] << 16) | (r[(Ye + 23) | 0] << 24)) o[Ze | 0] = Ye o[(Ze + 1) | 0] = Ye >>> 8 o[(Ze + 2) | 0] = Ye >>> 16 o[(Ze + 3) | 0] = Ye >>> 24 } function gd(Ye, Ze, pf, qf, rf) { q[(Ye + 4) >> 2] = Ze hd((Ye + 8) | 0, pf, ((qf << 2) + pf) | 0) u[(Ye + 20) >> 2] = rf } function hd(Ye, Ze, pf) { var qf = 0, rf = 0, sf = 0, tf = 0, uf = 0, vf = 0, wf = 0 a: { tf = (pf - Ze) | 0 sf = tf >> 2 qf = q[(Ye + 8) >> 2] rf = q[Ye >> 2] b: { if (sf >>> 0 <= ((qf - rf) >> 2) >>> 0) { qf = (q[(Ye + 4) >> 2] - rf) | 0 tf = qf >> 2 qf = sf >>> 0 > tf >>> 0 ? (Ze + qf) | 0 : pf uf = (qf - Ze) | 0 if (uf) { En(rf, Ze, uf) } if (sf >>> 0 > tf >>> 0) { Ze = (pf - qf) | 0 if ((Ze | 0) < 1) { break b } Ye = (Ye + 4) | 0 Cn(q[Ye >> 2], qf, Ze) q[Ye >> 2] = Ze + q[Ye >> 2] return } q[(Ye + 4) >> 2] = rf + ((uf >> 2) << 2) return } if (rf) { q[(Ye + 4) >> 2] = rf An(rf) q[(Ye + 8) >> 2] = 0 q[Ye >> 2] = 0 q[(Ye + 4) >> 2] = 0 qf = 0 } if (sf >>> 0 >= 1073741824) { break a } pf = qf >> 1 pf = (qf >> 2) >>> 0 < 536870911 ? (pf >>> 0 < sf >>> 0 ? sf : pf) : 1073741823 if (pf >>> 0 >= 1073741824) { break a } rf = pf << 2 pf = Mm(rf) q[Ye >> 2] = pf sf = (Ye + 4) | 0 q[sf >> 2] = pf q[(Ye + 8) >> 2] = pf + rf if ((tf | 0) < 1) { break b } ;(vf = sf), (wf = (Cn(pf, Ze, tf) + tf) | 0), (q[vf >> 2] = wf) } return } bn() F() } function id(Ye) { Ye = Ye | 0 var Ze = 0 q[Ye >> 2] = 1232 Ze = q[(Ye + 8) >> 2] if (Ze) { q[(Ye + 12) >> 2] = Ze An(Ze) } return Ye | 0 } function jd(Ye) { Ye = Ye | 0 var pf = 0 q[Ye >> 2] = 1232 pf = q[(Ye + 8) >> 2] if (pf) { q[(Ye + 12) >> 2] = pf An(pf) } An(Ye) } function kd(q) { q = q | 0 return 1 } function ld(Ye, xf) { var yf = 0 yf = Mm(40) q[yf >> 2] = -1 Uj((yf + 8) | 0) n[q[(q[Ye >> 2] + 16) >> 2]](Ye, yf) Ye = q[(xf + 88) >> 2] q[(xf + 88) >> 2] = yf if (Ye) { xf = q[(Ye + 8) >> 2] if (xf) { q[(Ye + 12) >> 2] = xf An(xf) } An(Ye) } return 1 } function md(Ye, xf, zf) { var Af = 0, Bf = 0, Cf = 0, Df = 0, Ef = 0, Ff = 0 Cf = q[(Ye + 8) >> 2] Af = q[(Ye + 4) >> 2] if (((Cf - Af) >> 2) >>> 0 >= xf >>> 0) { while (1) { q[Af >> 2] = q[zf >> 2] Af = (Af + 4) | 0 xf = (xf + -1) | 0 if (xf) { continue } break } q[(Ye + 4) >> 2] = Af return } a: { Df = q[Ye >> 2] Ef = (Af - Df) | 0 Ff = Ef >> 2 Af = (Ff + xf) | 0 if (Af >>> 0 < 1073741824) { Cf = (Cf - Df) | 0 Bf = Cf >> 1 Af = (Cf >> 2) >>> 0 < 536870911 ? (Bf >>> 0 < Af >>> 0 ? Af : Bf) : 1073741823 Bf = 0 b: { if (!Af) { break b } if (Af >>> 0 >= 1073741824) { break a } Bf = Mm(Af << 2) } Cf = (Bf + (Af << 2)) | 0 Af = (Bf + (Ff << 2)) | 0 while (1) { q[Af >> 2] = q[zf >> 2] Af = (Af + 4) | 0 xf = (xf + -1) | 0 if (xf) { continue } break } if ((Ef | 0) >= 1) { Cn(Bf, Df, Ef) } q[Ye >> 2] = Bf q[(Ye + 8) >> 2] = Cf q[(Ye + 4) >> 2] = Af if (Df) { An(Df) } return } bn() F() } ab(1308) F() } function nd(Ye) { q[(Ye + 8) >> 2] = 0 q[(Ye + 12) >> 2] = 0 q[Ye >> 2] = 0 q[(Ye + 40) >> 2] = 0 q[(Ye + 44) >> 2] = 0 q[(Ye + 28) >> 2] = 9 o[(Ye + 24) | 0] = 1 q[(Ye + 56) >> 2] = -1 q[(Ye + 60) >> 2] = 0 q[(Ye + 16) >> 2] = 0 q[(Ye + 20) >> 2] = 0 q[(Ye + 48) >> 2] = 0 q[(Ye + 52) >> 2] = 0 return Ye } function od(Ye, xf, zf, Gf, Hf, If, Jf) { q[Ye >> 2] = 0 q[(Ye + 56) >> 2] = xf q[(Ye + 48) >> 2] = 0 q[(Ye + 52) >> 2] = 0 q[(Ye + 40) >> 2] = If q[(Ye + 44) >> 2] = Jf o[(Ye + 32) | 0] = Hf q[(Ye + 28) >> 2] = Gf o[(Ye + 24) | 0] = zf } function pd(Ye, xf) { var zf = 0, Gf = 0, Hf = 0 Gf = q[Ye >> 2] a: { if (!Gf) { break a } zf = q[xf >> 2] if (!zf) { break a } Hf = Gf Gf = q[zf >> 2] Vj(Hf, Gf, (q[(zf + 4) >> 2] - Gf) | 0, 0) o[(Ye + 24) | 0] = r[(xf + 24) | 0] q[(Ye + 28) >> 2] = q[(xf + 28) >> 2] o[(Ye + 32) | 0] = r[(xf + 32) | 0] zf = q[(xf + 44) >> 2] q[(Ye + 40) >> 2] = q[(xf + 40) >> 2] q[(Ye + 44) >> 2] = zf zf = q[(xf + 52) >> 2] q[(Ye + 48) >> 2] = q[(xf + 48) >> 2] q[(Ye + 52) >> 2] = zf q[(Ye + 56) >> 2] = q[(xf + 56) >> 2] zf = q[(xf + 12) >> 2] q[(Ye + 8) >> 2] = q[(xf + 8) >> 2] q[(Ye + 12) >> 2] = zf zf = q[(xf + 20) >> 2] q[(Ye + 16) >> 2] = q[(xf + 16) >> 2] q[(Ye + 20) >> 2] = zf q[(Ye + 60) >> 2] = q[(xf + 60) >> 2] Hf = 1 } return Hf } function qd(Ye, xf, If, Jf) { var Kf = 0 q[Ye >> 2] = xf Kf = q[(xf + 20) >> 2] q[(Ye + 8) >> 2] = q[(xf + 16) >> 2] q[(Ye + 12) >> 2] = Kf Kf = q[(xf + 24) >> 2] xf = q[(xf + 28) >> 2] q[(Ye + 48) >> 2] = 0 q[(Ye + 52) >> 2] = 0 q[(Ye + 40) >> 2] = If q[(Ye + 44) >> 2] = Jf q[(Ye + 16) >> 2] = Kf q[(Ye + 20) >> 2] = xf } function rd(Ye) { nd(Ye) q[(Ye + 64) >> 2] = 0 q[(Ye + 68) >> 2] = 0 q[(Ye + 88) >> 2] = 0 q[(Ye + 72) >> 2] = 0 q[(Ye + 76) >> 2] = 0 o[(Ye + 77) | 0] = 0 o[(Ye + 78) | 0] = 0 o[(Ye + 79) | 0] = 0 o[(Ye + 80) | 0] = 0 o[(Ye + 81) | 0] = 0 o[(Ye + 82) | 0] = 0 o[(Ye + 83) | 0] = 0 o[(Ye + 84) | 0] = 0 return Ye } function sd(Ye, xf) { var If = 0 If = q[(xf + 4) >> 2] q[Ye >> 2] = q[xf >> 2] q[(Ye + 4) >> 2] = If If = q[(xf + 60) >> 2] q[(Ye + 56) >> 2] = q[(xf + 56) >> 2] q[(Ye + 60) >> 2] = If If = q[(xf + 52) >> 2] q[(Ye + 48) >> 2] = q[(xf + 48) >> 2] q[(Ye + 52) >> 2] = If If = q[(xf + 44) >> 2] q[(Ye + 40) >> 2] = q[(xf + 40) >> 2] q[(Ye + 44) >> 2] = If If = q[(xf + 36) >> 2] q[(Ye + 32) >> 2] = q[(xf + 32) >> 2] q[(Ye + 36) >> 2] = If If = q[(xf + 28) >> 2] q[(Ye + 24) >> 2] = q[(xf + 24) >> 2] q[(Ye + 28) >> 2] = If If = q[(xf + 20) >> 2] q[(Ye + 16) >> 2] = q[(xf + 16) >> 2] q[(Ye + 20) >> 2] = If If = q[(xf + 12) >> 2] q[(Ye + 8) >> 2] = q[(xf + 8) >> 2] q[(Ye + 12) >> 2] = If q[(Ye + 88) >> 2] = 0 q[(Ye + 64) >> 2] = 0 q[(Ye + 68) >> 2] = 0 q[(Ye + 72) >> 2] = 0 q[(Ye + 76) >> 2] = 0 o[(Ye + 77) | 0] = 0 o[(Ye + 78) | 0] = 0 o[(Ye + 79) | 0] = 0 o[(Ye + 80) | 0] = 0 o[(Ye + 81) | 0] = 0 o[(Ye + 82) | 0] = 0 o[(Ye + 83) | 0] = 0 o[(Ye + 84) | 0] = 0 } function td(Ye, xf) { var Jf = 0, Lf = 0 a: { if (q[(Ye + 64) >> 2]) { break a } Lf = Mm(32) Uj(Lf) Jf = q[(Ye + 64) >> 2] q[(Ye + 64) >> 2] = Lf if (!Jf) { break a } Lf = q[Jf >> 2] if (Lf) { q[(Jf + 4) >> 2] = Lf An(Lf) } An(Jf) } Jf = bk(q[(Ye + 28) >> 2]) Jf = w(Jf, o[(Ye + 24) | 0]) Lf = Jf Jf = Jf >> 31 if (Vj(q[(Ye + 64) >> 2], 0, $n(Lf, Jf, xf, 0), V)) { qd(Ye, q[(Ye + 64) >> 2], Lf, Jf) q[(Ye + 80) >> 2] = xf Ye = 1 } else { Ye = 0 } return Ye } function ud(Ye, xf) { var Mf = 0, Nf = 0, Of = 0, Pf = 0, Qf = 0, Rf = 0, Sf = 0 if (!q[(Ye - -64) >> 2]) { Mf = Mm(32) Uj(Mf) Of = q[(Ye + 64) >> 2] q[(Ye + 64) >> 2] = Mf Nf = Ye if (Of) { Mf = q[Of >> 2] if (Mf) { q[(Of + 4) >> 2] = Mf An(Mf) } An(Of) Mf = q[(Ye + 64) >> 2] } qd(Nf, Mf, 0, 0) } a: { b: { if (!pd(Ye, xf)) { break b } o[(Ye + 84) | 0] = r[(xf + 84) | 0] q[(Ye + 80) >> 2] = q[(xf + 80) >> 2] if ((Ye | 0) != (xf | 0)) { vd((Ye + 68) | 0, q[(xf + 68) >> 2], q[(xf + 72) >> 2]) } Mf = q[(xf + 88) >> 2] if (Mf) { xf = Mm(40) Nf = q[Mf >> 2] q[(xf + 16) >> 2] = 0 q[(xf + 8) >> 2] = 0 q[(xf + 12) >> 2] = 0 q[xf >> 2] = Nf Nf = (q[(Mf + 12) >> 2] - q[(Mf + 8) >> 2]) | 0 c: { if (!Nf) { break c } if ((Nf | 0) <= -1) { break a } Of = Mm(Nf) q[(xf + 8) >> 2] = Of Pf = (xf + 12) | 0 q[Pf >> 2] = Of q[(xf + 16) >> 2] = Nf + Of Qf = q[(Mf + 8) >> 2] Nf = (q[(Mf + 12) >> 2] - Qf) | 0 if ((Nf | 0) < 1) { break c } ;(Rf = Pf), (Sf = (Cn(Of, Qf, Nf) + Nf) | 0), (q[Rf >> 2] = Sf) } Nf = q[(Mf + 36) >> 2] q[(xf + 32) >> 2] = q[(Mf + 32) >> 2] q[(xf + 36) >> 2] = Nf Nf = q[(Mf + 28) >> 2] q[(xf + 24) >> 2] = q[(Mf + 24) >> 2] q[(xf + 28) >> 2] = Nf Mf = q[(Ye + 88) >> 2] q[(Ye + 88) >> 2] = xf if (!Mf) { break b } Ye = q[(Mf + 8) >> 2] if (Ye) { q[(Mf + 12) >> 2] = Ye An(Ye) } An(Mf) return } xf = (Ye + 88) | 0 Ye = q[xf >> 2] q[xf >> 2] = 0 if (!Ye) { break b } xf = q[(Ye + 8) >> 2] if (xf) { q[(Ye + 12) >> 2] = xf An(xf) } An(Ye) } return } bn() F() } function vd(Ye, xf, Tf) { var Uf = 0, Vf = 0, Wf = 0, Xf = 0, Yf = 0, Zf = 0, _f = 0 a: { Uf = (Tf - xf) | 0 Wf = Uf >> 2 Xf = q[(Ye + 8) >> 2] Vf = q[Ye >> 2] b: { if (Wf >>> 0 <= ((Xf - Vf) >> 2) >>> 0) { Yf = q[(Ye + 4) >> 2] Uf = (Yf - Vf) | 0 Xf = Uf >> 2 Uf = Wf >>> 0 > Xf >>> 0 ? (xf + Uf) | 0 : Tf if ((Uf | 0) != (xf | 0)) { while (1) { q[Vf >> 2] = q[xf >> 2] Vf = (Vf + 4) | 0 xf = (xf + 4) | 0 if ((Uf | 0) != (xf | 0)) { continue } break } } if (Wf >>> 0 > Xf >>> 0) { xf = (Tf - Uf) | 0 if ((xf | 0) < 1) { break b } Cn(Yf, Uf, xf) Ye = (Ye + 4) | 0 q[Ye >> 2] = xf + q[Ye >> 2] return } q[(Ye + 4) >> 2] = Vf return } if (Vf) { q[(Ye + 4) >> 2] = Vf An(Vf) q[(Ye + 8) >> 2] = 0 q[Ye >> 2] = 0 q[(Ye + 4) >> 2] = 0 Xf = 0 } if (Wf >>> 0 >= 1073741824) { break a } Tf = Xf >> 1 Tf = (Xf >> 2) >>> 0 < 536870911 ? (Tf >>> 0 < Wf >>> 0 ? Wf : Tf) : 1073741823 if (Tf >>> 0 >= 1073741824) { break a } Vf = Tf << 2 Tf = Mm(Vf) q[Ye >> 2] = Tf Wf = (Ye + 4) | 0 q[Wf >> 2] = Tf q[(Ye + 8) >> 2] = Tf + Vf if ((Uf | 0) < 1) { break b } ;(Zf = Wf), (_f = (Cn(Tf, xf, Uf) + Uf) | 0), (q[Zf >> 2] = _f) } return } bn() F() } function wd(Ye) { q[Ye >> 2] = 1384 q[(Ye + 4) >> 2] = 0 q[(Ye + 8) >> 2] = 0 q[(Ye + 12) >> 2] = 0 q[(Ye + 16) >> 2] = 0 q[(Ye + 20) >> 2] = 0 q[(Ye + 24) >> 2] = 0 q[(Ye + 28) >> 2] = 0 q[(Ye + 32) >> 2] = 0 } function xd(Ye, xf, Tf) { Ye = Ye | 0 xf = xf | 0 Tf = Tf | 0 q[(Ye + 32) >> 2] = Tf q[(Ye + 28) >> 2] = xf return 1 } function yd(Ye, xf) { Ye = Ye | 0 xf = xf | 0 var Tf = 0, $f = 0, ag = 0, bg = 0, cg = 0, dg = 0, eg = 0, fg = 0, gg = 0, hg = 0, ig = 0, jg = 0, kg = 0, lg = 0, mg = 0, ng = 0, og = 0 cg = (T - 96) | 0 T = cg a: { b: { if (r[(q[(Ye + 28) >> 2] + 36) | 0] <= 1) { eg = q[(xf + 12) >> 2] Tf = q[(xf + 20) >> 2] bg = q[(xf + 16) >> 2] $f = (bg + 4) | 0 if ($f >>> 0 < 4) { Tf = (Tf + 1) | 0 } dg = $f $f = Tf if ((eg | 0) < (Tf | 0) ? 1 : (eg | 0) <= (Tf | 0) ? (t[(xf + 8) >> 2] >= dg >>> 0 ? 0 : 1) : 0) { break a } Tf = (bg + q[xf >> 2]) | 0 eg = r[Tf | 0] | (r[(Tf + 1) | 0] << 8) | ((r[(Tf + 2) | 0] << 16) | (r[(Tf + 3) | 0] << 24)) q[(cg + 92) >> 2] = eg q[(xf + 16) >> 2] = dg q[(xf + 20) >> 2] = $f break b } if (!zd(1, (cg + 92) | 0, xf)) { break a } eg = q[(cg + 92) >> 2] } if (!eg) { break a } $f = q[(Ye + 4) >> 2] Tf = (q[(Ye + 8) >> 2] - $f) >> 2 c: { if (eg >>> 0 > Tf >>> 0) { Fa((Ye + 4) | 0, (eg - Tf) | 0) break c } if (eg >>> 0 >= Tf >>> 0) { break c } q[(Ye + 8) >> 2] = $f + (eg << 2) } lg = (Ye + 16) | 0 mg = q[(Ye + 32) >> 2] ng = (Ye + 20) | 0 while (1) { gg = q[(xf + 8) >> 2] dg = q[(xf + 16) >> 2] bg = q[(xf + 12) >> 2] $f = bg Tf = q[(xf + 20) >> 2] if (($f | 0) < (Tf | 0) ? 1 : ($f | 0) <= (Tf | 0) ? (gg >>> 0 > dg >>> 0 ? 0 : 1) : 0) { ag = 0 break a } ig = q[xf >> 2] og = r[(ig + dg) | 0] $f = Tf fg = (dg + 1) | 0 if (fg >>> 0 < 1) { $f = ($f + 1) | 0 } ag = xf q[(xf + 16) >> 2] = fg q[(xf + 20) >> 2] = $f if ((bg | 0) < ($f | 0) ? 1 : (bg | 0) <= ($f | 0) ? (gg >>> 0 > fg >>> 0 ? 0 : 1) : 0) { ag = 0 break a } fg = r[(fg + ig) | 0] $f = Tf hg = (dg + 2) | 0 if (hg >>> 0 < 2) { $f = ($f + 1) | 0 } q[(xf + 16) >> 2] = hg q[(ag + 20) >> 2] = $f if ((bg | 0) < ($f | 0) ? 1 : (bg | 0) <= ($f | 0) ? (gg >>> 0 > hg >>> 0 ? 0 : 1) : 0) { ag = 0 break a } hg = r[(hg + ig) | 0] $f = Tf jg = (dg + 3) | 0 if (jg >>> 0 < 3) { $f = ($f + 1) | 0 } q[(xf + 16) >> 2] = jg q[(ag + 20) >> 2] = $f if ((bg | 0) < ($f | 0) ? 1 : (bg | 0) <= ($f | 0) ? (gg >>> 0 > jg >>> 0 ? 0 : 1) : 0) { ag = 0 break a } bg = r[(jg + ig) | 0] $f = Tf Tf = (dg + 4) | 0 if (Tf >>> 0 < 4) { $f = ($f + 1) | 0 } q[(xf + 16) >> 2] = Tf q[(ag + 20) >> 2] = $f if (og >>> 0 > 4) { ag = 0 break a } if (((fg + -1) & 255) >>> 0 > 10) { ag = 0 break a } dg = nd((cg + 24) | 0) Tf = w(bk(fg), hg) od(dg, og, (hg << 24) >> 24, fg, (bg | 0) != 0, Tf, Tf >> 31) d: { Tf = s[(q[(Ye + 28) >> 2] + 36) >> 1] e: { if ((((Tf << 24) | ((Tf << 8) & 16711680)) >>> 16) >>> 0 <= 258) { ag = q[(xf + 12) >> 2] $f = q[(xf + 20) >> 2] bg = q[(xf + 16) >> 2] Tf = (bg + 2) | 0 if (Tf >>> 0 < 2) { $f = ($f + 1) | 0 } gg = Tf Tf = $f if ((ag | 0) < (Tf | 0) ? 1 : (ag | 0) <= (Tf | 0) ? (t[(xf + 8) >> 2] >= gg >>> 0 ? 0 : 1) : 0) { break d } $f = (bg + q[xf >> 2]) | 0 $f = r[$f | 0] | (r[($f + 1) | 0] << 8) q[(xf + 16) >> 2] = gg q[(xf + 20) >> 2] = Tf q[(cg + 20) >> 2] = $f break e } zd(1, (cg + 20) | 0, xf) $f = q[(cg + 20) >> 2] } q[(cg + 84) >> 2] = $f Tf = Mm(96) sd(Tf, dg) q[(cg + 16) >> 2] = Tf Tf = fl(mg, (cg + 16) | 0) ag = q[(cg + 16) >> 2] q[(cg + 16) >> 2] = 0 if (ag) { Hb(ag) } bg = Tf << 2 q[(q[(bg + q[(mg + 8) >> 2]) >> 2] + 60) >> 2] = $f q[(q[(Ye + 4) >> 2] + (kg << 2)) >> 2] = Tf $f = q[(Ye + 16) >> 2] ag = (q[ng >> 2] - $f) >> 2 f: { if ((Tf | 0) < (ag | 0)) { break f } q[(cg + 12) >> 2] = -1 Tf = (Tf + 1) | 0 if (Tf >>> 0 > ag >>> 0) { Ad(lg, (Tf - ag) | 0, (cg + 12) | 0) $f = q[lg >> 2] break f } if (Tf >>> 0 >= ag >>> 0) { break f } q[ng >> 2] = (Tf << 2) + $f } q[($f + bg) >> 2] = kg ag = 1 kg = (kg + 1) | 0 if ((kg | 0) != (eg | 0)) { continue } break a } break } ag = 0 } T = (cg + 96) | 0 return ag | 0 } function zd(Ye, xf, pg) { var qg = 0, rg = 0, sg = 0, tg = 0 a: { if (Ye >>> 0 > 5) { break a } sg = q[(pg + 16) >> 2] qg = q[(pg + 12) >> 2] rg = q[(pg + 20) >> 2] if ((qg | 0) < (rg | 0) ? 1 : (qg | 0) <= (rg | 0) ? (t[(pg + 8) >> 2] > sg >>> 0 ? 0 : 1) : 0) { break a } qg = r[(sg + q[pg >> 2]) | 0] sg = (sg + 1) | 0 if (sg >>> 0 < 1) { rg = (rg + 1) | 0 } q[(pg + 16) >> 2] = sg q[(pg + 20) >> 2] = rg rg = xf if (qg & 128) { if (!zd((Ye + 1) | 0, xf, pg)) { break a } Ye = q[xf >> 2] << 7 q[xf >> 2] = Ye qg = Ye | (qg & 127) } q[rg >> 2] = qg tg = 1 } return tg } function Ad(Ye, xf, pg) { var ug = 0, vg = 0, wg = 0, xg = 0, yg = 0, zg = 0 wg = q[(Ye + 8) >> 2] ug = q[(Ye + 4) >> 2] if (((wg - ug) >> 2) >>> 0 >= xf >>> 0) { while (1) { q[ug >> 2] = q[pg >> 2] ug = (ug + 4) | 0 xf = (xf + -1) | 0 if (xf) { continue } break } q[(Ye + 4) >> 2] = ug return } a: { xg = q[Ye >> 2] yg = (ug - xg) | 0 zg = yg >> 2 ug = (zg + xf) | 0 if (ug >>> 0 < 1073741824) { wg = (wg - xg) | 0 vg = wg >> 1 ug = (wg >> 2) >>> 0 < 536870911 ? (vg >>> 0 < ug >>> 0 ? ug : vg) : 1073741823 vg = 0 b: { if (!ug) { break b } if (ug >>> 0 >= 1073741824) { break a } vg = Mm(ug << 2) } wg = (vg + (ug << 2)) | 0 ug = (vg + (zg << 2)) | 0 while (1) { q[ug >> 2] = q[pg >> 2] ug = (ug + 4) | 0 xf = (xf + -1) | 0 if (xf) { continue } break } if ((yg | 0) >= 1) { Cn(vg, xg, yg) } q[Ye >> 2] = vg q[(Ye + 8) >> 2] = wg q[(Ye + 4) >> 2] = ug if (xg) { An(xg) } return } bn() F() } ab(1520) F() } function Bd(Ye) { Ye = Ye | 0 var xf = 0 q[Ye >> 2] = 1384 xf = q[(Ye + 16) >> 2] if (xf) { q[(Ye + 20) >> 2] = xf An(xf) } xf = q[(Ye + 4) >> 2] if (xf) { q[(Ye + 8) >> 2] = xf An(xf) } return Ye | 0 } function Cd(q) { q = q | 0 F() } function Dd(Ye, pg) { Ye = Ye | 0 pg = pg | 0 var Ag = 0 a: { if (!n[q[(q[Ye >> 2] + 36) >> 2]](Ye, pg)) { break a } if (!n[q[(q[Ye >> 2] + 40) >> 2]](Ye, pg)) { break a } Ag = n[q[(q[Ye >> 2] + 44) >> 2]](Ye) | 0 } return Ag | 0 } function Ed(Ye, pg) { Ye = Ye | 0 pg = pg | 0 return q[(q[(Ye + 4) >> 2] + (pg << 2)) >> 2] } function Fd(Ye) { Ye = Ye | 0 return (q[(Ye + 8) >> 2] - q[(Ye + 4) >> 2]) >> 2 } function Gd(q, Ye) { q = q | 0 Ye = Ye | 0 return 0 } function Hd(q, Ye) { q = q | 0 Ye = Ye | 0 return 1 } function Id(Ye) { wd(Ye) q[(Ye + 36) >> 2] = 0 q[(Ye + 40) >> 2] = 0 q[Ye >> 2] = 1596 q[(Ye + 44) >> 2] = 0 q[(Ye + 48) >> 2] = 0 q[(Ye + 52) >> 2] = 0 q[(Ye + 56) >> 2] = 0 q[(Ye + 60) >> 2] = 0 q[(Ye + 64) >> 2] = 0 q[(Ye + 68) >> 2] = 0 } function Jd(Ye, pg) { Ye = Ye | 0 pg = pg | 0 var Bg = 0, Cg = 0, Dg = 0, Eg = 0, Fg = 0, Gg = 0, Hg = 0, Ig = 0, Jg = 0, Kg = 0, Lg = 0, Mg = 0, Ng = 0, Og = 0, Pg = 0, Qg = 0 Cg = (T - 704) | 0 T = Cg Dg = 1 a: { b: { if (s[(pg + 38) >> 1] < 515) { break b } Dg = 0 Eg = q[(pg + 16) >> 2] Hg = q[(pg + 12) >> 2] Bg = q[(pg + 20) >> 2] if ((Hg | 0) < (Bg | 0) ? 1 : (Hg | 0) <= (Bg | 0) ? (t[(pg + 8) >> 2] > Eg >>> 0 ? 0 : 1) : 0) { break b } Jg = r[(Eg + q[pg >> 2]) | 0] Eg = (Eg + 1) | 0 if (Eg >>> 0 < 1) { Bg = (Bg + 1) | 0 } q[(pg + 16) >> 2] = Eg q[(pg + 20) >> 2] = Bg Kg = q[(q[((n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0) + 4) >> 2] + 80) >> 2] Bg = n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0 q[(Cg + 696) >> 2] = 0 q[(Cg + 688) >> 2] = 0 q[(Cg + 692) >> 2] = 0 if (Bg) { if (Bg >>> 0 >= 214748365) { break a } Eg = w(Bg, 20) Dg = Mm(Eg) q[(Cg + 688) >> 2] = Dg q[(Cg + 692) >> 2] = Dg q[(Cg + 696) >> 2] = Dg + Eg Dn(Dg, 0, Eg) while (1) { Dg = (Dg + 20) | 0 Bg = (Bg + -1) | 0 if (Bg) { continue } break } q[(Cg + 692) >> 2] = Dg } Ng = (Ye + 48) | 0 Og = (Ye + 60) | 0 Pg = (Ye + 56) | 0 Lg = (Ye + 52) | 0 Qg = (Ye + 68) | 0 Hg = (Ye - -64) | 0 c: { while (1) { if ((Ig | 0) < (n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0)) { Bg = n[q[(q[Ye >> 2] + 20) >> 2]](Ye, Ig) | 0 Eg = q[(q[(q[((n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0) + 4) >> 2] + 8) >> 2] + (Bg << 2)) >> 2] td(Eg, Kg) o[(Eg + 84) | 0] = 1 q[(Eg + 72) >> 2] = q[(Eg + 68) >> 2] Dg = 0 Bg = q[(Eg + 28) >> 2] if (Bg >>> 0 > 9) { break c } d: { e: { f: { Fg = 1 << Bg if (!(Fg & 42)) { if (Fg & 84) { break d } if ((Bg | 0) != 9) { break c } Bg = o[(Eg + 24) | 0] Dg = nd(Cg) Fg = q[(Eg + 56) >> 2] Eg = Bg Bg = w(bk(6), Bg) od(Dg, Fg, Eg, 6, 0, Bg, Bg >> 31) Bg = Mm(96) sd(Bg, Dg) q[(Cg + 656) >> 2] = Bg o[(Bg + 84) | 0] = 1 q[(Bg + 72) >> 2] = q[(Bg + 68) >> 2] td(Bg, Kg) Bg = q[Hg >> 2] if (Bg >>> 0 >= t[Qg >> 2]) { break f } Dg = q[(Cg + 656) >> 2] q[(Cg + 656) >> 2] = 0 q[Bg >> 2] = Dg Bg = (Bg + 4) | 0 q[Hg >> 2] = Bg break e } Bg = 0 Fg = (Eg + 24) | 0 if (o[Fg | 0] <= 0) { break d } while (1) { q[Cg >> 2] = 0 Dg = q[Lg >> 2] g: { if (Dg >>> 0 < t[Pg >> 2]) { q[Dg >> 2] = 0 q[Lg >> 2] = Dg + 4 break g } ya(Ng, Cg) } Bg = (Bg + 1) | 0 if ((Bg | 0) < o[Fg | 0]) { continue } break } break d } Kd(Og, (Cg + 656) | 0) Bg = q[Hg >> 2] } Eg = q[(Bg + -4) >> 2] Bg = q[(Cg + 656) >> 2] q[(Cg + 656) >> 2] = 0 if (!Bg) { break d } Hb(Bg) } Fg = q[(Eg + 28) >> 2] Dg = bk(Fg) Bg = (q[(Cg + 688) >> 2] + w(Ig, 20)) | 0 Mg = o[(Eg + 24) | 0] q[(Bg + 16) >> 2] = Mg q[(Bg + 12) >> 2] = (Dg | 0) > 0 ? Dg : 0 q[(Bg + 8) >> 2] = Fg q[(Bg + 4) >> 2] = Gg q[Bg >> 2] = Eg Ig = (Ig + 1) | 0 Gg = (Gg + Mg) | 0 continue } break } Dg = 0 Ye = Ld((Cg + 656) | 0, (Cg + 688) | 0) h: { if (Jg >>> 0 > 6) { break h } i: { j: { switch ((Jg - 1) | 0) { default: Bg = Od(Cg, Gg) pg = Md(Bg, pg, Ye) Nd(Bg) if (pg) { break i } break h case 0: Bg = Od(Cg, Gg) pg = Pd(Bg, pg, Ye) Nd(Bg) if (pg) { break i } break h case 1: Bg = Sd(Cg, Gg) pg = Qd(Bg, pg, Ye) Rd(Bg) if (pg) { break i } break h case 2: Bg = Sd(Cg, Gg) pg = Td(Bg, pg, Ye) Rd(Bg) if (pg) { break i } break h case 3: Bg = Wd(Cg, Gg) pg = Ud(Bg, pg, Ye) Vd(Bg) if (pg) { break i } break h case 4: Bg = Wd(Cg, Gg) pg = Xd(Bg, pg, Ye) Vd(Bg) if (pg) { break i } break h case 5: break j } } Bg = Wd(Cg, Gg) pg = Yd(Bg, pg, Ye) Vd(Bg) if (!pg) { break h } } Dg = 1 } pg = q[(Ye + 16) >> 2] if (pg) { q[(Ye + 20) >> 2] = pg An(pg) } pg = q[Ye >> 2] if (!pg) { break c } q[(Ye + 4) >> 2] = pg An(pg) } Ye = q[(Cg + 688) >> 2] if (!Ye) { break b } q[(Cg + 692) >> 2] = Ye An(Ye) } T = (Cg + 704) | 0 return Dg | 0 } bn() F() } function Kd(Ye, pg) { var Rg = 0, Sg = 0, Tg = 0, Ug = 0, Vg = 0 a: { b: { c: { Tg = q[Ye >> 2] Ug = (q[(Ye + 4) >> 2] - Tg) >> 2 Rg = (Ug + 1) | 0 if (Rg >>> 0 < 1073741824) { Tg = (q[(Ye + 8) >> 2] - Tg) | 0 Vg = Tg >> 1 Rg = (Tg >> 2) >>> 0 < 536870911 ? (Vg >>> 0 < Rg >>> 0 ? Rg : Vg) : 1073741823 if (Rg) { if (Rg >>> 0 >= 1073741824) { break c } Sg = Mm(Rg << 2) } Tg = q[pg >> 2] q[pg >> 2] = 0 pg = ((Ug << 2) + Sg) | 0 q[pg >> 2] = Tg Tg = ((Rg << 2) + Sg) | 0 Ug = (pg + 4) | 0 Rg = q[(Ye + 4) >> 2] Sg = q[Ye >> 2] if ((Rg | 0) == (Sg | 0)) { break b } while (1) { Rg = (Rg + -4) | 0 Vg = q[Rg >> 2] q[Rg >> 2] = 0 pg = (pg + -4) | 0 q[pg >> 2] = Vg if ((Rg | 0) != (Sg | 0)) { continue } break } Sg = q[(Ye + 4) >> 2] Rg = q[Ye >> 2] break a } bn() F() } ab(1780) F() } Rg = Sg } q[Ye >> 2] = pg q[(Ye + 8) >> 2] = Tg q[(Ye + 4) >> 2] = Ug if ((Rg | 0) != (Sg | 0)) { while (1) { Sg = (Sg + -4) | 0 Ye = q[Sg >> 2] q[Sg >> 2] = 0 if (Ye) { Hb(Ye) } if ((Rg | 0) != (Sg | 0)) { continue } break } } if (Rg) { An(Rg) } } function Ld(Ye, pg) { var Wg = 0, Xg = 0, Yg = 0, Zg = 0, _g = 0 q[(Ye + 16) >> 2] = 0 q[(Ye + 20) >> 2] = 0 q[Ye >> 2] = 0 q[(Ye + 4) >> 2] = 0 q[(Ye + 24) >> 2] = 0 q[(Ye + 8) >> 2] = 0 Wg = (q[(pg + 4) >> 2] - q[pg >> 2]) | 0 Yg = ((Wg | 0) / 20) | 0 a: { b: { if (Wg) { if (Yg >>> 0 >= 214748365) { break a } Wg = Mm(Wg) q[(Ye + 16) >> 2] = Wg Xg = (Ye + 20) | 0 q[Xg >> 2] = Wg q[(Ye + 24) >> 2] = Wg + w(Yg, 20) Yg = q[pg >> 2] pg = (q[(pg + 4) >> 2] - Yg) | 0 if ((pg | 0) > 0) { break b } } q[(Ye + 28) >> 2] = 0 q[(Ye + 12) >> 2] = 0 return Ye } Yg = Cn(Wg, Yg, pg) q[(Ye + 28) >> 2] = 0 _g = Xg Xg = w(((pg >>> 0) / 20) | 0, 20) Wg = (Xg + Yg) | 0 q[_g >> 2] = Wg pg = 0 _g = Ye if (Xg) { Wg = (((Wg - Yg) | 0) / 20) | 0 Xg = 0 while (1) { Zg = (w(Xg, 20) + Yg) | 0 Zg = w(q[(Zg + 16) >> 2], q[(Zg + 12) >> 2]) pg = pg >>> 0 < Zg >>> 0 ? Zg : pg Xg = (Xg + 1) | 0 if (Xg >>> 0 < Wg >>> 0) { continue } break } if (!pg) { q[(Ye + 12) >> 2] = 0 return Ye } Ha(Ye, pg) pg = q[Ye >> 2] } else { pg = 0 } q[(_g + 12) >> 2] = pg return Ye } bn() F() } function Md(Ye, pg, ah) { var bh = 0, ch = 0, dh = 0, eh = 0, fh = 0, gh = 0 ch = q[(pg + 12) >> 2] a: { dh = q[(pg + 20) >> 2] eh = q[(pg + 16) >> 2] bh = (eh + 4) | 0 if (bh >>> 0 < 4) { dh = (dh + 1) | 0 } if ((ch | 0) < (dh | 0) ? 1 : (ch | 0) <= (dh | 0) ? (t[(pg + 8) >> 2] >= bh >>> 0 ? 0 : 1) : 0) { break a } bh = (eh + q[pg >> 2]) | 0 bh = r[bh | 0] | (r[(bh + 1) | 0] << 8) | ((r[(bh + 2) | 0] << 16) | (r[(bh + 3) | 0] << 24)) q[Ye >> 2] = bh ch = q[(pg + 20) >> 2] eh = ch fh = q[(pg + 16) >> 2] dh = (fh + 4) | 0 if (dh >>> 0 < 4) { ch = (ch + 1) | 0 } q[(pg + 16) >> 2] = dh q[(pg + 20) >> 2] = ch if (bh >>> 0 > 32) { break a } ch = q[(pg + 12) >> 2] bh = (fh + 8) | 0 if (bh >>> 0 < 8) { eh = (eh + 1) | 0 } if ((ch | 0) < (eh | 0) ? 1 : (ch | 0) <= (eh | 0) ? (t[(pg + 8) >> 2] >= bh >>> 0 ? 0 : 1) : 0) { break a } bh = (dh + q[pg >> 2]) | 0 ch = r[bh | 0] | (r[(bh + 1) | 0] << 8) | ((r[(bh + 2) | 0] << 16) | (r[(bh + 3) | 0] << 24)) q[(Ye + 4) >> 2] = ch dh = q[(pg + 20) >> 2] eh = (q[(pg + 16) >> 2] + 4) | 0 if (eh >>> 0 < 4) { dh = (dh + 1) | 0 } q[(pg + 16) >> 2] = eh q[(pg + 20) >> 2] = dh if (!ch) { gh = 1 break a } q[(Ye + 8) >> 2] = 0 if (!$g((Ye + 16) | 0, pg)) { break a } if (!$g((Ye + 36) | 0, pg)) { break a } if (!$g((Ye + 56) | 0, pg)) { break a } if (!$g((Ye + 76) | 0, pg)) { break a } return Zd(Ye, q[(Ye + 4) >> 2], ah) } return gh } function Nd(Ye) { var pg = 0, $g = 0, ah = 0, hh = 0, ih = 0 ah = q[(Ye + 132) >> 2] if (ah) { ih = (Ye + 136) | 0 pg = q[ih >> 2] $g = ah a: { if ((ah | 0) == (pg | 0)) { break a } while (1) { $g = (pg + -12) | 0 hh = q[$g >> 2] if (hh) { q[(pg + -8) >> 2] = hh An(hh) } pg = $g if ((pg | 0) != (ah | 0)) { continue } break } $g = q[(Ye + 132) >> 2] } q[ih >> 2] = ah An($g) } ah = q[(Ye + 120) >> 2] if (ah) { ih = (Ye + 124) | 0 pg = q[ih >> 2] $g = ah b: { if ((ah | 0) == (pg | 0)) { break b } while (1) { $g = (pg + -12) | 0 hh = q[$g >> 2] if (hh) { q[(pg + -8) >> 2] = hh An(hh) } pg = $g if ((pg | 0) != (ah | 0)) { continue } break } $g = q[(Ye + 120) >> 2] } q[ih >> 2] = ah An($g) } pg = q[(Ye + 108) >> 2] if (pg) { q[(Ye + 112) >> 2] = pg An(pg) } pg = q[(Ye + 96) >> 2] if (pg) { q[(Ye + 100) >> 2] = pg An(pg) } _g((Ye + 76) | 0) _g((Ye + 56) | 0) _g((Ye + 36) | 0) _g((Ye + 16) | 0) } function Od(Ye, jh) { var kh = 0, lh = 0, mh = 0, nh = 0 mh = (T - 16) | 0 T = mh q[(Ye + 12) >> 2] = jh q[(Ye + 8) >> 2] = 0 q[Ye >> 2] = 0 q[(Ye + 4) >> 2] = 0 Zg((Ye + 16) | 0) Zg((Ye + 36) | 0) Zg((Ye + 56) | 0) Zg((Ye + 76) | 0) q[(Ye + 104) >> 2] = 0 q[(Ye + 96) >> 2] = 0 q[(Ye + 100) >> 2] = 0 a: { b: { c: { if (jh) { if (jh >>> 0 >= 1073741824) { break c } kh = jh << 2 lh = Mm(kh) q[(Ye + 96) >> 2] = lh q[(Ye + 100) >> 2] = lh q[(Ye + 104) >> 2] = lh + kh Dn(lh, 0, kh) kh = jh while (1) { lh = (lh + 4) | 0 kh = (kh + -1) | 0 if (kh) { continue } break } q[(Ye + 100) >> 2] = lh } q[(Ye + 108) >> 2] = 0 q[(Ye + 112) >> 2] = 0 q[(Ye + 116) >> 2] = 0 if (jh) { if (jh >>> 0 >= 1073741824) { break b } kh = jh << 2 lh = Mm(kh) q[(Ye + 108) >> 2] = lh q[(Ye + 112) >> 2] = lh q[(Ye + 116) >> 2] = lh + kh Dn(lh, 0, kh) kh = jh while (1) { lh = (lh + 4) | 0 kh = (kh + -1) | 0 if (kh) { continue } break } q[(Ye + 112) >> 2] = lh } q[(mh + 8) >> 2] = 0 q[mh >> 2] = 0 q[(mh + 4) >> 2] = 0 if (jh) { if (jh >>> 0 >= 1073741824) { break a } kh = jh << 2 lh = Mm(kh) q[mh >> 2] = lh q[(mh + 4) >> 2] = lh q[(mh + 8) >> 2] = lh + kh Dn(lh, 0, kh) kh = jh while (1) { lh = (lh + 4) | 0 kh = (kh + -1) | 0 if (kh) { continue } break } q[(mh + 4) >> 2] = lh } nh = (jh << 5) | 1 _d((Ye + 120) | 0, nh, mh) kh = q[mh >> 2] if (kh) { q[(mh + 4) >> 2] = kh An(kh) } q[(mh + 8) >> 2] = 0 q[mh >> 2] = 0 q[(mh + 4) >> 2] = 0 if (jh) { if (jh >>> 0 >= 1073741824) { break a } kh = jh << 2 lh = Mm(kh) q[mh >> 2] = lh q[(mh + 4) >> 2] = lh q[(mh + 8) >> 2] = lh + kh Dn(lh, 0, kh) while (1) { lh = (lh + 4) | 0 jh = (jh + -1) | 0 if (jh) { continue } break } q[(mh + 4) >> 2] = lh } _d((Ye + 132) | 0, nh, mh) jh = q[mh >> 2] if (jh) { q[(mh + 4) >> 2] = jh An(jh) } T = (mh + 16) | 0 return Ye } bn() F() } bn() F() } bn() F() } function Pd(Ye, jh, oh) { var ph = 0, qh = 0, rh = 0, sh = 0, th = 0, uh = 0 qh = q[(jh + 12) >> 2] a: { rh = q[(jh + 20) >> 2] sh = q[(jh + 16) >> 2] ph = (sh + 4) | 0 if (ph >>> 0 < 4) { rh = (rh + 1) | 0 } if ((qh | 0) < (rh | 0) ? 1 : (qh | 0) <= (rh | 0) ? (t[(jh + 8) >> 2] >= ph >>> 0 ? 0 : 1) : 0) { break a } ph = (sh + q[jh >> 2]) | 0 ph = r[ph | 0] | (r[(ph + 1) | 0] << 8) | ((r[(ph + 2) | 0] << 16) | (r[(ph + 3) | 0] << 24)) q[Ye >> 2] = ph qh = q[(jh + 20) >> 2] sh = qh th = q[(jh + 16) >> 2] rh = (th + 4) | 0 if (rh >>> 0 < 4) { qh = (qh + 1) | 0 } q[(jh + 16) >> 2] = rh q[(jh + 20) >> 2] = qh if (ph >>> 0 > 32) { break a } qh = q[(jh + 12) >> 2] ph = (th + 8) | 0 if (ph >>> 0 < 8) { sh = (sh + 1) | 0 } if ((qh | 0) < (sh | 0) ? 1 : (qh | 0) <= (sh | 0) ? (t[(jh + 8) >> 2] >= ph >>> 0 ? 0 : 1) : 0) { break a } ph = (rh + q[jh >> 2]) | 0 qh = r[ph | 0] | (r[(ph + 1) | 0] << 8) | ((r[(ph + 2) | 0] << 16) | (r[(ph + 3) | 0] << 24)) q[(Ye + 4) >> 2] = qh rh = q[(jh + 20) >> 2] sh = (q[(jh + 16) >> 2] + 4) | 0 if (sh >>> 0 < 4) { rh = (rh + 1) | 0 } q[(jh + 16) >> 2] = sh q[(jh + 20) >> 2] = rh if (!qh) { uh = 1 break a } q[(Ye + 8) >> 2] = 0 if (!$g((Ye + 16) | 0, jh)) { break a } if (!$g((Ye + 36) | 0, jh)) { break a } if (!$g((Ye + 56) | 0, jh)) { break a } if (!$g((Ye + 76) | 0, jh)) { break a } return $d(Ye, q[(Ye + 4) >> 2], oh) } return uh } function Qd(Ye, jh, oh) { var vh = 0, wh = 0, xh = 0, yh = 0, zh = 0, Ah = 0 wh = q[(jh + 12) >> 2] a: { xh = q[(jh + 20) >> 2] yh = q[(jh + 16) >> 2] vh = (yh + 4) | 0 if (vh >>> 0 < 4) { xh = (xh + 1) | 0 } if ((wh | 0) < (xh | 0) ? 1 : (wh | 0) <= (xh | 0) ? (t[(jh + 8) >> 2] >= vh >>> 0 ? 0 : 1) : 0) { break a } vh = (yh + q[jh >> 2]) | 0 vh = r[vh | 0] | (r[(vh + 1) | 0] << 8) | ((r[(vh + 2) | 0] << 16) | (r[(vh + 3) | 0] << 24)) q[Ye >> 2] = vh wh = q[(jh + 20) >> 2] yh = wh zh = q[(jh + 16) >> 2] xh = (zh + 4) | 0 if (xh >>> 0 < 4) { wh = (wh + 1) | 0 } q[(jh + 16) >> 2] = xh q[(jh + 20) >> 2] = wh if (vh >>> 0 > 32) { break a } wh = q[(jh + 12) >> 2] vh = (zh + 8) | 0 if (vh >>> 0 < 8) { yh = (yh + 1) | 0 } if ((wh | 0) < (yh | 0) ? 1 : (wh | 0) <= (yh | 0) ? (t[(jh + 8) >> 2] >= vh >>> 0 ? 0 : 1) : 0) { break a } vh = (xh + q[jh >> 2]) | 0 wh = r[vh | 0] | (r[(vh + 1) | 0] << 8) | ((r[(vh + 2) | 0] << 16) | (r[(vh + 3) | 0] << 24)) q[(Ye + 4) >> 2] = wh xh = q[(jh + 20) >> 2] yh = (q[(jh + 16) >> 2] + 4) | 0 if (yh >>> 0 < 4) { xh = (xh + 1) | 0 } q[(jh + 16) >> 2] = yh q[(jh + 20) >> 2] = xh if (!wh) { Ah = 1 break a } q[(Ye + 8) >> 2] = 0 if (!bh((Ye + 16) | 0, jh)) { break a } if (!$g((Ye + 32) | 0, jh)) { break a } if (!$g((Ye + 52) | 0, jh)) { break a } if (!$g((Ye + 72) | 0, jh)) { break a } return ae(Ye, q[(Ye + 4) >> 2], oh) } return Ah } function Rd(Ye) { var jh = 0, oh = 0, Bh = 0, Ch = 0, Dh = 0 Bh = q[(Ye + 128) >> 2] if (Bh) { Dh = (Ye + 132) | 0 jh = q[Dh >> 2] oh = Bh a: { if ((Bh | 0) == (jh | 0)) { break a } while (1) { oh = (jh + -12) | 0 Ch = q[oh >> 2] if (Ch) { q[(jh + -8) >> 2] = Ch An(Ch) } jh = oh if ((jh | 0) != (Bh | 0)) { continue } break } oh = q[(Ye + 128) >> 2] } q[Dh >> 2] = Bh An(oh) } Bh = q[(Ye + 116) >> 2] if (Bh) { Dh = (Ye + 120) | 0 jh = q[Dh >> 2] oh = Bh b: { if ((Bh | 0) == (jh | 0)) { break b } while (1) { oh = (jh + -12) | 0 Ch = q[oh >> 2] if (Ch) { q[(jh + -8) >> 2] = Ch An(Ch) } jh = oh if ((jh | 0) != (Bh | 0)) { continue } break } oh = q[(Ye + 116) >> 2] } q[Dh >> 2] = Bh An(oh) } jh = q[(Ye + 104) >> 2] if (jh) { q[(Ye + 108) >> 2] = jh An(jh) } jh = q[(Ye + 92) >> 2] if (jh) { q[(Ye + 96) >> 2] = jh An(jh) } _g((Ye + 72) | 0) _g((Ye + 52) | 0) _g((Ye + 32) | 0) } function Sd(Ye, Eh) { var Fh = 0, Gh = 0, Hh = 0, Ih = 0 Hh = (T - 16) | 0 T = Hh q[(Ye + 12) >> 2] = Eh q[(Ye + 8) >> 2] = 0 q[Ye >> 2] = 0 q[(Ye + 4) >> 2] = 0 ah((Ye + 16) | 0) Zg((Ye + 32) | 0) Zg((Ye + 52) | 0) Zg((Ye + 72) | 0) q[(Ye + 100) >> 2] = 0 q[(Ye + 92) >> 2] = 0 q[(Ye + 96) >> 2] = 0 a: { b: { c: { if (Eh) { if (Eh >>> 0 >= 1073741824) { break c } Fh = Eh << 2 Gh = Mm(Fh) q[(Ye + 92) >> 2] = Gh q[(Ye + 96) >> 2] = Gh q[(Ye + 100) >> 2] = Gh + Fh Dn(Gh, 0, Fh) Fh = Eh while (1) { Gh = (Gh + 4) | 0 Fh = (Fh + -1) | 0 if (Fh) { continue } break } q[(Ye + 96) >> 2] = Gh } q[(Ye + 104) >> 2] = 0 q[(Ye + 108) >> 2] = 0 q[(Ye + 112) >> 2] = 0 if (Eh) { if (Eh >>> 0 >= 1073741824) { break b } Fh = Eh << 2 Gh = Mm(Fh) q[(Ye + 104) >> 2] = Gh q[(Ye + 108) >> 2] = Gh q[(Ye + 112) >> 2] = Gh + Fh Dn(Gh, 0, Fh) Fh = Eh while (1) { Gh = (Gh + 4) | 0 Fh = (Fh + -1) | 0 if (Fh) { continue } break } q[(Ye + 108) >> 2] = Gh } q[(Hh + 8) >> 2] = 0 q[Hh >> 2] = 0 q[(Hh + 4) >> 2] = 0 if (Eh) { if (Eh >>> 0 >= 1073741824) { break a } Fh = Eh << 2 Gh = Mm(Fh) q[Hh >> 2] = Gh q[(Hh + 4) >> 2] = Gh q[(Hh + 8) >> 2] = Gh + Fh Dn(Gh, 0, Fh) Fh = Eh while (1) { Gh = (Gh + 4) | 0 Fh = (Fh + -1) | 0 if (Fh) { continue } break } q[(Hh + 4) >> 2] = Gh } Ih = (Eh << 5) | 1 _d((Ye + 116) | 0, Ih, Hh) Fh = q[Hh >> 2] if (Fh) { q[(Hh + 4) >> 2] = Fh An(Fh) } q[(Hh + 8) >> 2] = 0 q[Hh >> 2] = 0 q[(Hh + 4) >> 2] = 0 if (Eh) { if (Eh >>> 0 >= 1073741824) { break a } Fh = Eh << 2 Gh = Mm(Fh) q[Hh >> 2] = Gh q[(Hh + 4) >> 2] = Gh q[(Hh + 8) >> 2] = Gh + Fh Dn(Gh, 0, Fh) while (1) { Gh = (Gh + 4) | 0 Eh = (Eh + -1) | 0 if (Eh) { continue } break } q[(Hh + 4) >> 2] = Gh } _d((Ye + 128) | 0, Ih, Hh) Eh = q[Hh >> 2] if (Eh) { q[(Hh + 4) >> 2] = Eh An(Eh) } T = (Hh + 16) | 0 return Ye } bn() F() } bn() F() } bn() F() } function Td(Ye, Eh, Jh) { var Kh = 0, Lh = 0, Mh = 0, Nh = 0, Oh = 0, Ph = 0 Lh = q[(Eh + 12) >> 2] a: { Mh = q[(Eh + 20) >> 2] Nh = q[(Eh + 16) >> 2] Kh = (Nh + 4) | 0 if (Kh >>> 0 < 4) { Mh = (Mh + 1) | 0 } if ((Lh | 0) < (Mh | 0) ? 1 : (Lh | 0) <= (Mh | 0) ? (t[(Eh + 8) >> 2] >= Kh >>> 0 ? 0 : 1) : 0) { break a } Kh = (Nh + q[Eh >> 2]) | 0 Kh = r[Kh | 0] | (r[(Kh + 1) | 0] << 8) | ((r[(Kh + 2) | 0] << 16) | (r[(Kh + 3) | 0] << 24)) q[Ye >> 2] = Kh Lh = q[(Eh + 20) >> 2] Nh = Lh Oh = q[(Eh + 16) >> 2] Mh = (Oh + 4) | 0 if (Mh >>> 0 < 4) { Lh = (Lh + 1) | 0 } q[(Eh + 16) >> 2] = Mh q[(Eh + 20) >> 2] = Lh if (Kh >>> 0 > 32) { break a } Lh = q[(Eh + 12) >> 2] Kh = (Oh + 8) | 0 if (Kh >>> 0 < 8) { Nh = (Nh + 1) | 0 } if ((Lh | 0) < (Nh | 0) ? 1 : (Lh | 0) <= (Nh | 0) ? (t[(Eh + 8) >> 2] >= Kh >>> 0 ? 0 : 1) : 0) { break a } Kh = (Mh + q[Eh >> 2]) | 0 Lh = r[Kh | 0] | (r[(Kh + 1) | 0] << 8) | ((r[(Kh + 2) | 0] << 16) | (r[(Kh + 3) | 0] << 24)) q[(Ye + 4) >> 2] = Lh Mh = q[(Eh + 20) >> 2] Nh = (q[(Eh + 16) >> 2] + 4) | 0 if (Nh >>> 0 < 4) { Mh = (Mh + 1) | 0 } q[(Eh + 16) >> 2] = Nh q[(Eh + 20) >> 2] = Mh if (!Lh) { Ph = 1 break a } q[(Ye + 8) >> 2] = 0 if (!bh((Ye + 16) | 0, Eh)) { break a } if (!$g((Ye + 32) | 0, Eh)) { break a } if (!$g((Ye + 52) | 0, Eh)) { break a } if (!$g((Ye + 72) | 0, Eh)) { break a } return be(Ye, q[(Ye + 4) >> 2], Jh) } return Ph } function Ud(Ye, Eh, Jh) { var Qh = 0, Rh = 0, Sh = 0, Th = 0, Uh = 0, Vh = 0 Rh = q[(Eh + 12) >> 2] a: { Sh = q[(Eh + 20) >> 2] Th = q[(Eh + 16) >> 2] Qh = (Th + 4) | 0 if (Qh >>> 0 < 4) { Sh = (Sh + 1) | 0 } if ((Rh | 0) < (Sh | 0) ? 1 : (Rh | 0) <= (Sh | 0) ? (t[(Eh + 8) >> 2] >= Qh >>> 0 ? 0 : 1) : 0) { break a } Qh = (Th + q[Eh >> 2]) | 0 Qh = r[Qh | 0] | (r[(Qh + 1) | 0] << 8) | ((r[(Qh + 2) | 0] << 16) | (r[(Qh + 3) | 0] << 24)) q[Ye >> 2] = Qh Rh = q[(Eh + 20) >> 2] Th = Rh Uh = q[(Eh + 16) >> 2] Sh = (Uh + 4) | 0 if (Sh >>> 0 < 4) { Rh = (Rh + 1) | 0 } q[(Eh + 16) >> 2] = Sh q[(Eh + 20) >> 2] = Rh if (Qh >>> 0 > 32) { break a } Rh = q[(Eh + 12) >> 2] Qh = (Uh + 8) | 0 if (Qh >>> 0 < 8) { Th = (Th + 1) | 0 } if ((Rh | 0) < (Th | 0) ? 1 : (Rh | 0) <= (Th | 0) ? (t[(Eh + 8) >> 2] >= Qh >>> 0 ? 0 : 1) : 0) { break a } Qh = (Sh + q[Eh >> 2]) | 0 Rh = r[Qh | 0] | (r[(Qh + 1) | 0] << 8) | ((r[(Qh + 2) | 0] << 16) | (r[(Qh + 3) | 0] << 24)) q[(Ye + 4) >> 2] = Rh Sh = q[(Eh + 20) >> 2] Th = (q[(Eh + 16) >> 2] + 4) | 0 if (Th >>> 0 < 4) { Sh = (Sh + 1) | 0 } q[(Eh + 16) >> 2] = Th q[(Eh + 20) >> 2] = Sh if (!Rh) { Vh = 1 break a } q[(Ye + 8) >> 2] = 0 Qh = 0 while (1) { if (!bh(((((Qh << 4) + Ye) | 0) + 16) | 0, Eh)) { break a } Qh = (Qh + 1) | 0 if ((Qh | 0) != 32) { continue } break } if (!bh((Ye + 528) | 0, Eh)) { break a } if (!$g((Ye + 544) | 0, Eh)) { break a } if (!$g((Ye + 564) | 0, Eh)) { break a } if (!$g((Ye + 584) | 0, Eh)) { break a } return ce(Ye, q[(Ye + 4) >> 2], Jh) } return Vh } function Vd(Ye) { var Eh = 0, Jh = 0, Wh = 0, Xh = 0, Yh = 0 Wh = q[(Ye + 640) >> 2] if (Wh) { Yh = (Ye + 644) | 0 Eh = q[Yh >> 2] Jh = Wh a: { if ((Wh | 0) == (Eh | 0)) { break a } while (1) { Jh = (Eh + -12) | 0 Xh = q[Jh >> 2] if (Xh) { q[(Eh + -8) >> 2] = Xh An(Xh) } Eh = Jh if ((Eh | 0) != (Wh | 0)) { continue } break } Jh = q[(Ye + 640) >> 2] } q[Yh >> 2] = Wh An(Jh) } Wh = q[(Ye + 628) >> 2] if (Wh) { Yh = (Ye + 632) | 0 Eh = q[Yh >> 2] Jh = Wh b: { if ((Wh | 0) == (Eh | 0)) { break b } while (1) { Jh = (Eh + -12) | 0 Xh = q[Jh >> 2] if (Xh) { q[(Eh + -8) >> 2] = Xh An(Xh) } Eh = Jh if ((Eh | 0) != (Wh | 0)) { continue } break } Jh = q[(Ye + 628) >> 2] } q[Yh >> 2] = Wh An(Jh) } Eh = q[(Ye + 616) >> 2] if (Eh) { q[(Ye + 620) >> 2] = Eh An(Eh) } Eh = q[(Ye + 604) >> 2] if (Eh) { q[(Ye + 608) >> 2] = Eh An(Eh) } _g((Ye + 584) | 0) _g((Ye + 564) | 0) _g((Ye + 544) | 0) } function Wd(Ye, Zh) { var _h = 0, $h = 0, ai = 0, bi = 0 ai = (T - 16) | 0 T = ai q[(Ye + 12) >> 2] = Zh q[(Ye + 8) >> 2] = 0 q[Ye >> 2] = 0 q[(Ye + 4) >> 2] = 0 de((Ye + 16) | 0) ah((Ye + 528) | 0) Zg((Ye + 544) | 0) Zg((Ye + 564) | 0) Zg((Ye + 584) | 0) q[(Ye + 612) >> 2] = 0 q[(Ye + 604) >> 2] = 0 q[(Ye + 608) >> 2] = 0 a: { b: { c: { if (Zh) { if (Zh >>> 0 >= 1073741824) { break c } _h = Zh << 2 $h = Mm(_h) q[(Ye + 604) >> 2] = $h q[(Ye + 608) >> 2] = $h q[(Ye + 612) >> 2] = $h + _h Dn($h, 0, _h) _h = Zh while (1) { $h = ($h + 4) | 0 _h = (_h + -1) | 0 if (_h) { continue } break } q[(Ye + 608) >> 2] = $h } q[(Ye + 616) >> 2] = 0 q[(Ye + 620) >> 2] = 0 q[(Ye + 624) >> 2] = 0 if (Zh) { if (Zh >>> 0 >= 1073741824) { break b } _h = Zh << 2 $h = Mm(_h) q[(Ye + 616) >> 2] = $h q[(Ye + 620) >> 2] = $h q[(Ye + 624) >> 2] = $h + _h Dn($h, 0, _h) _h = Zh while (1) { $h = ($h + 4) | 0 _h = (_h + -1) | 0 if (_h) { continue } break } q[(Ye + 620) >> 2] = $h } q[(ai + 8) >> 2] = 0 q[ai >> 2] = 0 q[(ai + 4) >> 2] = 0 if (Zh) { if (Zh >>> 0 >= 1073741824) { break a } _h = Zh << 2 $h = Mm(_h) q[ai >> 2] = $h q[(ai + 4) >> 2] = $h q[(ai + 8) >> 2] = $h + _h Dn($h, 0, _h) _h = Zh while (1) { $h = ($h + 4) | 0 _h = (_h + -1) | 0 if (_h) { continue } break } q[(ai + 4) >> 2] = $h } bi = (Zh << 5) | 1 _d((Ye + 628) | 0, bi, ai) _h = q[ai >> 2] if (_h) { q[(ai + 4) >> 2] = _h An(_h) } q[(ai + 8) >> 2] = 0 q[ai >> 2] = 0 q[(ai + 4) >> 2] = 0 if (Zh) { if (Zh >>> 0 >= 1073741824) { break a } _h = Zh << 2 $h = Mm(_h) q[ai >> 2] = $h q[(ai + 4) >> 2] = $h q[(ai + 8) >> 2] = $h + _h Dn($h, 0, _h) while (1) { $h = ($h + 4) | 0 Zh = (Zh + -1) | 0 if (Zh) { continue } break } q[(ai + 4) >> 2] = $h } _d((Ye + 640) | 0, bi, ai) Zh = q[ai >> 2] if (Zh) { q[(ai + 4) >> 2] = Zh An(Zh) } T = (ai + 16) | 0 return Ye } bn() F() } bn() F() } bn() F() } function Xd(Ye, Zh, ci) { var di = 0, ei = 0, fi = 0, gi = 0, hi = 0, ii = 0 ei = q[(Zh + 12) >> 2] a: { fi = q[(Zh + 20) >> 2] gi = q[(Zh + 16) >> 2] di = (gi + 4) | 0 if (di >>> 0 < 4) { fi = (fi + 1) | 0 } if ((ei | 0) < (fi | 0) ? 1 : (ei | 0) <= (fi | 0) ? (t[(Zh + 8) >> 2] >= di >>> 0 ? 0 : 1) : 0) { break a } di = (gi + q[Zh >> 2]) | 0 di = r[di | 0] | (r[(di + 1) | 0] << 8) | ((r[(di + 2) | 0] << 16) | (r[(di + 3) | 0] << 24)) q[Ye >> 2] = di ei = q[(Zh + 20) >> 2] gi = ei hi = q[(Zh + 16) >> 2] fi = (hi + 4) | 0 if (fi >>> 0 < 4) { ei = (ei + 1) | 0 } q[(Zh + 16) >> 2] = fi q[(Zh + 20) >> 2] = ei if (di >>> 0 > 32) { break a } ei = q[(Zh + 12) >> 2] di = (hi + 8) | 0 if (di >>> 0 < 8) { gi = (gi + 1) | 0 } if ((ei | 0) < (gi | 0) ? 1 : (ei | 0) <= (gi | 0) ? (t[(Zh + 8) >> 2] >= di >>> 0 ? 0 : 1) : 0) { break a } di = (fi + q[Zh >> 2]) | 0 ei = r[di | 0] | (r[(di + 1) | 0] << 8) | ((r[(di + 2) | 0] << 16) | (r[(di + 3) | 0] << 24)) q[(Ye + 4) >> 2] = ei fi = q[(Zh + 20) >> 2] gi = (q[(Zh + 16) >> 2] + 4) | 0 if (gi >>> 0 < 4) { fi = (fi + 1) | 0 } q[(Zh + 16) >> 2] = gi q[(Zh + 20) >> 2] = fi if (!ei) { ii = 1 break a } q[(Ye + 8) >> 2] = 0 di = 0 while (1) { if (!bh(((((di << 4) + Ye) | 0) + 16) | 0, Zh)) { break a } di = (di + 1) | 0 if ((di | 0) != 32) { continue } break } if (!bh((Ye + 528) | 0, Zh)) { break a } if (!$g((Ye + 544) | 0, Zh)) { break a } if (!$g((Ye + 564) | 0, Zh)) { break a } if (!$g((Ye + 584) | 0, Zh)) { break a } return ee(Ye, q[(Ye + 4) >> 2], ci) } return ii } function Yd(Ye, Zh, ci) { var ji = 0, ki = 0, li = 0, mi = 0, ni = 0, oi = 0 ki = q[(Zh + 12) >> 2] a: { li = q[(Zh + 20) >> 2] mi = q[(Zh + 16) >> 2] ji = (mi + 4) | 0 if (ji >>> 0 < 4) { li = (li + 1) | 0 } if ((ki | 0) < (li | 0) ? 1 : (ki | 0) <= (li | 0) ? (t[(Zh + 8) >> 2] >= ji >>> 0 ? 0 : 1) : 0) { break a } ji = (mi + q[Zh >> 2]) | 0 ji = r[ji | 0] | (r[(ji + 1) | 0] << 8) | ((r[(ji + 2) | 0] << 16) | (r[(ji + 3) | 0] << 24)) q[Ye >> 2] = ji ki = q[(Zh + 20) >> 2] mi = ki ni = q[(Zh + 16) >> 2] li = (ni + 4) | 0 if (li >>> 0 < 4) { ki = (ki + 1) | 0 } q[(Zh + 16) >> 2] = li q[(Zh + 20) >> 2] = ki if (ji >>> 0 > 32) { break a } ki = q[(Zh + 12) >> 2] ji = (ni + 8) | 0 if (ji >>> 0 < 8) { mi = (mi + 1) | 0 } if ((ki | 0) < (mi | 0) ? 1 : (ki | 0) <= (mi | 0) ? (t[(Zh + 8) >> 2] >= ji >>> 0 ? 0 : 1) : 0) { break a } ji = (li + q[Zh >> 2]) | 0 ki = r[ji | 0] | (r[(ji + 1) | 0] << 8) | ((r[(ji + 2) | 0] << 16) | (r[(ji + 3) | 0] << 24)) q[(Ye + 4) >> 2] = ki li = q[(Zh + 20) >> 2] mi = (q[(Zh + 16) >> 2] + 4) | 0 if (mi >>> 0 < 4) { li = (li + 1) | 0 } q[(Zh + 16) >> 2] = mi q[(Zh + 20) >> 2] = li if (!ki) { oi = 1 break a } q[(Ye + 8) >> 2] = 0 ji = 0 while (1) { if (!bh(((((ji << 4) + Ye) | 0) + 16) | 0, Zh)) { break a } ji = (ji + 1) | 0 if ((ji | 0) != 32) { continue } break } if (!bh((Ye + 528) | 0, Zh)) { break a } if (!$g((Ye + 544) | 0, Zh)) { break a } if (!$g((Ye + 564) | 0, Zh)) { break a } if (!$g((Ye + 584) | 0, Zh)) { break a } return fe(Ye, q[(Ye + 4) >> 2], ci) } return oi } function Zd(Ye, Zh, ci) { var pi = 0, qi = 0, ri = 0, si = 0, ti = 0, ui = 0, vi = 0, wi = 0, xi = 0, yi = 0, zi = 0, Ai = 0, Bi = 0, Ci = 0, Di = 0, Ei = 0, Fi = 0, Gi = 0, Hi = 0, Ii = 0, Ji = 0, Ki = 0, Li = 0, Mi = 0, Ni = 0, Oi = 0 si = (T - 32) | 0 T = si qi = q[(Ye + 12) >> 2] q[(si + 16) >> 2] = 0 q[(si + 8) >> 2] = 0 q[(si + 12) >> 2] = 0 a: { if (qi) { if (qi >>> 0 >= 1073741824) { break a } pi = qi << 2 ri = Mm(pi) q[(si + 8) >> 2] = ri q[(si + 12) >> 2] = ri q[(si + 16) >> 2] = pi + ri ui = Dn(ri, 0, pi) pi = qi while (1) { ui = (ui + 4) | 0 pi = (pi + -1) | 0 if (pi) { continue } break } q[(si + 12) >> 2] = ui } ti = q[(Ye + 120) >> 2] pi = q[ti >> 2] if (pi) { q[(ti + 4) >> 2] = pi An(pi) q[(ti + 8) >> 2] = 0 q[ti >> 2] = 0 q[(ti + 4) >> 2] = 0 qi = q[(Ye + 12) >> 2] ui = q[(si + 12) >> 2] ri = q[(si + 8) >> 2] } q[ti >> 2] = ri q[(ti + 4) >> 2] = ui q[(ti + 8) >> 2] = q[(si + 16) >> 2] ui = 0 q[(si + 16) >> 2] = 0 q[(si + 8) >> 2] = 0 q[(si + 12) >> 2] = 0 pi = 0 b: { if (qi) { if (qi >>> 0 >= 1073741824) { break b } ri = qi << 2 pi = Mm(ri) q[(si + 8) >> 2] = pi q[(si + 12) >> 2] = pi q[(si + 16) >> 2] = pi + ri ui = Dn(pi, 0, ri) while (1) { ui = (ui + 4) | 0 qi = (qi + -1) | 0 if (qi) { continue } break } q[(si + 12) >> 2] = ui } ti = q[(Ye + 132) >> 2] ri = q[ti >> 2] if (ri) { q[(ti + 4) >> 2] = ri An(ri) q[(ti + 8) >> 2] = 0 q[ti >> 2] = 0 q[(ti + 4) >> 2] = 0 ui = q[(si + 12) >> 2] pi = q[(si + 8) >> 2] } q[ti >> 2] = pi q[(ti + 4) >> 2] = ui q[(ti + 8) >> 2] = q[(si + 16) >> 2] qi = (si + 24) | 0 q[qi >> 2] = 0 q[(qi + 4) >> 2] = 0 ri = (si + 16) | 0 q[ri >> 2] = 0 q[(ri + 4) >> 2] = 0 q[(si + 8) >> 2] = 0 q[(si + 12) >> 2] = 0 re((si + 8) | 0) ti = q[(si + 12) >> 2] pi = 0 c: { if ((ti | 0) == q[ri >> 2]) { break c } ri = (q[qi >> 2] + q[(si + 28) >> 2]) | 0 pi = ((ri >>> 0) / 341) | 0 pi = (q[(ti + (pi << 2)) >> 2] + w((ri - w(pi, 341)) | 0, 12)) | 0 } q[(pi + 4) >> 2] = 0 q[(pi + 8) >> 2] = 0 q[pi >> 2] = Zh pi = 1 ri = q[(si + 28) >> 2] qi = (ri + 1) | 0 q[(si + 28) >> 2] = qi d: { if (qi >>> 0 < ri >>> 0) { break d } Li = (Ye + 132) | 0 Ki = (Ye + 120) | 0 Gi = (ci + 20) | 0 Mi = (Ye + 108) | 0 Ni = (Ye + 96) | 0 Hi = (Ye + 48) | 0 Ii = (Ye + 28) | 0 Oi = (Ye + 80) | 0 while (1) { pi = q[(si + 12) >> 2] vi = q[(si + 24) >> 2] wi = (qi + -1) | 0 ti = (vi + wi) | 0 ri = ((ti >>> 0) / 341) | 0 ri = (q[(pi + (ri << 2)) >> 2] + w((ti - w(ri, 341)) | 0, 12)) | 0 Ai = q[(ri + 8) >> 2] ti = q[(ri + 4) >> 2] zi = q[ri >> 2] q[(si + 28) >> 2] = wi ri = q[(si + 16) >> 2] pi = (ri - pi) | 0 if (((((pi ? (w(pi >> 2, 341) + -1) | 0 : 0) - ((qi + vi) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(ri + -4) >> 2]) q[(si + 16) >> 2] = q[(si + 16) >> 2] + -4 } pi = 0 if (zi >>> 0 > Zh >>> 0) { break d } ri = q[Ki >> 2] Bi = w(Ai, 12) Ei = (Bi + q[Li >> 2]) | 0 ui = ml(Ye, Ei, ti) if (ui >>> 0 >= t[(Ye + 12) >> 2]) { break d } Fi = (ri + Bi) | 0 e: { f: { Ci = ui << 2 ti = (q[Ye >> 2] - q[(Ci + q[Ei >> 2]) >> 2]) | 0 if (!ti) { if (!zi) { break f } xi = 0 while (1) { ti = 0 qi = q[(ci + 16) >> 2] g: { if ((qi | 0) == q[Gi >> 2]) { break g } while (1) { qi = (w(ti, 20) + qi) | 0 ri = (q[Fi >> 2] + (q[(qi + 4) >> 2] << 2)) | 0 yi = q[qi >> 2] ui = q[(qi + 12) >> 2] h: { if (ui >>> 0 > 3) { break h } pi = q[(ci + 12) >> 2] vi = (qi + 16) | 0 if (!q[vi >> 2]) { ri = pi break h } wi = (qi + 12) | 0 qi = 0 while (1) { pi = Cn(pi, ((qi << 2) + ri) | 0, ui) ui = q[wi >> 2] pi = (pi + ui) | 0 qi = (qi + 1) | 0 if (qi >>> 0 < t[vi >> 2]) { continue } break } ri = q[(ci + 12) >> 2] } qi = q[(ci + 28) >> 2] qi = r[(yi + 84) | 0] ? qi : q[(q[(yi + 68) >> 2] + (qi << 2)) >> 2] if (qi >>> 0 >= t[(yi + 80) >> 2]) { break g } pi = q[(yi + 40) >> 2] Cn((q[q[yi >> 2] >> 2] + w(pi, qi)) | 0, ri, pi) ti = (ti + 1) | 0 qi = q[(ci + 16) >> 2] if (ti >>> 0 < (((q[Gi >> 2] - qi) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 xi = (xi + 1) | 0 if ((zi | 0) != (xi | 0)) { continue } break } break f } i: { j: { k: { l: { if (zi >>> 0 <= 2) { ri = q[Mi >> 2] q[ri >> 2] = ui pi = 1 qi = q[(Ye + 12) >> 2] if (qi >>> 0 > 1) { break l } break i } if (t[(Ye + 8) >> 2] > t[(Ye + 4) >> 2]) { break d } pi = q[Ki >> 2] xi = (Ai + 1) | 0 yi = w(xi, 12) ri = (pi + yi) | 0 if ((ri | 0) != (Fi | 0)) { hd(ri, q[Fi >> 2], q[(Fi + 4) >> 2]) pi = q[Ki >> 2] } pi = (Ci + q[(pi + yi) >> 2]) | 0 q[pi >> 2] = q[pi >> 2] + (1 << (ti + -1)) vi = z(zi) ^ 31 wi = q[(Ye + 32) >> 2] ti = (32 - wi) | 0 m: { if ((vi | 0) <= (ti | 0)) { ti = q[Ii >> 2] if ((ti | 0) == q[(Ye + 20) >> 2]) { pi = 0 break m } pi = q[ti >> 2] ri = (vi + wi) | 0 q[(Ye + 32) >> 2] = ri pi = (pi << wi) >>> (32 - vi) if ((ri | 0) != 32) { break m } q[(Ye + 32) >> 2] = 0 q[Ii >> 2] = ti + 4 break m } qi = q[Ii >> 2] pi = (qi + 4) | 0 if ((pi | 0) == q[(Ye + 20) >> 2]) { pi = 0 break m } ri = q[qi >> 2] q[Ii >> 2] = pi pi = (vi - ti) | 0 q[(Ye + 32) >> 2] = pi pi = (q[(qi + 4) >> 2] >>> (32 - pi)) | ((ri << wi) >>> (32 - vi)) } ri = ((zi >>> 1) - pi) | 0 pi = (zi - ri) | 0 n: { if ((pi | 0) == (ri | 0)) { pi = ri break n } vi = q[(Ye + 88) >> 2] if ((vi | 0) == q[Oi >> 2]) { break k } wi = q[vi >> 2] qi = q[(Ye + 92) >> 2] ti = (qi + 1) | 0 q[(Ye + 92) >> 2] = ti qi = wi & (-2147483648 >>> qi) o: { if ((ti | 0) == 32) { q[(Ye + 92) >> 2] = 0 q[(Ye + 88) >> 2] = vi + 4 if (qi) { break o } break k } if (!qi) { break k } } } ti = pi pi = ri break j } while (1) { ui = ((qi + -1) | 0) == (ui | 0) ? 0 : (ui + 1) | 0 q[(ri + (pi << 2)) >> 2] = ui pi = (pi + 1) | 0 qi = q[(Ye + 12) >> 2] if (pi >>> 0 < qi >>> 0) { continue } break } break i } ti = ri } vi = q[Li >> 2] wi = (vi + Bi) | 0 qi = q[wi >> 2] ri = (qi + Ci) | 0 q[ri >> 2] = q[ri >> 2] + 1 hd((vi + yi) | 0, qi, q[(wi + 4) >> 2]) if (pi) { ri = (q[(si + 28) >> 2] + q[(si + 24) >> 2]) | 0 vi = q[(si + 16) >> 2] qi = q[(si + 12) >> 2] wi = (vi - qi) | 0 if ((ri | 0) == ((wi ? (w(wi >> 2, 341) + -1) | 0 : 0) | 0)) { re((si + 8) | 0) qi = q[(si + 12) >> 2] vi = q[(si + 16) >> 2] ri = (q[(si + 24) >> 2] + q[(si + 28) >> 2]) | 0 } if ((qi | 0) == (vi | 0)) { ri = 0 } else { Ei = qi qi = ((ri >>> 0) / 341) | 0 ri = (q[(Ei + (qi << 2)) >> 2] + w((ri - w(qi, 341)) | 0, 12)) | 0 } q[(ri + 8) >> 2] = Ai q[(ri + 4) >> 2] = ui q[ri >> 2] = pi q[(si + 28) >> 2] = q[(si + 28) >> 2] + 1 } if (!ti) { break f } pi = (q[(si + 28) >> 2] + q[(si + 24) >> 2]) | 0 ri = q[(si + 16) >> 2] qi = q[(si + 12) >> 2] wi = (ri - qi) | 0 if ((pi | 0) == ((wi ? (w(wi >> 2, 341) + -1) | 0 : 0) | 0)) { re((si + 8) | 0) ri = q[(si + 16) >> 2] qi = q[(si + 12) >> 2] pi = (q[(si + 24) >> 2] + q[(si + 28) >> 2]) | 0 } if ((qi | 0) == (ri | 0)) { pi = 0 } else { ri = ((pi >>> 0) / 341) | 0 pi = (q[((ri << 2) + qi) >> 2] + w((pi - w(ri, 341)) | 0, 12)) | 0 } q[(pi + 8) >> 2] = xi q[(pi + 4) >> 2] = ui q[pi >> 2] = ti qi = (q[(si + 28) >> 2] + 1) | 0 q[(si + 28) >> 2] = qi break e } if (!zi) { break f } Ai = 0 while (1) { if (qi) { ui = q[Ni >> 2] xi = q[Mi >> 2] vi = q[Fi >> 2] wi = q[Ei >> 2] qi = 0 while (1) { Bi = (xi + (qi << 2)) | 0 q[(ui + (q[Bi >> 2] << 2)) >> 2] = 0 pi = q[Bi >> 2] << 2 Di = (q[Ye >> 2] - q[(pi + wi) >> 2]) | 0 p: { if (!Di) { break p } Ji = (pi + ui) | 0 Ci = q[(Ye + 52) >> 2] ti = (32 - Ci) | 0 if ((Di | 0) <= (ti | 0)) { ri = q[Hi >> 2] if ((ri | 0) == q[(Ye + 40) >> 2]) { q[Ji >> 2] = 0 break p } q[Ji >> 2] = (q[ri >> 2] << Ci) >>> (32 - Di) pi = (Di + q[(Ye + 52) >> 2]) | 0 q[(Ye + 52) >> 2] = pi if ((pi | 0) != 32) { break p } q[(Ye + 52) >> 2] = 0 q[Hi >> 2] = ri + 4 break p } yi = q[Hi >> 2] pi = (yi + 4) | 0 if ((pi | 0) == q[(Ye + 40) >> 2]) { q[Ji >> 2] = 0 break p } ri = q[yi >> 2] q[Hi >> 2] = pi pi = (Di - ti) | 0 q[(Ye + 52) >> 2] = pi q[Ji >> 2] = (q[(yi + 4) >> 2] >>> (32 - pi)) | ((ri << Ci) >>> (32 - Di)) } ri = q[Bi >> 2] << 2 pi = (ri + ui) | 0 q[pi >> 2] = q[pi >> 2] | q[(ri + vi) >> 2] qi = (qi + 1) | 0 if (qi >>> 0 < t[(Ye + 12) >> 2]) { continue } break } } ti = 0 qi = q[(ci + 16) >> 2] q: { if ((qi | 0) == q[Gi >> 2]) { break q } while (1) { qi = (w(ti, 20) + qi) | 0 ri = (q[Ni >> 2] + (q[(qi + 4) >> 2] << 2)) | 0 xi = q[qi >> 2] ui = q[(qi + 12) >> 2] r: { if (ui >>> 0 > 3) { break r } pi = q[(ci + 12) >> 2] vi = (qi + 16) | 0 if (!q[vi >> 2]) { ri = pi break r } wi = (qi + 12) | 0 qi = 0 while (1) { pi = Cn(pi, ((qi << 2) + ri) | 0, ui) ui = q[wi >> 2] pi = (pi + ui) | 0 qi = (qi + 1) | 0 if (qi >>> 0 < t[vi >> 2]) { continue } break } ri = q[(ci + 12) >> 2] } qi = q[(ci + 28) >> 2] qi = r[(xi + 84) | 0] ? qi : q[(q[(xi + 68) >> 2] + (qi << 2)) >> 2] if (qi >>> 0 >= t[(xi + 80) >> 2]) { break q } pi = q[(xi + 40) >> 2] Cn((q[q[xi >> 2] >> 2] + w(pi, qi)) | 0, ri, pi) ti = (ti + 1) | 0 qi = q[(ci + 16) >> 2] if (ti >>> 0 < (((q[Gi >> 2] - qi) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 Ai = (Ai + 1) | 0 if ((Ai | 0) == (zi | 0)) { break f } qi = q[(Ye + 12) >> 2] continue } } qi = q[(si + 28) >> 2] } if (qi) { continue } break } pi = 1 } se((si + 8) | 0) qi = q[(si + 12) >> 2] Ye = q[(si + 16) >> 2] s: { if ((qi | 0) == (Ye | 0)) { break s } while (1) { An(q[qi >> 2]) qi = (qi + 4) | 0 if ((Ye | 0) != (qi | 0)) { continue } break } Zh = q[(si + 16) >> 2] Ye = q[(si + 12) >> 2] if ((Zh | 0) == (Ye | 0)) { break s } q[(si + 16) >> 2] = Zh + ((((((Zh - Ye) | 0) + -4) >>> 2) ^ -1) << 2) } Ye = q[(si + 8) >> 2] if (Ye) { An(Ye) } T = (si + 32) | 0 return pi } bn() F() } bn() F() } function _d(Ye, Zh, ci) { var Pi = 0, Qi = 0, Ri = 0, Si = 0, Ti = 0, Ui = 0, Vi = 0, Wi = 0 q[Ye >> 2] = 0 q[(Ye + 4) >> 2] = 0 q[(Ye + 8) >> 2] = 0 a: { b: { if (Zh) { if (Zh >>> 0 >= 357913942) { break b } Qi = w(Zh, 12) Pi = Mm(Qi) q[Ye >> 2] = Pi Ri = (Ye + 4) | 0 q[Ri >> 2] = Pi q[(Ye + 8) >> 2] = Pi + Qi while (1) { q[Pi >> 2] = 0 q[(Pi + 4) >> 2] = 0 Qi = (Pi + 8) | 0 q[Qi >> 2] = 0 Si = (ci + 4) | 0 Ye = (q[Si >> 2] - q[ci >> 2]) | 0 c: { if (!Ye) { break c } Ti = Ye >> 2 if (Ti >>> 0 >= 1073741824) { break a } Ye = Mm(Ye) q[Pi >> 2] = Ye Ui = (Pi + 4) | 0 q[Ui >> 2] = Ye q[Qi >> 2] = Ye + (Ti << 2) Qi = q[ci >> 2] Pi = (q[Si >> 2] - Qi) | 0 if ((Pi | 0) < 1) { break c } ;(Vi = Ui), (Wi = (Cn(Ye, Qi, Pi) + Pi) | 0), (q[Vi >> 2] = Wi) } Pi = (q[Ri >> 2] + 12) | 0 q[Ri >> 2] = Pi Zh = (Zh + -1) | 0 if (Zh) { continue } break } } return } bn() F() } bn() F() } function $d(Ye, Zh, ci) { var Xi = 0, Yi = 0, Zi = 0, _i = 0, $i = 0, aj = 0, bj = 0, cj = 0, dj = 0, ej = 0, fj = 0, gj = 0, hj = 0, ij = 0, jj = 0, kj = 0, lj = 0, mj = 0, nj = 0, oj = 0, pj = 0, qj = 0, rj = 0, sj = 0, tj = 0, uj = 0 _i = (T - 32) | 0 T = _i Yi = q[(Ye + 12) >> 2] q[(_i + 16) >> 2] = 0 q[(_i + 8) >> 2] = 0 q[(_i + 12) >> 2] = 0 a: { if (Yi) { if (Yi >>> 0 >= 1073741824) { break a } Xi = Yi << 2 Zi = Mm(Xi) q[(_i + 8) >> 2] = Zi q[(_i + 12) >> 2] = Zi q[(_i + 16) >> 2] = Xi + Zi $i = Dn(Zi, 0, Xi) Xi = Yi while (1) { $i = ($i + 4) | 0 Xi = (Xi + -1) | 0 if (Xi) { continue } break } q[(_i + 12) >> 2] = $i } Xi = q[(Ye + 120) >> 2] aj = q[Xi >> 2] if (aj) { q[(Xi + 4) >> 2] = aj An(aj) q[(Xi + 8) >> 2] = 0 q[Xi >> 2] = 0 q[(Xi + 4) >> 2] = 0 Yi = q[(Ye + 12) >> 2] $i = q[(_i + 12) >> 2] Zi = q[(_i + 8) >> 2] } q[Xi >> 2] = Zi q[(Xi + 4) >> 2] = $i q[(Xi + 8) >> 2] = q[(_i + 16) >> 2] $i = 0 q[(_i + 16) >> 2] = 0 q[(_i + 8) >> 2] = 0 q[(_i + 12) >> 2] = 0 Xi = 0 b: { if (Yi) { if (Yi >>> 0 >= 1073741824) { break b } Zi = Yi << 2 Xi = Mm(Zi) q[(_i + 8) >> 2] = Xi q[(_i + 12) >> 2] = Xi q[(_i + 16) >> 2] = Xi + Zi $i = Dn(Xi, 0, Zi) while (1) { $i = ($i + 4) | 0 Yi = (Yi + -1) | 0 if (Yi) { continue } break } q[(_i + 12) >> 2] = $i } Zi = q[(Ye + 132) >> 2] aj = q[Zi >> 2] if (aj) { q[(Zi + 4) >> 2] = aj An(aj) q[(Zi + 8) >> 2] = 0 q[Zi >> 2] = 0 q[(Zi + 4) >> 2] = 0 $i = q[(_i + 12) >> 2] Xi = q[(_i + 8) >> 2] } q[Zi >> 2] = Xi q[(Zi + 4) >> 2] = $i q[(Zi + 8) >> 2] = q[(_i + 16) >> 2] Zi = (_i + 24) | 0 q[Zi >> 2] = 0 q[(Zi + 4) >> 2] = 0 aj = (_i + 16) | 0 q[aj >> 2] = 0 q[(aj + 4) >> 2] = 0 q[(_i + 8) >> 2] = 0 q[(_i + 12) >> 2] = 0 re((_i + 8) | 0) Yi = q[aj >> 2] aj = q[(_i + 12) >> 2] Xi = 0 c: { if ((Yi | 0) == (aj | 0)) { break c } Xi = (q[Zi >> 2] + q[(_i + 28) >> 2]) | 0 Zi = ((Xi >>> 0) / 341) | 0 Xi = (q[(aj + (Zi << 2)) >> 2] + w((Xi - w(Zi, 341)) | 0, 12)) | 0 } q[(Xi + 4) >> 2] = 0 q[(Xi + 8) >> 2] = 0 q[Xi >> 2] = Zh Zi = 1 Xi = q[(_i + 28) >> 2] Yi = (Xi + 1) | 0 q[(_i + 28) >> 2] = Yi d: { if (Yi >>> 0 < Xi >>> 0) { break d } nj = (Ye + 120) | 0 oj = (Ye + 132) | 0 jj = (ci + 20) | 0 pj = (Ye + 108) | 0 qj = (Ye + 96) | 0 kj = (Ye + 48) | 0 lj = (Ye + 28) | 0 sj = (Ye + 80) | 0 while (1) { fj = q[(_i + 12) >> 2] Zi = q[(_i + 24) >> 2] bj = (Yi + -1) | 0 Xi = (Zi + bj) | 0 aj = ((Xi >>> 0) / 341) | 0 Xi = (q[(fj + (aj << 2)) >> 2] + w((Xi - w(aj, 341)) | 0, 12)) | 0 ej = q[(Xi + 8) >> 2] $i = q[(Xi + 4) >> 2] aj = q[Xi >> 2] q[(_i + 28) >> 2] = bj Xi = q[(_i + 16) >> 2] bj = (Xi - fj) | 0 if (((((bj ? (w(bj >> 2, 341) + -1) | 0 : 0) - ((Yi + Zi) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(Xi + -4) >> 2]) q[(_i + 16) >> 2] = q[(_i + 16) >> 2] + -4 } if (aj >>> 0 > Zh >>> 0) { Zi = 0 break d } Zi = 0 Xi = q[(Ye + 12) >> 2] $i = ($i | 0) == ((Xi + -1) | 0) ? 0 : ($i + 1) | 0 if ($i >>> 0 >= Xi >>> 0) { break d } Xi = q[nj >> 2] Yi = w(ej, 12) fj = (Xi + Yi) | 0 e: { f: { bj = $i << 2 gj = (Yi + q[oj >> 2]) | 0 cj = (q[Ye >> 2] - q[(bj + q[gj >> 2]) >> 2]) | 0 if (!cj) { if (!aj) { break f } cj = 0 while (1) { ej = 0 Yi = q[(ci + 16) >> 2] g: { if ((Yi | 0) == q[jj >> 2]) { break g } while (1) { Yi = (w(ej, 20) + Yi) | 0 Zi = (q[fj >> 2] + (q[(Yi + 4) >> 2] << 2)) | 0 bj = q[Yi >> 2] $i = q[(Yi + 12) >> 2] h: { if ($i >>> 0 > 3) { break h } Xi = q[(ci + 12) >> 2] dj = (Yi + 16) | 0 if (!q[dj >> 2]) { Zi = Xi break h } gj = (Yi + 12) | 0 Yi = 0 while (1) { Xi = Cn(Xi, ((Yi << 2) + Zi) | 0, $i) $i = q[gj >> 2] Xi = (Xi + $i) | 0 Yi = (Yi + 1) | 0 if (Yi >>> 0 < t[dj >> 2]) { continue } break } Zi = q[(ci + 12) >> 2] } Yi = q[(ci + 28) >> 2] Yi = r[(bj + 84) | 0] ? Yi : q[(q[(bj + 68) >> 2] + (Yi << 2)) >> 2] if (Yi >>> 0 >= t[(bj + 80) >> 2]) { break g } Xi = q[(bj + 40) >> 2] Cn((q[q[bj >> 2] >> 2] + w(Xi, Yi)) | 0, Zi, Xi) ej = (ej + 1) | 0 Yi = q[(ci + 16) >> 2] if (ej >>> 0 < (((q[jj >> 2] - Yi) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 cj = (cj + 1) | 0 if ((aj | 0) != (cj | 0)) { continue } break } break f } i: { j: { k: { l: { if (aj >>> 0 <= 2) { Zi = q[pj >> 2] q[Zi >> 2] = $i Xi = 1 Yi = q[(Ye + 12) >> 2] if (Yi >>> 0 > 1) { break l } break i } if (t[(Ye + 8) >> 2] > t[(Ye + 4) >> 2]) { break d } Zi = Xi Xi = (Yi + 12) | 0 hd((Zi + Xi) | 0, q[fj >> 2], q[(fj + 4) >> 2]) Xi = (bj + q[(Xi + q[nj >> 2]) >> 2]) | 0 q[Xi >> 2] = q[Xi >> 2] + (1 << (cj + -1)) Xi = z(aj) ^ 31 Zi = q[(Ye + 32) >> 2] cj = (32 - Zi) | 0 m: { if ((Xi | 0) <= (cj | 0)) { fj = q[lj >> 2] if ((fj | 0) == q[(Ye + 20) >> 2]) { Zi = 0 break m } cj = q[fj >> 2] dj = (Xi + Zi) | 0 q[(Ye + 32) >> 2] = dj Zi = (cj << Zi) >>> (32 - Xi) if ((dj | 0) != 32) { break m } q[(Ye + 32) >> 2] = 0 q[lj >> 2] = fj + 4 break m } fj = q[lj >> 2] dj = (fj + 4) | 0 if ((dj | 0) == q[(Ye + 20) >> 2]) { Zi = 0 break m } gj = q[fj >> 2] q[lj >> 2] = dj cj = (Xi - cj) | 0 q[(Ye + 32) >> 2] = cj Zi = (q[(fj + 4) >> 2] >>> (32 - cj)) | ((gj << Zi) >>> (32 - Xi)) } fj = (ej + 1) | 0 Xi = ((aj >>> 1) - Zi) | 0 Zi = (aj - Xi) | 0 n: { if ((Zi | 0) == (Xi | 0)) { Zi = Xi break n } aj = q[(Ye + 88) >> 2] if ((aj | 0) == q[sj >> 2]) { break k } cj = q[aj >> 2] dj = q[(Ye + 92) >> 2] gj = (dj + 1) | 0 q[(Ye + 92) >> 2] = gj cj = cj & (-2147483648 >>> dj) o: { if ((gj | 0) == 32) { q[(Ye + 92) >> 2] = 0 q[(Ye + 88) >> 2] = aj + 4 if (cj) { break o } break k } if (!cj) { break k } } } aj = Zi Zi = Xi break j } while (1) { $i = ((Yi + -1) | 0) == ($i | 0) ? 0 : ($i + 1) | 0 q[(Zi + (Xi << 2)) >> 2] = $i Xi = (Xi + 1) | 0 Yi = q[(Ye + 12) >> 2] if (Xi >>> 0 < Yi >>> 0) { continue } break } break i } aj = Xi } hj = bj Xi = q[oj >> 2] Yi = (Xi + Yi) | 0 bj = q[Yi >> 2] cj = (hj + bj) | 0 q[cj >> 2] = q[cj >> 2] + 1 hd((Xi + w(fj, 12)) | 0, bj, q[(Yi + 4) >> 2]) if (Zi) { Xi = (q[(_i + 28) >> 2] + q[(_i + 24) >> 2]) | 0 bj = q[(_i + 16) >> 2] Yi = q[(_i + 12) >> 2] cj = (bj - Yi) | 0 if ((Xi | 0) == ((cj ? (w(cj >> 2, 341) + -1) | 0 : 0) | 0)) { re((_i + 8) | 0) bj = q[(_i + 16) >> 2] Yi = q[(_i + 12) >> 2] Xi = (q[(_i + 24) >> 2] + q[(_i + 28) >> 2]) | 0 } if ((Yi | 0) == (bj | 0)) { Xi = 0 } else { hj = Yi Yi = ((Xi >>> 0) / 341) | 0 Xi = (q[(hj + (Yi << 2)) >> 2] + w((Xi - w(Yi, 341)) | 0, 12)) | 0 } q[(Xi + 8) >> 2] = ej q[(Xi + 4) >> 2] = $i q[Xi >> 2] = Zi q[(_i + 28) >> 2] = q[(_i + 28) >> 2] + 1 } if (!aj) { break f } Xi = (q[(_i + 28) >> 2] + q[(_i + 24) >> 2]) | 0 Zi = q[(_i + 16) >> 2] Yi = q[(_i + 12) >> 2] ej = (Zi - Yi) | 0 if ((Xi | 0) == ((ej ? (w(ej >> 2, 341) + -1) | 0 : 0) | 0)) { re((_i + 8) | 0) Zi = q[(_i + 16) >> 2] Yi = q[(_i + 12) >> 2] Xi = (q[(_i + 24) >> 2] + q[(_i + 28) >> 2]) | 0 } if ((Yi | 0) == (Zi | 0)) { Xi = 0 } else { Zi = ((Xi >>> 0) / 341) | 0 Xi = (q[((Zi << 2) + Yi) >> 2] + w((Xi - w(Zi, 341)) | 0, 12)) | 0 } q[(Xi + 8) >> 2] = fj q[(Xi + 4) >> 2] = $i q[Xi >> 2] = aj Yi = (q[(_i + 28) >> 2] + 1) | 0 q[(_i + 28) >> 2] = Yi break e } if (!aj) { break f } cj = 0 while (1) { if (Yi) { $i = q[qj >> 2] mj = q[pj >> 2] tj = q[fj >> 2] uj = q[gj >> 2] Yi = 0 while (1) { ej = (mj + (Yi << 2)) | 0 q[($i + (q[ej >> 2] << 2)) >> 2] = 0 Zi = q[ej >> 2] << 2 Xi = (q[Ye >> 2] - q[(Zi + uj) >> 2]) | 0 p: { if (!Xi) { break p } Zi = (Zi + $i) | 0 bj = q[(Ye + 52) >> 2] ij = (32 - bj) | 0 if ((Xi | 0) <= (ij | 0)) { dj = q[kj >> 2] if ((dj | 0) == q[(Ye + 40) >> 2]) { q[Zi >> 2] = 0 break p } q[Zi >> 2] = (q[dj >> 2] << bj) >>> (32 - Xi) Xi = (Xi + q[(Ye + 52) >> 2]) | 0 q[(Ye + 52) >> 2] = Xi if ((Xi | 0) != 32) { break p } q[(Ye + 52) >> 2] = 0 q[kj >> 2] = dj + 4 break p } dj = q[kj >> 2] rj = (dj + 4) | 0 if ((rj | 0) == q[(Ye + 40) >> 2]) { q[Zi >> 2] = 0 break p } hj = q[dj >> 2] q[kj >> 2] = rj ij = (Xi - ij) | 0 q[(Ye + 52) >> 2] = ij q[Zi >> 2] = (q[(dj + 4) >> 2] >>> (32 - ij)) | ((hj << bj) >>> (32 - Xi)) } Xi = q[ej >> 2] << 2 Zi = (Xi + $i) | 0 q[Zi >> 2] = q[Zi >> 2] | q[(Xi + tj) >> 2] Yi = (Yi + 1) | 0 if (Yi >>> 0 < t[(Ye + 12) >> 2]) { continue } break } } ej = 0 Yi = q[(ci + 16) >> 2] q: { if ((Yi | 0) == q[jj >> 2]) { break q } while (1) { Yi = (w(ej, 20) + Yi) | 0 Zi = (q[qj >> 2] + (q[(Yi + 4) >> 2] << 2)) | 0 bj = q[Yi >> 2] $i = q[(Yi + 12) >> 2] r: { if ($i >>> 0 > 3) { break r } Xi = q[(ci + 12) >> 2] dj = (Yi + 16) | 0 if (!q[dj >> 2]) { Zi = Xi break r } mj = (Yi + 12) | 0 Yi = 0 while (1) { Xi = Cn(Xi, ((Yi << 2) + Zi) | 0, $i) $i = q[mj >> 2] Xi = (Xi + $i) | 0 Yi = (Yi + 1) | 0 if (Yi >>> 0 < t[dj >> 2]) { continue } break } Zi = q[(ci + 12) >> 2] } Yi = q[(ci + 28) >> 2] Yi = r[(bj + 84) | 0] ? Yi : q[(q[(bj + 68) >> 2] + (Yi << 2)) >> 2] if (Yi >>> 0 >= t[(bj + 80) >> 2]) { break q } Xi = q[(bj + 40) >> 2] Cn((q[q[bj >> 2] >> 2] + w(Xi, Yi)) | 0, Zi, Xi) ej = (ej + 1) | 0 Yi = q[(ci + 16) >> 2] if (ej >>> 0 < (((q[jj >> 2] - Yi) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 cj = (cj + 1) | 0 if ((cj | 0) == (aj | 0)) { break f } Yi = q[(Ye + 12) >> 2] continue } } Yi = q[(_i + 28) >> 2] } if (Yi) { continue } break } Zi = 1 } se((_i + 8) | 0) Yi = q[(_i + 12) >> 2] Ye = q[(_i + 16) >> 2] s: { if ((Yi | 0) == (Ye | 0)) { break s } while (1) { An(q[Yi >> 2]) Yi = (Yi + 4) | 0 if ((Ye | 0) != (Yi | 0)) { continue } break } Ye = q[(_i + 16) >> 2] Zh = q[(_i + 12) >> 2] if ((Ye | 0) == (Zh | 0)) { break s } q[(_i + 16) >> 2] = Ye + ((((((Ye - Zh) | 0) + -4) >>> 2) ^ -1) << 2) } Ye = q[(_i + 8) >> 2] if (Ye) { An(Ye) } T = (_i + 32) | 0 return Zi } bn() F() } bn() F() } function ae(Ye, Zh, ci) { var vj = 0, wj = 0, xj = 0, yj = 0, zj = 0, Aj = 0, Bj = 0, Cj = 0, Dj = 0, Ej = 0, Fj = 0, Gj = 0, Hj = 0, Ij = 0, Jj = 0, Kj = 0, Lj = 0, Mj = 0, Nj = 0, Oj = 0, Pj = 0, Qj = 0, Rj = 0, Sj = 0, Tj = 0, Uj = 0, Vj = 0 yj = (T - 32) | 0 T = yj vj = q[(Ye + 12) >> 2] q[(yj + 16) >> 2] = 0 q[(yj + 8) >> 2] = 0 q[(yj + 12) >> 2] = 0 a: { if (vj) { if (vj >>> 0 >= 1073741824) { break a } wj = vj << 2 xj = Mm(wj) q[(yj + 8) >> 2] = xj q[(yj + 12) >> 2] = xj q[(yj + 16) >> 2] = wj + xj Aj = Dn(xj, 0, wj) wj = vj while (1) { Aj = (Aj + 4) | 0 wj = (wj + -1) | 0 if (wj) { continue } break } q[(yj + 12) >> 2] = Aj } zj = q[(Ye + 116) >> 2] wj = q[zj >> 2] if (wj) { q[(zj + 4) >> 2] = wj An(wj) q[(zj + 8) >> 2] = 0 q[zj >> 2] = 0 q[(zj + 4) >> 2] = 0 vj = q[(Ye + 12) >> 2] Aj = q[(yj + 12) >> 2] xj = q[(yj + 8) >> 2] } q[zj >> 2] = xj q[(zj + 4) >> 2] = Aj q[(zj + 8) >> 2] = q[(yj + 16) >> 2] Aj = 0 q[(yj + 16) >> 2] = 0 q[(yj + 8) >> 2] = 0 q[(yj + 12) >> 2] = 0 wj = 0 b: { if (vj) { if (vj >>> 0 >= 1073741824) { break b } xj = vj << 2 wj = Mm(xj) q[(yj + 8) >> 2] = wj q[(yj + 12) >> 2] = wj q[(yj + 16) >> 2] = wj + xj Aj = Dn(wj, 0, xj) while (1) { Aj = (Aj + 4) | 0 vj = (vj + -1) | 0 if (vj) { continue } break } q[(yj + 12) >> 2] = Aj } zj = q[(Ye + 128) >> 2] xj = q[zj >> 2] if (xj) { q[(zj + 4) >> 2] = xj An(xj) q[(zj + 8) >> 2] = 0 q[zj >> 2] = 0 q[(zj + 4) >> 2] = 0 Aj = q[(yj + 12) >> 2] wj = q[(yj + 8) >> 2] } q[zj >> 2] = wj q[(zj + 4) >> 2] = Aj q[(zj + 8) >> 2] = q[(yj + 16) >> 2] vj = (yj + 24) | 0 q[vj >> 2] = 0 q[(vj + 4) >> 2] = 0 xj = (yj + 16) | 0 q[xj >> 2] = 0 q[(xj + 4) >> 2] = 0 q[(yj + 8) >> 2] = 0 q[(yj + 12) >> 2] = 0 re((yj + 8) | 0) zj = q[(yj + 12) >> 2] wj = 0 c: { if ((zj | 0) == q[xj >> 2]) { break c } xj = (q[vj >> 2] + q[(yj + 28) >> 2]) | 0 wj = ((xj >>> 0) / 341) | 0 wj = (q[(zj + (wj << 2)) >> 2] + w((xj - w(wj, 341)) | 0, 12)) | 0 } q[(wj + 4) >> 2] = 0 q[(wj + 8) >> 2] = 0 q[wj >> 2] = Zh wj = 1 xj = q[(yj + 28) >> 2] vj = (xj + 1) | 0 q[(yj + 28) >> 2] = vj d: { if (vj >>> 0 < xj >>> 0) { break d } Uj = (Ye + 16) | 0 Qj = (Ye + 128) | 0 Oj = (Ye + 116) | 0 Lj = (ci + 20) | 0 Rj = (Ye + 104) | 0 Sj = (Ye + 92) | 0 Mj = (Ye + 44) | 0 Tj = (Ye + 36) | 0 Vj = (Ye + 76) | 0 while (1) { wj = q[(yj + 12) >> 2] Bj = q[(yj + 24) >> 2] Cj = (vj + -1) | 0 zj = (Bj + Cj) | 0 xj = ((zj >>> 0) / 341) | 0 xj = (q[(wj + (xj << 2)) >> 2] + w((zj - w(xj, 341)) | 0, 12)) | 0 Gj = q[(xj + 8) >> 2] zj = q[(xj + 4) >> 2] Fj = q[xj >> 2] q[(yj + 28) >> 2] = Cj xj = q[(yj + 16) >> 2] wj = (xj - wj) | 0 if (((((wj ? (w(wj >> 2, 341) + -1) | 0 : 0) - ((vj + Bj) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(xj + -4) >> 2]) q[(yj + 16) >> 2] = q[(yj + 16) >> 2] + -4 } wj = 0 if (Fj >>> 0 > Zh >>> 0) { break d } xj = q[Oj >> 2] Hj = w(Gj, 12) Pj = (Hj + q[Qj >> 2]) | 0 Aj = ml(Ye, Pj, zj) if (Aj >>> 0 >= t[(Ye + 12) >> 2]) { break d } Kj = (xj + Hj) | 0 e: { Ij = Aj << 2 zj = (q[Ye >> 2] - q[(Ij + q[Pj >> 2]) >> 2]) | 0 if (!zj) { if (!Fj) { break e } Dj = 0 while (1) { zj = 0 vj = q[(ci + 16) >> 2] f: { if ((vj | 0) == q[Lj >> 2]) { break f } while (1) { vj = (w(zj, 20) + vj) | 0 xj = (q[Kj >> 2] + (q[(vj + 4) >> 2] << 2)) | 0 Ej = q[vj >> 2] Aj = q[(vj + 12) >> 2] g: { if (Aj >>> 0 > 3) { break g } wj = q[(ci + 12) >> 2] Bj = (vj + 16) | 0 if (!q[Bj >> 2]) { xj = wj break g } Cj = (vj + 12) | 0 vj = 0 while (1) { wj = Cn(wj, ((vj << 2) + xj) | 0, Aj) Aj = q[Cj >> 2] wj = (wj + Aj) | 0 vj = (vj + 1) | 0 if (vj >>> 0 < t[Bj >> 2]) { continue } break } xj = q[(ci + 12) >> 2] } vj = q[(ci + 28) >> 2] vj = r[(Ej + 84) | 0] ? vj : q[(q[(Ej + 68) >> 2] + (vj << 2)) >> 2] if (vj >>> 0 >= t[(Ej + 80) >> 2]) { break f } wj = q[(Ej + 40) >> 2] Cn((q[q[Ej >> 2] >> 2] + w(wj, vj)) | 0, xj, wj) zj = (zj + 1) | 0 vj = q[(ci + 16) >> 2] if (zj >>> 0 < (((q[Lj >> 2] - vj) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 Dj = (Dj + 1) | 0 if ((Fj | 0) != (Dj | 0)) { continue } break } break e } h: { i: { j: { k: { if (Fj >>> 0 <= 2) { xj = q[Rj >> 2] q[xj >> 2] = Aj wj = 1 vj = q[(Ye + 12) >> 2] if (vj >>> 0 > 1) { break k } break h } if (t[(Ye + 8) >> 2] > t[(Ye + 4) >> 2]) { break d } wj = q[Oj >> 2] Dj = (Gj + 1) | 0 Ej = w(Dj, 12) xj = (wj + Ej) | 0 if ((xj | 0) != (Kj | 0)) { hd(xj, q[Kj >> 2], q[(Kj + 4) >> 2]) wj = q[Oj >> 2] } wj = (Ij + q[(wj + Ej) >> 2]) | 0 q[wj >> 2] = q[wj >> 2] + (1 << (zj + -1)) q[(yj + 4) >> 2] = 0 eh(Uj, z(Fj) ^ 31, (yj + 4) | 0) xj = ((Fj >>> 1) - q[(yj + 4) >> 2]) | 0 wj = (Fj - xj) | 0 l: { if ((wj | 0) == (xj | 0)) { wj = xj break l } Bj = q[(Ye + 84) >> 2] if ((Bj | 0) == q[Vj >> 2]) { break j } Cj = q[Bj >> 2] vj = q[(Ye + 88) >> 2] zj = (vj + 1) | 0 q[(Ye + 88) >> 2] = zj vj = Cj & (-2147483648 >>> vj) m: { if ((zj | 0) == 32) { q[(Ye + 88) >> 2] = 0 q[(Ye + 84) >> 2] = Bj + 4 if (vj) { break m } break j } if (!vj) { break j } } } zj = wj wj = xj break i } while (1) { Aj = ((vj + -1) | 0) == (Aj | 0) ? 0 : (Aj + 1) | 0 q[(xj + (wj << 2)) >> 2] = Aj wj = (wj + 1) | 0 vj = q[(Ye + 12) >> 2] if (wj >>> 0 < vj >>> 0) { continue } break } break h } zj = xj } Bj = q[Qj >> 2] Cj = (Bj + Hj) | 0 vj = q[Cj >> 2] xj = (vj + Ij) | 0 q[xj >> 2] = q[xj >> 2] + 1 hd((Bj + Ej) | 0, vj, q[(Cj + 4) >> 2]) if (wj) { xj = (q[(yj + 28) >> 2] + q[(yj + 24) >> 2]) | 0 Bj = q[(yj + 16) >> 2] vj = q[(yj + 12) >> 2] Cj = (Bj - vj) | 0 if ((xj | 0) == ((Cj ? (w(Cj >> 2, 341) + -1) | 0 : 0) | 0)) { re((yj + 8) | 0) vj = q[(yj + 12) >> 2] Bj = q[(yj + 16) >> 2] xj = (q[(yj + 24) >> 2] + q[(yj + 28) >> 2]) | 0 } if ((vj | 0) == (Bj | 0)) { xj = 0 } else { Bj = vj vj = ((xj >>> 0) / 341) | 0 xj = (q[(Bj + (vj << 2)) >> 2] + w((xj - w(vj, 341)) | 0, 12)) | 0 } q[(xj + 8) >> 2] = Gj q[(xj + 4) >> 2] = Aj q[xj >> 2] = wj q[(yj + 28) >> 2] = q[(yj + 28) >> 2] + 1 } if (!zj) { break e } wj = (q[(yj + 28) >> 2] + q[(yj + 24) >> 2]) | 0 xj = q[(yj + 16) >> 2] vj = q[(yj + 12) >> 2] Cj = (xj - vj) | 0 if ((wj | 0) == ((Cj ? (w(Cj >> 2, 341) + -1) | 0 : 0) | 0)) { re((yj + 8) | 0) xj = q[(yj + 16) >> 2] vj = q[(yj + 12) >> 2] wj = (q[(yj + 24) >> 2] + q[(yj + 28) >> 2]) | 0 } if ((vj | 0) == (xj | 0)) { wj = 0 } else { xj = ((wj >>> 0) / 341) | 0 wj = (q[((xj << 2) + vj) >> 2] + w((wj - w(xj, 341)) | 0, 12)) | 0 } q[(wj + 8) >> 2] = Dj q[(wj + 4) >> 2] = Aj q[wj >> 2] = zj q[(yj + 28) >> 2] = q[(yj + 28) >> 2] + 1 break e } if (!Fj) { break e } Gj = 0 while (1) { if (vj) { Aj = q[Sj >> 2] Dj = q[Rj >> 2] Bj = q[Kj >> 2] Cj = q[Pj >> 2] vj = 0 while (1) { Hj = (Dj + (vj << 2)) | 0 q[(Aj + (q[Hj >> 2] << 2)) >> 2] = 0 wj = q[Hj >> 2] << 2 Jj = (q[Ye >> 2] - q[(wj + Cj) >> 2]) | 0 n: { if (!Jj) { break n } Nj = (wj + Aj) | 0 Ij = q[(Ye + 48) >> 2] zj = (32 - Ij) | 0 if ((Jj | 0) <= (zj | 0)) { xj = q[Mj >> 2] if ((xj | 0) == q[Tj >> 2]) { q[Nj >> 2] = 0 break n } q[Nj >> 2] = (q[xj >> 2] << Ij) >>> (32 - Jj) wj = (Jj + q[(Ye + 48) >> 2]) | 0 q[(Ye + 48) >> 2] = wj if ((wj | 0) != 32) { break n } q[(Ye + 48) >> 2] = 0 q[Mj >> 2] = xj + 4 break n } Ej = q[Mj >> 2] wj = (Ej + 4) | 0 if ((wj | 0) == q[Tj >> 2]) { q[Nj >> 2] = 0 break n } xj = q[Ej >> 2] q[Mj >> 2] = wj wj = (Jj - zj) | 0 q[(Ye + 48) >> 2] = wj q[Nj >> 2] = (q[(Ej + 4) >> 2] >>> (32 - wj)) | ((xj << Ij) >>> (32 - Jj)) } xj = q[Hj >> 2] << 2 wj = (xj + Aj) | 0 q[wj >> 2] = q[wj >> 2] | q[(xj + Bj) >> 2] vj = (vj + 1) | 0 if (vj >>> 0 < t[(Ye + 12) >> 2]) { continue } break } } zj = 0 vj = q[(ci + 16) >> 2] o: { if ((vj | 0) == q[Lj >> 2]) { break o } while (1) { vj = (w(zj, 20) + vj) | 0 xj = (q[Sj >> 2] + (q[(vj + 4) >> 2] << 2)) | 0 Dj = q[vj >> 2] Aj = q[(vj + 12) >> 2] p: { if (Aj >>> 0 > 3) { break p } wj = q[(ci + 12) >> 2] Bj = (vj + 16) | 0 if (!q[Bj >> 2]) { xj = wj break p } Cj = (vj + 12) | 0 vj = 0 while (1) { wj = Cn(wj, ((vj << 2) + xj) | 0, Aj) Aj = q[Cj >> 2] wj = (wj + Aj) | 0 vj = (vj + 1) | 0 if (vj >>> 0 < t[Bj >> 2]) { continue } break } xj = q[(ci + 12) >> 2] } vj = q[(ci + 28) >> 2] vj = r[(Dj + 84) | 0] ? vj : q[(q[(Dj + 68) >> 2] + (vj << 2)) >> 2] if (vj >>> 0 >= t[(Dj + 80) >> 2]) { break o } wj = q[(Dj + 40) >> 2] Cn((q[q[Dj >> 2] >> 2] + w(wj, vj)) | 0, xj, wj) zj = (zj + 1) | 0 vj = q[(ci + 16) >> 2] if (zj >>> 0 < (((q[Lj >> 2] - vj) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 Gj = (Gj + 1) | 0 if ((Gj | 0) == (Fj | 0)) { break e } vj = q[(Ye + 12) >> 2] continue } } vj = q[(yj + 28) >> 2] if (vj) { continue } break } wj = 1 } se((yj + 8) | 0) vj = q[(yj + 12) >> 2] Ye = q[(yj + 16) >> 2] q: { if ((vj | 0) == (Ye | 0)) { break q } while (1) { An(q[vj >> 2]) vj = (vj + 4) | 0 if ((Ye | 0) != (vj | 0)) { continue } break } Zh = q[(yj + 16) >> 2] Ye = q[(yj + 12) >> 2] if ((Zh | 0) == (Ye | 0)) { break q } q[(yj + 16) >> 2] = Zh + ((((((Zh - Ye) | 0) + -4) >>> 2) ^ -1) << 2) } Ye = q[(yj + 8) >> 2] if (Ye) { An(Ye) } T = (yj + 32) | 0 return wj } bn() F() } bn() F() } function be(Ye, Zh, ci) { var Wj = 0, Xj = 0, Yj = 0, Zj = 0, _j = 0, $j = 0, ak = 0, bk = 0, ck = 0, dk = 0, ek = 0, fk = 0, gk = 0, hk = 0, ik = 0, jk = 0, kk = 0, lk = 0, mk = 0, nk = 0, ok = 0, pk = 0, qk = 0, rk = 0, sk = 0, tk = 0, uk = 0 Zj = (T - 32) | 0 T = Zj Xj = q[(Ye + 12) >> 2] q[(Zj + 16) >> 2] = 0 q[(Zj + 8) >> 2] = 0 q[(Zj + 12) >> 2] = 0 a: { if (Xj) { if (Xj >>> 0 >= 1073741824) { break a } Wj = Xj << 2 Yj = Mm(Wj) q[(Zj + 8) >> 2] = Yj q[(Zj + 12) >> 2] = Yj q[(Zj + 16) >> 2] = Wj + Yj _j = Dn(Yj, 0, Wj) Wj = Xj while (1) { _j = (_j + 4) | 0 Wj = (Wj + -1) | 0 if (Wj) { continue } break } q[(Zj + 12) >> 2] = _j } Wj = q[(Ye + 116) >> 2] $j = q[Wj >> 2] if ($j) { q[(Wj + 4) >> 2] = $j An($j) q[(Wj + 8) >> 2] = 0 q[Wj >> 2] = 0 q[(Wj + 4) >> 2] = 0 Xj = q[(Ye + 12) >> 2] _j = q[(Zj + 12) >> 2] Yj = q[(Zj + 8) >> 2] } q[Wj >> 2] = Yj q[(Wj + 4) >> 2] = _j q[(Wj + 8) >> 2] = q[(Zj + 16) >> 2] _j = 0 q[(Zj + 16) >> 2] = 0 q[(Zj + 8) >> 2] = 0 q[(Zj + 12) >> 2] = 0 Wj = 0 b: { if (Xj) { if (Xj >>> 0 >= 1073741824) { break b } Yj = Xj << 2 Wj = Mm(Yj) q[(Zj + 8) >> 2] = Wj q[(Zj + 12) >> 2] = Wj q[(Zj + 16) >> 2] = Wj + Yj _j = Dn(Wj, 0, Yj) while (1) { _j = (_j + 4) | 0 Xj = (Xj + -1) | 0 if (Xj) { continue } break } q[(Zj + 12) >> 2] = _j } Yj = q[(Ye + 128) >> 2] $j = q[Yj >> 2] if ($j) { q[(Yj + 4) >> 2] = $j An($j) q[(Yj + 8) >> 2] = 0 q[Yj >> 2] = 0 q[(Yj + 4) >> 2] = 0 _j = q[(Zj + 12) >> 2] Wj = q[(Zj + 8) >> 2] } q[Yj >> 2] = Wj q[(Yj + 4) >> 2] = _j q[(Yj + 8) >> 2] = q[(Zj + 16) >> 2] Yj = (Zj + 24) | 0 q[Yj >> 2] = 0 q[(Yj + 4) >> 2] = 0 $j = (Zj + 16) | 0 q[$j >> 2] = 0 q[($j + 4) >> 2] = 0 q[(Zj + 8) >> 2] = 0 q[(Zj + 12) >> 2] = 0 re((Zj + 8) | 0) Xj = q[$j >> 2] $j = q[(Zj + 12) >> 2] Wj = 0 c: { if ((Xj | 0) == ($j | 0)) { break c } Wj = (q[Yj >> 2] + q[(Zj + 28) >> 2]) | 0 Yj = ((Wj >>> 0) / 341) | 0 Wj = (q[($j + (Yj << 2)) >> 2] + w((Wj - w(Yj, 341)) | 0, 12)) | 0 } q[(Wj + 4) >> 2] = 0 q[(Wj + 8) >> 2] = 0 q[Wj >> 2] = Zh Yj = 1 Wj = q[(Zj + 28) >> 2] Xj = (Wj + 1) | 0 q[(Zj + 28) >> 2] = Xj d: { if (Xj >>> 0 < Wj >>> 0) { break d } qk = (Ye + 16) | 0 kk = (Ye + 116) | 0 lk = (Ye + 128) | 0 hk = (ci + 20) | 0 mk = (Ye + 104) | 0 nk = (Ye + 92) | 0 ik = (Ye + 44) | 0 ok = (Ye + 36) | 0 rk = (Ye + 76) | 0 while (1) { ek = q[(Zj + 12) >> 2] Yj = q[(Zj + 24) >> 2] ak = (Xj + -1) | 0 Wj = (Yj + ak) | 0 $j = ((Wj >>> 0) / 341) | 0 Wj = (q[(ek + ($j << 2)) >> 2] + w((Wj - w($j, 341)) | 0, 12)) | 0 ck = q[(Wj + 8) >> 2] _j = q[(Wj + 4) >> 2] $j = q[Wj >> 2] q[(Zj + 28) >> 2] = ak Wj = q[(Zj + 16) >> 2] ak = (Wj - ek) | 0 if (((((ak ? (w(ak >> 2, 341) + -1) | 0 : 0) - ((Xj + Yj) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(Wj + -4) >> 2]) q[(Zj + 16) >> 2] = q[(Zj + 16) >> 2] + -4 } if ($j >>> 0 > Zh >>> 0) { Yj = 0 break d } Yj = 0 Wj = q[(Ye + 12) >> 2] _j = (_j | 0) == ((Wj + -1) | 0) ? 0 : (_j + 1) | 0 if (_j >>> 0 >= Wj >>> 0) { break d } Wj = q[kk >> 2] Xj = w(ck, 12) ek = (Wj + Xj) | 0 e: { ak = _j << 2 fk = (Xj + q[lk >> 2]) | 0 bk = (q[Ye >> 2] - q[(ak + q[fk >> 2]) >> 2]) | 0 if (!bk) { if (!$j) { break e } bk = 0 while (1) { ck = 0 Xj = q[(ci + 16) >> 2] f: { if ((Xj | 0) == q[hk >> 2]) { break f } while (1) { Xj = (w(ck, 20) + Xj) | 0 Yj = (q[ek >> 2] + (q[(Xj + 4) >> 2] << 2)) | 0 ak = q[Xj >> 2] _j = q[(Xj + 12) >> 2] g: { if (_j >>> 0 > 3) { break g } Wj = q[(ci + 12) >> 2] dk = (Xj + 16) | 0 if (!q[dk >> 2]) { Yj = Wj break g } fk = (Xj + 12) | 0 Xj = 0 while (1) { Wj = Cn(Wj, ((Xj << 2) + Yj) | 0, _j) _j = q[fk >> 2] Wj = (Wj + _j) | 0 Xj = (Xj + 1) | 0 if (Xj >>> 0 < t[dk >> 2]) { continue } break } Yj = q[(ci + 12) >> 2] } Xj = q[(ci + 28) >> 2] Xj = r[(ak + 84) | 0] ? Xj : q[(q[(ak + 68) >> 2] + (Xj << 2)) >> 2] if (Xj >>> 0 >= t[(ak + 80) >> 2]) { break f } Wj = q[(ak + 40) >> 2] Cn((q[q[ak >> 2] >> 2] + w(Wj, Xj)) | 0, Yj, Wj) ck = (ck + 1) | 0 Xj = q[(ci + 16) >> 2] if (ck >>> 0 < (((q[hk >> 2] - Xj) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 bk = (bk + 1) | 0 if (($j | 0) != (bk | 0)) { continue } break } break e } h: { i: { j: { k: { if ($j >>> 0 <= 2) { Yj = q[mk >> 2] q[Yj >> 2] = _j Wj = 1 Xj = q[(Ye + 12) >> 2] if (Xj >>> 0 > 1) { break k } break h } if (t[(Ye + 8) >> 2] > t[(Ye + 4) >> 2]) { break d } Yj = Wj Wj = (Xj + 12) | 0 hd((Yj + Wj) | 0, q[ek >> 2], q[(ek + 4) >> 2]) Wj = (ak + q[(Wj + q[kk >> 2]) >> 2]) | 0 q[Wj >> 2] = q[Wj >> 2] + (1 << (bk + -1)) q[(Zj + 4) >> 2] = 0 eh(qk, z($j) ^ 31, (Zj + 4) | 0) ek = (ck + 1) | 0 Wj = (($j >>> 1) - q[(Zj + 4) >> 2]) | 0 Yj = ($j - Wj) | 0 l: { if ((Yj | 0) == (Wj | 0)) { Yj = Wj break l } $j = q[(Ye + 84) >> 2] if (($j | 0) == q[rk >> 2]) { break j } bk = q[$j >> 2] dk = q[(Ye + 88) >> 2] fk = (dk + 1) | 0 q[(Ye + 88) >> 2] = fk bk = bk & (-2147483648 >>> dk) m: { if ((fk | 0) == 32) { q[(Ye + 88) >> 2] = 0 q[(Ye + 84) >> 2] = $j + 4 if (bk) { break m } break j } if (!bk) { break j } } } $j = Yj Yj = Wj break i } while (1) { _j = ((Xj + -1) | 0) == (_j | 0) ? 0 : (_j + 1) | 0 q[(Yj + (Wj << 2)) >> 2] = _j Wj = (Wj + 1) | 0 Xj = q[(Ye + 12) >> 2] if (Wj >>> 0 < Xj >>> 0) { continue } break } break h } $j = Wj } bk = ak Wj = q[lk >> 2] Xj = (Wj + Xj) | 0 ak = q[Xj >> 2] bk = (bk + ak) | 0 q[bk >> 2] = q[bk >> 2] + 1 hd((Wj + w(ek, 12)) | 0, ak, q[(Xj + 4) >> 2]) if (Yj) { Wj = (q[(Zj + 28) >> 2] + q[(Zj + 24) >> 2]) | 0 ak = q[(Zj + 16) >> 2] Xj = q[(Zj + 12) >> 2] bk = (ak - Xj) | 0 if ((Wj | 0) == ((bk ? (w(bk >> 2, 341) + -1) | 0 : 0) | 0)) { re((Zj + 8) | 0) ak = q[(Zj + 16) >> 2] Xj = q[(Zj + 12) >> 2] Wj = (q[(Zj + 24) >> 2] + q[(Zj + 28) >> 2]) | 0 } if ((Xj | 0) == (ak | 0)) { Wj = 0 } else { ak = Xj Xj = ((Wj >>> 0) / 341) | 0 Wj = (q[(ak + (Xj << 2)) >> 2] + w((Wj - w(Xj, 341)) | 0, 12)) | 0 } q[(Wj + 8) >> 2] = ck q[(Wj + 4) >> 2] = _j q[Wj >> 2] = Yj q[(Zj + 28) >> 2] = q[(Zj + 28) >> 2] + 1 } if (!$j) { break e } Wj = (q[(Zj + 28) >> 2] + q[(Zj + 24) >> 2]) | 0 Yj = q[(Zj + 16) >> 2] Xj = q[(Zj + 12) >> 2] ck = (Yj - Xj) | 0 if ((Wj | 0) == ((ck ? (w(ck >> 2, 341) + -1) | 0 : 0) | 0)) { re((Zj + 8) | 0) Yj = q[(Zj + 16) >> 2] Xj = q[(Zj + 12) >> 2] Wj = (q[(Zj + 24) >> 2] + q[(Zj + 28) >> 2]) | 0 } if ((Xj | 0) == (Yj | 0)) { Wj = 0 } else { Yj = ((Wj >>> 0) / 341) | 0 Wj = (q[((Yj << 2) + Xj) >> 2] + w((Wj - w(Yj, 341)) | 0, 12)) | 0 } q[(Wj + 8) >> 2] = ek q[(Wj + 4) >> 2] = _j q[Wj >> 2] = $j q[(Zj + 28) >> 2] = q[(Zj + 28) >> 2] + 1 break e } if (!$j) { break e } bk = 0 while (1) { if (Xj) { _j = q[nk >> 2] jk = q[mk >> 2] sk = q[ek >> 2] tk = q[fk >> 2] Xj = 0 while (1) { ck = (jk + (Xj << 2)) | 0 q[(_j + (q[ck >> 2] << 2)) >> 2] = 0 Yj = q[ck >> 2] << 2 Wj = (q[Ye >> 2] - q[(Yj + tk) >> 2]) | 0 n: { if (!Wj) { break n } Yj = (Yj + _j) | 0 ak = q[(Ye + 48) >> 2] gk = (32 - ak) | 0 if ((Wj | 0) <= (gk | 0)) { dk = q[ik >> 2] if ((dk | 0) == q[ok >> 2]) { q[Yj >> 2] = 0 break n } q[Yj >> 2] = (q[dk >> 2] << ak) >>> (32 - Wj) Wj = (Wj + q[(Ye + 48) >> 2]) | 0 q[(Ye + 48) >> 2] = Wj if ((Wj | 0) != 32) { break n } q[(Ye + 48) >> 2] = 0 q[ik >> 2] = dk + 4 break n } dk = q[ik >> 2] pk = (dk + 4) | 0 if ((pk | 0) == q[ok >> 2]) { q[Yj >> 2] = 0 break n } uk = q[dk >> 2] q[ik >> 2] = pk gk = (Wj - gk) | 0 q[(Ye + 48) >> 2] = gk q[Yj >> 2] = (q[(dk + 4) >> 2] >>> (32 - gk)) | ((uk << ak) >>> (32 - Wj)) } Wj = q[ck >> 2] << 2 Yj = (Wj + _j) | 0 q[Yj >> 2] = q[Yj >> 2] | q[(Wj + sk) >> 2] Xj = (Xj + 1) | 0 if (Xj >>> 0 < t[(Ye + 12) >> 2]) { continue } break } } ck = 0 Xj = q[(ci + 16) >> 2] o: { if ((Xj | 0) == q[hk >> 2]) { break o } while (1) { Xj = (w(ck, 20) + Xj) | 0 Yj = (q[nk >> 2] + (q[(Xj + 4) >> 2] << 2)) | 0 ak = q[Xj >> 2] _j = q[(Xj + 12) >> 2] p: { if (_j >>> 0 > 3) { break p } Wj = q[(ci + 12) >> 2] dk = (Xj + 16) | 0 if (!q[dk >> 2]) { Yj = Wj break p } jk = (Xj + 12) | 0 Xj = 0 while (1) { Wj = Cn(Wj, ((Xj << 2) + Yj) | 0, _j) _j = q[jk >> 2] Wj = (Wj + _j) | 0 Xj = (Xj + 1) | 0 if (Xj >>> 0 < t[dk >> 2]) { continue } break } Yj = q[(ci + 12) >> 2] } Xj = q[(ci + 28) >> 2] Xj = r[(ak + 84) | 0] ? Xj : q[(q[(ak + 68) >> 2] + (Xj << 2)) >> 2] if (Xj >>> 0 >= t[(ak + 80) >> 2]) { break o } Wj = q[(ak + 40) >> 2] Cn((q[q[ak >> 2] >> 2] + w(Wj, Xj)) | 0, Yj, Wj) ck = (ck + 1) | 0 Xj = q[(ci + 16) >> 2] if (ck >>> 0 < (((q[hk >> 2] - Xj) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 bk = (bk + 1) | 0 if ((bk | 0) == ($j | 0)) { break e } Xj = q[(Ye + 12) >> 2] continue } } Xj = q[(Zj + 28) >> 2] if (Xj) { continue } break } Yj = 1 } se((Zj + 8) | 0) Xj = q[(Zj + 12) >> 2] Ye = q[(Zj + 16) >> 2] q: { if ((Xj | 0) == (Ye | 0)) { break q } while (1) { An(q[Xj >> 2]) Xj = (Xj + 4) | 0 if ((Ye | 0) != (Xj | 0)) { continue } break } Ye = q[(Zj + 16) >> 2] Zh = q[(Zj + 12) >> 2] if ((Ye | 0) == (Zh | 0)) { break q } q[(Zj + 16) >> 2] = Ye + ((((((Ye - Zh) | 0) + -4) >>> 2) ^ -1) << 2) } Ye = q[(Zj + 8) >> 2] if (Ye) { An(Ye) } T = (Zj + 32) | 0 return Yj } bn() F() } bn() F() } function ce(Ye, Zh, ci) { var vk = 0, wk = 0, xk = 0, yk = 0, zk = 0, Ak = 0, Bk = 0, Ck = 0, Dk = 0, Ek = 0, Fk = 0, Gk = 0, Hk = 0, Ik = 0, Jk = 0, Kk = 0, Lk = 0, Mk = 0, Nk = 0, Ok = 0, Pk = 0, Qk = 0, Rk = 0, Sk = 0, Tk = 0, Uk = 0 yk = (T - 32) | 0 T = yk vk = q[(Ye + 12) >> 2] q[(yk + 16) >> 2] = 0 q[(yk + 8) >> 2] = 0 q[(yk + 12) >> 2] = 0 a: { if (vk) { if (vk >>> 0 >= 1073741824) { break a } wk = vk << 2 xk = Mm(wk) q[(yk + 8) >> 2] = xk q[(yk + 12) >> 2] = xk q[(yk + 16) >> 2] = wk + xk Ak = Dn(xk, 0, wk) wk = vk while (1) { Ak = (Ak + 4) | 0 wk = (wk + -1) | 0 if (wk) { continue } break } q[(yk + 12) >> 2] = Ak } wk = q[(Ye + 628) >> 2] zk = q[wk >> 2] if (zk) { q[(wk + 4) >> 2] = zk An(zk) q[(wk + 8) >> 2] = 0 q[wk >> 2] = 0 q[(wk + 4) >> 2] = 0 vk = q[(Ye + 12) >> 2] Ak = q[(yk + 12) >> 2] xk = q[(yk + 8) >> 2] } q[wk >> 2] = xk q[(wk + 4) >> 2] = Ak q[(wk + 8) >> 2] = q[(yk + 16) >> 2] Ak = 0 q[(yk + 16) >> 2] = 0 q[(yk + 8) >> 2] = 0 q[(yk + 12) >> 2] = 0 wk = 0 b: { if (vk) { if (vk >>> 0 >= 1073741824) { break b } xk = vk << 2 wk = Mm(xk) q[(yk + 8) >> 2] = wk q[(yk + 12) >> 2] = wk q[(yk + 16) >> 2] = wk + xk Ak = Dn(wk, 0, xk) while (1) { Ak = (Ak + 4) | 0 vk = (vk + -1) | 0 if (vk) { continue } break } q[(yk + 12) >> 2] = Ak } xk = q[(Ye + 640) >> 2] vk = q[xk >> 2] if (vk) { q[(xk + 4) >> 2] = vk An(vk) q[(xk + 8) >> 2] = 0 q[xk >> 2] = 0 q[(xk + 4) >> 2] = 0 Ak = q[(yk + 12) >> 2] wk = q[(yk + 8) >> 2] } q[xk >> 2] = wk q[(xk + 4) >> 2] = Ak q[(xk + 8) >> 2] = q[(yk + 16) >> 2] vk = (yk + 24) | 0 q[vk >> 2] = 0 q[(vk + 4) >> 2] = 0 wk = (yk + 16) | 0 q[wk >> 2] = 0 q[(wk + 4) >> 2] = 0 q[(yk + 8) >> 2] = 0 q[(yk + 12) >> 2] = 0 re((yk + 8) | 0) zk = q[wk >> 2] wk = q[(yk + 12) >> 2] xk = 0 c: { if ((zk | 0) == (wk | 0)) { break c } xk = (q[vk >> 2] + q[(yk + 28) >> 2]) | 0 vk = ((xk >>> 0) / 341) | 0 xk = (q[(wk + (vk << 2)) >> 2] + w((xk - w(vk, 341)) | 0, 12)) | 0 } q[(xk + 4) >> 2] = 0 q[(xk + 8) >> 2] = 0 q[xk >> 2] = Zh wk = 1 xk = q[(yk + 28) >> 2] vk = (xk + 1) | 0 q[(yk + 28) >> 2] = vk d: { if (vk >>> 0 < xk >>> 0) { break d } Mk = (Ye + 640) | 0 Lk = (Ye + 628) | 0 Jk = (ci + 20) | 0 Nk = (Ye + 616) | 0 Ok = (Ye + 604) | 0 Kk = (Ye + 556) | 0 Pk = (Ye + 548) | 0 Rk = (Ye + 588) | 0 while (1) { Dk = q[(yk + 12) >> 2] wk = q[(yk + 24) >> 2] Ak = (vk + -1) | 0 xk = (wk + Ak) | 0 zk = ((xk >>> 0) / 341) | 0 xk = (q[(Dk + (zk << 2)) >> 2] + w((xk - w(zk, 341)) | 0, 12)) | 0 Ck = q[(xk + 8) >> 2] Fk = q[(xk + 4) >> 2] zk = q[xk >> 2] q[(yk + 28) >> 2] = Ak xk = q[(yk + 16) >> 2] Ak = (xk - Dk) | 0 if (((((Ak ? (w(Ak >> 2, 341) + -1) | 0 : 0) - ((vk + wk) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(xk + -4) >> 2]) q[(yk + 16) >> 2] = q[(yk + 16) >> 2] + -4 } wk = 0 if (zk >>> 0 > Zh >>> 0) { break d } xk = q[Lk >> 2] Bk = w(Ck, 12) Gk = (Bk + q[Mk >> 2]) | 0 Ak = ml(Ye, Gk, Fk) if (Ak >>> 0 >= t[(Ye + 12) >> 2]) { break d } Dk = (xk + Bk) | 0 e: { f: { Fk = Ak << 2 vk = (q[Ye >> 2] - q[(Fk + q[Gk >> 2]) >> 2]) | 0 if (!vk) { if (!zk) { break f } Gk = 0 while (1) { Ck = 0 vk = q[(ci + 16) >> 2] g: { if ((vk | 0) == q[Jk >> 2]) { break g } while (1) { vk = (w(Ck, 20) + vk) | 0 xk = (q[Dk >> 2] + (q[(vk + 4) >> 2] << 2)) | 0 Bk = q[vk >> 2] Ak = q[(vk + 12) >> 2] h: { if (Ak >>> 0 > 3) { break h } wk = q[(ci + 12) >> 2] Fk = (vk + 16) | 0 if (!q[Fk >> 2]) { xk = wk break h } Ek = (vk + 12) | 0 vk = 0 while (1) { wk = Cn(wk, ((vk << 2) + xk) | 0, Ak) Ak = q[Ek >> 2] wk = (wk + Ak) | 0 vk = (vk + 1) | 0 if (vk >>> 0 < t[Fk >> 2]) { continue } break } xk = q[(ci + 12) >> 2] } vk = q[(ci + 28) >> 2] vk = r[(Bk + 84) | 0] ? vk : q[(q[(Bk + 68) >> 2] + (vk << 2)) >> 2] if (vk >>> 0 >= t[(Bk + 80) >> 2]) { break g } wk = vk vk = q[(Bk + 40) >> 2] Cn((q[q[Bk >> 2] >> 2] + w(wk, vk)) | 0, xk, vk) Ck = (Ck + 1) | 0 vk = q[(ci + 16) >> 2] if (Ck >>> 0 < (((q[Jk >> 2] - vk) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 Gk = (Gk + 1) | 0 if ((zk | 0) != (Gk | 0)) { continue } break } break f } i: { j: { k: { l: { if (zk >>> 0 <= 2) { xk = q[Nk >> 2] q[xk >> 2] = Ak wk = 1 vk = q[(Ye + 12) >> 2] if (vk >>> 0 > 1) { break l } break i } if (t[(Ye + 8) >> 2] > t[(Ye + 4) >> 2]) { break d } xk = q[Lk >> 2] Ek = (Ck + 1) | 0 Gk = w(Ek, 12) wk = (xk + Gk) | 0 if ((wk | 0) != (Dk | 0)) { hd(wk, q[Dk >> 2], q[(Dk + 4) >> 2]) xk = q[Lk >> 2] } xk = (Fk + q[(xk + Gk) >> 2]) | 0 q[xk >> 2] = q[xk >> 2] + (1 << (vk + -1)) wk = 0 vk = 0 xk = z(zk) ^ 31 if (xk) { while (1) { wk = dh(((((vk << 4) + Ye) | 0) + 16) | 0) | (wk << 1) vk = (vk + 1) | 0 if ((xk | 0) != (vk | 0)) { continue } break } } wk = ((zk >>> 1) - wk) | 0 vk = (zk - wk) | 0 m: { if ((vk | 0) == (wk | 0)) { vk = wk break m } xk = q[(Ye + 596) >> 2] if ((xk | 0) == q[Rk >> 2]) { break k } zk = q[xk >> 2] Dk = q[(Ye + 600) >> 2] Hk = (Dk + 1) | 0 q[(Ye + 600) >> 2] = Hk zk = zk & (-2147483648 >>> Dk) n: { if ((Hk | 0) == 32) { q[(Ye + 600) >> 2] = 0 q[(Ye + 596) >> 2] = xk + 4 if (zk) { break n } break k } if (!zk) { break k } } } xk = vk vk = wk break j } while (1) { Ak = ((vk + -1) | 0) == (Ak | 0) ? 0 : (Ak + 1) | 0 q[(xk + (wk << 2)) >> 2] = Ak wk = (wk + 1) | 0 vk = q[(Ye + 12) >> 2] if (wk >>> 0 < vk >>> 0) { continue } break } break i } xk = wk } wk = q[Mk >> 2] zk = (wk + Bk) | 0 Dk = q[zk >> 2] Bk = (Dk + Fk) | 0 q[Bk >> 2] = q[Bk >> 2] + 1 hd((wk + Gk) | 0, Dk, q[(zk + 4) >> 2]) if (vk) { Dk = (q[(yk + 28) >> 2] + q[(yk + 24) >> 2]) | 0 Bk = q[(yk + 16) >> 2] wk = q[(yk + 12) >> 2] zk = (Bk - wk) | 0 if ((Dk | 0) == ((zk ? (w(zk >> 2, 341) + -1) | 0 : 0) | 0)) { re((yk + 8) | 0) Dk = (q[(yk + 24) >> 2] + q[(yk + 28) >> 2]) | 0 Bk = q[(yk + 16) >> 2] wk = q[(yk + 12) >> 2] } zk = 0 o: { if ((wk | 0) == (Bk | 0)) { break o } zk = wk wk = ((Dk >>> 0) / 341) | 0 zk = (q[(zk + (wk << 2)) >> 2] + w((Dk - w(wk, 341)) | 0, 12)) | 0 } q[(zk + 8) >> 2] = Ck q[(zk + 4) >> 2] = Ak q[zk >> 2] = vk q[(yk + 28) >> 2] = q[(yk + 28) >> 2] + 1 } if (!xk) { break f } wk = (q[(yk + 28) >> 2] + q[(yk + 24) >> 2]) | 0 zk = q[(yk + 16) >> 2] vk = q[(yk + 12) >> 2] Ck = (zk - vk) | 0 if ((wk | 0) == ((Ck ? (w(Ck >> 2, 341) + -1) | 0 : 0) | 0)) { re((yk + 8) | 0) zk = q[(yk + 16) >> 2] wk = (q[(yk + 24) >> 2] + q[(yk + 28) >> 2]) | 0 vk = q[(yk + 12) >> 2] } if ((vk | 0) == (zk | 0)) { vk = 0 } else { zk = vk vk = ((wk >>> 0) / 341) | 0 vk = (q[(zk + (vk << 2)) >> 2] + w((wk - w(vk, 341)) | 0, 12)) | 0 } q[(vk + 8) >> 2] = Ek q[(vk + 4) >> 2] = Ak q[vk >> 2] = xk vk = (q[(yk + 28) >> 2] + 1) | 0 q[(yk + 28) >> 2] = vk break e } if (!zk) { break f } Fk = 0 while (1) { if (vk) { Ak = q[Ok >> 2] Hk = q[Nk >> 2] Sk = q[Dk >> 2] Tk = q[Gk >> 2] vk = 0 while (1) { Ck = (Hk + (vk << 2)) | 0 q[(Ak + (q[Ck >> 2] << 2)) >> 2] = 0 wk = q[Ck >> 2] << 2 xk = (q[Ye >> 2] - q[(wk + Tk) >> 2]) | 0 p: { if (!xk) { break p } wk = (wk + Ak) | 0 Bk = q[(Ye + 560) >> 2] Ik = (32 - Bk) | 0 if ((xk | 0) <= (Ik | 0)) { Ek = q[Kk >> 2] if ((Ek | 0) == q[Pk >> 2]) { q[wk >> 2] = 0 break p } q[wk >> 2] = (q[Ek >> 2] << Bk) >>> (32 - xk) xk = (xk + q[(Ye + 560) >> 2]) | 0 q[(Ye + 560) >> 2] = xk if ((xk | 0) != 32) { break p } q[(Ye + 560) >> 2] = 0 q[Kk >> 2] = Ek + 4 break p } Ek = q[Kk >> 2] Qk = (Ek + 4) | 0 if ((Qk | 0) == q[Pk >> 2]) { q[wk >> 2] = 0 break p } Uk = q[Ek >> 2] q[Kk >> 2] = Qk Ik = (xk - Ik) | 0 q[(Ye + 560) >> 2] = Ik q[wk >> 2] = (q[(Ek + 4) >> 2] >>> (32 - Ik)) | ((Uk << Bk) >>> (32 - xk)) } xk = q[Ck >> 2] << 2 wk = (xk + Ak) | 0 q[wk >> 2] = q[wk >> 2] | q[(xk + Sk) >> 2] vk = (vk + 1) | 0 if (vk >>> 0 < t[(Ye + 12) >> 2]) { continue } break } } Ck = 0 vk = q[(ci + 16) >> 2] q: { if ((vk | 0) == q[Jk >> 2]) { break q } while (1) { vk = (w(Ck, 20) + vk) | 0 xk = (q[Ok >> 2] + (q[(vk + 4) >> 2] << 2)) | 0 Bk = q[vk >> 2] Ak = q[(vk + 12) >> 2] r: { if (Ak >>> 0 > 3) { break r } wk = q[(ci + 12) >> 2] Ek = (vk + 16) | 0 if (!q[Ek >> 2]) { xk = wk break r } Hk = (vk + 12) | 0 vk = 0 while (1) { wk = Cn(wk, ((vk << 2) + xk) | 0, Ak) Ak = q[Hk >> 2] wk = (wk + Ak) | 0 vk = (vk + 1) | 0 if (vk >>> 0 < t[Ek >> 2]) { continue } break } xk = q[(ci + 12) >> 2] } vk = q[(ci + 28) >> 2] vk = r[(Bk + 84) | 0] ? vk : q[(q[(Bk + 68) >> 2] + (vk << 2)) >> 2] if (vk >>> 0 >= t[(Bk + 80) >> 2]) { break q } wk = vk vk = q[(Bk + 40) >> 2] Cn((q[q[Bk >> 2] >> 2] + w(wk, vk)) | 0, xk, vk) Ck = (Ck + 1) | 0 vk = q[(ci + 16) >> 2] if (Ck >>> 0 < (((q[Jk >> 2] - vk) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 Fk = (Fk + 1) | 0 if ((Fk | 0) == (zk | 0)) { break f } vk = q[(Ye + 12) >> 2] continue } } vk = q[(yk + 28) >> 2] } if (vk) { continue } break } wk = 1 } se((yk + 8) | 0) vk = q[(yk + 12) >> 2] Ye = q[(yk + 16) >> 2] s: { if ((vk | 0) == (Ye | 0)) { break s } while (1) { An(q[vk >> 2]) vk = (vk + 4) | 0 if ((Ye | 0) != (vk | 0)) { continue } break } Ye = q[(yk + 16) >> 2] Zh = q[(yk + 12) >> 2] if ((Ye | 0) == (Zh | 0)) { break s } q[(yk + 16) >> 2] = Ye + ((((((Ye - Zh) | 0) + -4) >>> 2) ^ -1) << 2) } Ye = q[(yk + 8) >> 2] if (Ye) { An(Ye) } T = (yk + 32) | 0 return wk } bn() F() } bn() F() } function de(q) { ah(q) ah((q + 16) | 0) ah((q + 32) | 0) ah((q + 48) | 0) ah((q - -64) | 0) ah((q + 80) | 0) ah((q + 96) | 0) ah((q + 112) | 0) ah((q + 128) | 0) ah((q + 144) | 0) ah((q + 160) | 0) ah((q + 176) | 0) ah((q + 192) | 0) ah((q + 208) | 0) ah((q + 224) | 0) ah((q + 240) | 0) ah((q + 256) | 0) ah((q + 272) | 0) ah((q + 288) | 0) ah((q + 304) | 0) ah((q + 320) | 0) ah((q + 336) | 0) ah((q + 352) | 0) ah((q + 368) | 0) ah((q + 384) | 0) ah((q + 400) | 0) ah((q + 416) | 0) ah((q + 432) | 0) ah((q + 448) | 0) ah((q + 464) | 0) ah((q + 480) | 0) ah((q + 496) | 0) } function ee(Ye, Zh, ci) { var Vk = 0, Wk = 0, Xk = 0, Yk = 0, Zk = 0, _k = 0, $k = 0, al = 0, bl = 0, cl = 0, dl = 0, el = 0, fl = 0, gl = 0, hl = 0, il = 0, jl = 0, kl = 0, ll = 0, ml = 0, nl = 0, ol = 0, pl = 0, ql = 0, rl = 0, sl = 0 Yk = (T - 32) | 0 T = Yk Vk = q[(Ye + 12) >> 2] q[(Yk + 16) >> 2] = 0 q[(Yk + 8) >> 2] = 0 q[(Yk + 12) >> 2] = 0 a: { if (Vk) { if (Vk >>> 0 >= 1073741824) { break a } Wk = Vk << 2 Xk = Mm(Wk) q[(Yk + 8) >> 2] = Xk q[(Yk + 12) >> 2] = Xk q[(Yk + 16) >> 2] = Wk + Xk Zk = Dn(Xk, 0, Wk) Wk = Vk while (1) { Zk = (Zk + 4) | 0 Wk = (Wk + -1) | 0 if (Wk) { continue } break } q[(Yk + 12) >> 2] = Zk } Wk = q[(Ye + 628) >> 2] _k = q[Wk >> 2] if (_k) { q[(Wk + 4) >> 2] = _k An(_k) q[(Wk + 8) >> 2] = 0 q[Wk >> 2] = 0 q[(Wk + 4) >> 2] = 0 Vk = q[(Ye + 12) >> 2] Zk = q[(Yk + 12) >> 2] Xk = q[(Yk + 8) >> 2] } q[Wk >> 2] = Xk q[(Wk + 4) >> 2] = Zk q[(Wk + 8) >> 2] = q[(Yk + 16) >> 2] Zk = 0 q[(Yk + 16) >> 2] = 0 q[(Yk + 8) >> 2] = 0 q[(Yk + 12) >> 2] = 0 Wk = 0 b: { if (Vk) { if (Vk >>> 0 >= 1073741824) { break b } Xk = Vk << 2 Wk = Mm(Xk) q[(Yk + 8) >> 2] = Wk q[(Yk + 12) >> 2] = Wk q[(Yk + 16) >> 2] = Wk + Xk Zk = Dn(Wk, 0, Xk) while (1) { Zk = (Zk + 4) | 0 Vk = (Vk + -1) | 0 if (Vk) { continue } break } q[(Yk + 12) >> 2] = Zk } Xk = q[(Ye + 640) >> 2] Vk = q[Xk >> 2] if (Vk) { q[(Xk + 4) >> 2] = Vk An(Vk) q[(Xk + 8) >> 2] = 0 q[Xk >> 2] = 0 q[(Xk + 4) >> 2] = 0 Zk = q[(Yk + 12) >> 2] Wk = q[(Yk + 8) >> 2] } q[Xk >> 2] = Wk q[(Xk + 4) >> 2] = Zk q[(Xk + 8) >> 2] = q[(Yk + 16) >> 2] Vk = (Yk + 24) | 0 q[Vk >> 2] = 0 q[(Vk + 4) >> 2] = 0 Wk = (Yk + 16) | 0 q[Wk >> 2] = 0 q[(Wk + 4) >> 2] = 0 q[(Yk + 8) >> 2] = 0 q[(Yk + 12) >> 2] = 0 re((Yk + 8) | 0) _k = q[Wk >> 2] Wk = q[(Yk + 12) >> 2] Xk = 0 c: { if ((_k | 0) == (Wk | 0)) { break c } Xk = (q[Vk >> 2] + q[(Yk + 28) >> 2]) | 0 Vk = ((Xk >>> 0) / 341) | 0 Xk = (q[(Wk + (Vk << 2)) >> 2] + w((Xk - w(Vk, 341)) | 0, 12)) | 0 } q[(Xk + 4) >> 2] = 0 q[(Xk + 8) >> 2] = 0 q[Xk >> 2] = Zh Xk = 1 Wk = q[(Yk + 28) >> 2] Vk = (Wk + 1) | 0 q[(Yk + 28) >> 2] = Vk d: { if (Vk >>> 0 < Wk >>> 0) { break d } jl = (Ye + 628) | 0 kl = (Ye + 640) | 0 gl = (ci + 20) | 0 ll = (Ye + 616) | 0 ml = (Ye + 604) | 0 hl = (Ye + 556) | 0 nl = (Ye + 548) | 0 pl = (Ye + 588) | 0 while (1) { dl = q[(Yk + 12) >> 2] Zk = q[(Yk + 24) >> 2] $k = (Vk + -1) | 0 Xk = (Zk + $k) | 0 Wk = ((Xk >>> 0) / 341) | 0 Xk = (q[(dl + (Wk << 2)) >> 2] + w((Xk - w(Wk, 341)) | 0, 12)) | 0 al = q[(Xk + 8) >> 2] Wk = q[(Xk + 4) >> 2] _k = q[Xk >> 2] q[(Yk + 28) >> 2] = $k Xk = q[(Yk + 16) >> 2] $k = (Xk - dl) | 0 if ((((($k ? (w($k >> 2, 341) + -1) | 0 : 0) - ((Vk + Zk) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(Xk + -4) >> 2]) q[(Yk + 16) >> 2] = q[(Yk + 16) >> 2] + -4 } if (_k >>> 0 > Zh >>> 0) { Xk = 0 break d } Xk = 0 Vk = q[(Ye + 12) >> 2] Zk = (Wk | 0) == ((Vk + -1) | 0) ? 0 : (Wk + 1) | 0 if (Zk >>> 0 >= Vk >>> 0) { break d } Vk = q[jl >> 2] $k = w(al, 12) dl = (Vk + $k) | 0 e: { f: { bl = Zk << 2 el = ($k + q[kl >> 2]) | 0 Wk = (q[Ye >> 2] - q[(bl + q[el >> 2]) >> 2]) | 0 if (!Wk) { if (!_k) { break f } bl = 0 while (1) { $k = 0 Vk = q[(ci + 16) >> 2] g: { if ((Vk | 0) == q[gl >> 2]) { break g } while (1) { Vk = (w($k, 20) + Vk) | 0 Xk = (q[dl >> 2] + (q[(Vk + 4) >> 2] << 2)) | 0 al = q[Vk >> 2] Zk = q[(Vk + 12) >> 2] h: { if (Zk >>> 0 > 3) { break h } Wk = q[(ci + 12) >> 2] cl = (Vk + 16) | 0 if (!q[cl >> 2]) { Xk = Wk break h } el = (Vk + 12) | 0 Vk = 0 while (1) { Wk = Cn(Wk, ((Vk << 2) + Xk) | 0, Zk) Zk = q[el >> 2] Wk = (Wk + Zk) | 0 Vk = (Vk + 1) | 0 if (Vk >>> 0 < t[cl >> 2]) { continue } break } Xk = q[(ci + 12) >> 2] } Vk = q[(ci + 28) >> 2] Vk = r[(al + 84) | 0] ? Vk : q[(q[(al + 68) >> 2] + (Vk << 2)) >> 2] if (Vk >>> 0 >= t[(al + 80) >> 2]) { break g } Wk = Vk Vk = q[(al + 40) >> 2] Cn((q[q[al >> 2] >> 2] + w(Wk, Vk)) | 0, Xk, Vk) $k = ($k + 1) | 0 Vk = q[(ci + 16) >> 2] if ($k >>> 0 < (((q[gl >> 2] - Vk) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 bl = (bl + 1) | 0 if ((_k | 0) != (bl | 0)) { continue } break } break f } i: { j: { k: { l: { if (_k >>> 0 <= 2) { Xk = q[ll >> 2] q[Xk >> 2] = Zk Wk = 1 Vk = q[(Ye + 12) >> 2] if (Vk >>> 0 > 1) { break l } break i } if (t[(Ye + 8) >> 2] > t[(Ye + 4) >> 2]) { break d } Xk = ($k + 12) | 0 hd((Xk + Vk) | 0, q[dl >> 2], q[(dl + 4) >> 2]) Xk = (bl + q[(Xk + q[jl >> 2]) >> 2]) | 0 q[Xk >> 2] = q[Xk >> 2] + (1 << (Wk + -1)) Wk = 0 Vk = 0 Xk = z(_k) ^ 31 if (Xk) { while (1) { Wk = dh(((((Vk << 4) + Ye) | 0) + 16) | 0) | (Wk << 1) Vk = (Vk + 1) | 0 if ((Xk | 0) != (Vk | 0)) { continue } break } } dl = (al + 1) | 0 Wk = ((_k >>> 1) - Wk) | 0 Vk = (_k - Wk) | 0 m: { if ((Vk | 0) == (Wk | 0)) { Vk = Wk break m } Xk = q[(Ye + 596) >> 2] if ((Xk | 0) == q[pl >> 2]) { break k } _k = q[Xk >> 2] cl = q[(Ye + 600) >> 2] el = (cl + 1) | 0 q[(Ye + 600) >> 2] = el _k = _k & (-2147483648 >>> cl) n: { if ((el | 0) == 32) { q[(Ye + 600) >> 2] = 0 q[(Ye + 596) >> 2] = Xk + 4 if (_k) { break n } break k } if (!_k) { break k } } } Xk = Vk Vk = Wk break j } while (1) { Zk = ((Vk + -1) | 0) == (Zk | 0) ? 0 : (Zk + 1) | 0 q[(Xk + (Wk << 2)) >> 2] = Zk Wk = (Wk + 1) | 0 Vk = q[(Ye + 12) >> 2] if (Wk >>> 0 < Vk >>> 0) { continue } break } break i } Xk = Wk } Wk = q[kl >> 2] _k = (Wk + $k) | 0 $k = q[_k >> 2] bl = ($k + bl) | 0 q[bl >> 2] = q[bl >> 2] + 1 hd((Wk + w(dl, 12)) | 0, $k, q[(_k + 4) >> 2]) if (Vk) { $k = (q[(Yk + 28) >> 2] + q[(Yk + 24) >> 2]) | 0 bl = q[(Yk + 16) >> 2] Wk = q[(Yk + 12) >> 2] _k = (bl - Wk) | 0 if (($k | 0) == ((_k ? (w(_k >> 2, 341) + -1) | 0 : 0) | 0)) { re((Yk + 8) | 0) $k = (q[(Yk + 24) >> 2] + q[(Yk + 28) >> 2]) | 0 bl = q[(Yk + 16) >> 2] Wk = q[(Yk + 12) >> 2] } _k = 0 o: { if ((Wk | 0) == (bl | 0)) { break o } _k = Wk Wk = (($k >>> 0) / 341) | 0 _k = (q[(_k + (Wk << 2)) >> 2] + w(($k - w(Wk, 341)) | 0, 12)) | 0 } q[(_k + 8) >> 2] = al q[(_k + 4) >> 2] = Zk q[_k >> 2] = Vk q[(Yk + 28) >> 2] = q[(Yk + 28) >> 2] + 1 } if (!Xk) { break f } Wk = (q[(Yk + 28) >> 2] + q[(Yk + 24) >> 2]) | 0 $k = q[(Yk + 16) >> 2] Vk = q[(Yk + 12) >> 2] _k = ($k - Vk) | 0 if ((Wk | 0) == ((_k ? (w(_k >> 2, 341) + -1) | 0 : 0) | 0)) { re((Yk + 8) | 0) $k = q[(Yk + 16) >> 2] Wk = (q[(Yk + 24) >> 2] + q[(Yk + 28) >> 2]) | 0 Vk = q[(Yk + 12) >> 2] } if ((Vk | 0) == ($k | 0)) { Vk = 0 } else { _k = Vk Vk = ((Wk >>> 0) / 341) | 0 Vk = (q[(_k + (Vk << 2)) >> 2] + w((Wk - w(Vk, 341)) | 0, 12)) | 0 } q[(Vk + 8) >> 2] = dl q[(Vk + 4) >> 2] = Zk q[Vk >> 2] = Xk Vk = (q[(Yk + 28) >> 2] + 1) | 0 q[(Yk + 28) >> 2] = Vk break e } if (!_k) { break f } bl = 0 while (1) { if (Vk) { Zk = q[ml >> 2] il = q[ll >> 2] ql = q[dl >> 2] rl = q[el >> 2] Vk = 0 while (1) { $k = (il + (Vk << 2)) | 0 q[(Zk + (q[$k >> 2] << 2)) >> 2] = 0 Wk = q[$k >> 2] << 2 Xk = (q[Ye >> 2] - q[(Wk + rl) >> 2]) | 0 p: { if (!Xk) { break p } Wk = (Wk + Zk) | 0 al = q[(Ye + 560) >> 2] fl = (32 - al) | 0 if ((Xk | 0) <= (fl | 0)) { cl = q[hl >> 2] if ((cl | 0) == q[nl >> 2]) { q[Wk >> 2] = 0 break p } q[Wk >> 2] = (q[cl >> 2] << al) >>> (32 - Xk) Xk = (Xk + q[(Ye + 560) >> 2]) | 0 q[(Ye + 560) >> 2] = Xk if ((Xk | 0) != 32) { break p } q[(Ye + 560) >> 2] = 0 q[hl >> 2] = cl + 4 break p } cl = q[hl >> 2] ol = (cl + 4) | 0 if ((ol | 0) == q[nl >> 2]) { q[Wk >> 2] = 0 break p } sl = q[cl >> 2] q[hl >> 2] = ol fl = (Xk - fl) | 0 q[(Ye + 560) >> 2] = fl q[Wk >> 2] = (q[(cl + 4) >> 2] >>> (32 - fl)) | ((sl << al) >>> (32 - Xk)) } Xk = q[$k >> 2] << 2 Wk = (Xk + Zk) | 0 q[Wk >> 2] = q[Wk >> 2] | q[(Xk + ql) >> 2] Vk = (Vk + 1) | 0 if (Vk >>> 0 < t[(Ye + 12) >> 2]) { continue } break } } $k = 0 Vk = q[(ci + 16) >> 2] q: { if ((Vk | 0) == q[gl >> 2]) { break q } while (1) { Vk = (w($k, 20) + Vk) | 0 Xk = (q[ml >> 2] + (q[(Vk + 4) >> 2] << 2)) | 0 al = q[Vk >> 2] Zk = q[(Vk + 12) >> 2] r: { if (Zk >>> 0 > 3) { break r } Wk = q[(ci + 12) >> 2] cl = (Vk + 16) | 0 if (!q[cl >> 2]) { Xk = Wk break r } il = (Vk + 12) | 0 Vk = 0 while (1) { Wk = Cn(Wk, ((Vk << 2) + Xk) | 0, Zk) Zk = q[il >> 2] Wk = (Wk + Zk) | 0 Vk = (Vk + 1) | 0 if (Vk >>> 0 < t[cl >> 2]) { continue } break } Xk = q[(ci + 12) >> 2] } Vk = q[(ci + 28) >> 2] Vk = r[(al + 84) | 0] ? Vk : q[(q[(al + 68) >> 2] + (Vk << 2)) >> 2] if (Vk >>> 0 >= t[(al + 80) >> 2]) { break q } Wk = Vk Vk = q[(al + 40) >> 2] Cn((q[q[al >> 2] >> 2] + w(Wk, Vk)) | 0, Xk, Vk) $k = ($k + 1) | 0 Vk = q[(ci + 16) >> 2] if ($k >>> 0 < (((q[gl >> 2] - Vk) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 bl = (bl + 1) | 0 if ((bl | 0) == (_k | 0)) { break f } Vk = q[(Ye + 12) >> 2] continue } } Vk = q[(Yk + 28) >> 2] } if (Vk) { continue } break } Xk = 1 } se((Yk + 8) | 0) Vk = q[(Yk + 12) >> 2] Ye = q[(Yk + 16) >> 2] s: { if ((Vk | 0) == (Ye | 0)) { break s } while (1) { An(q[Vk >> 2]) Vk = (Vk + 4) | 0 if ((Ye | 0) != (Vk | 0)) { continue } break } Ye = q[(Yk + 16) >> 2] Zh = q[(Yk + 12) >> 2] if ((Ye | 0) == (Zh | 0)) { break s } q[(Yk + 16) >> 2] = Ye + ((((((Ye - Zh) | 0) + -4) >>> 2) ^ -1) << 2) } Ye = q[(Yk + 8) >> 2] if (Ye) { An(Ye) } T = (Yk + 32) | 0 return Xk } bn() F() } bn() F() } function fe(Ye, Zh, ci) { var tl = 0, ul = 0, vl = 0, wl = 0, xl = 0, yl = 0, zl = 0, Al = 0, Bl = 0, Cl = 0, Dl = 0, El = 0, Fl = 0, Gl = 0, Hl = 0, Il = 0, Jl = 0, Kl = 0, Ll = 0, Ml = 0, Nl = 0, Ol = 0, Pl = 0, Ql = 0, Rl = 0, Sl = 0 wl = (T - 32) | 0 T = wl tl = q[(Ye + 12) >> 2] q[(wl + 16) >> 2] = 0 q[(wl + 8) >> 2] = 0 q[(wl + 12) >> 2] = 0 a: { if (tl) { if (tl >>> 0 >= 1073741824) { break a } ul = tl << 2 vl = Mm(ul) q[(wl + 8) >> 2] = vl q[(wl + 12) >> 2] = vl q[(wl + 16) >> 2] = ul + vl yl = Dn(vl, 0, ul) ul = tl while (1) { yl = (yl + 4) | 0 ul = (ul + -1) | 0 if (ul) { continue } break } q[(wl + 12) >> 2] = yl } ul = q[(Ye + 628) >> 2] xl = q[ul >> 2] if (xl) { q[(ul + 4) >> 2] = xl An(xl) q[(ul + 8) >> 2] = 0 q[ul >> 2] = 0 q[(ul + 4) >> 2] = 0 tl = q[(Ye + 12) >> 2] yl = q[(wl + 12) >> 2] vl = q[(wl + 8) >> 2] } q[ul >> 2] = vl q[(ul + 4) >> 2] = yl q[(ul + 8) >> 2] = q[(wl + 16) >> 2] yl = 0 q[(wl + 16) >> 2] = 0 q[(wl + 8) >> 2] = 0 q[(wl + 12) >> 2] = 0 ul = 0 b: { if (tl) { if (tl >>> 0 >= 1073741824) { break b } vl = tl << 2 ul = Mm(vl) q[(wl + 8) >> 2] = ul q[(wl + 12) >> 2] = ul q[(wl + 16) >> 2] = ul + vl yl = Dn(ul, 0, vl) while (1) { yl = (yl + 4) | 0 tl = (tl + -1) | 0 if (tl) { continue } break } q[(wl + 12) >> 2] = yl } vl = q[(Ye + 640) >> 2] tl = q[vl >> 2] if (tl) { q[(vl + 4) >> 2] = tl An(tl) q[(vl + 8) >> 2] = 0 q[vl >> 2] = 0 q[(vl + 4) >> 2] = 0 yl = q[(wl + 12) >> 2] ul = q[(wl + 8) >> 2] } q[vl >> 2] = ul q[(vl + 4) >> 2] = yl q[(vl + 8) >> 2] = q[(wl + 16) >> 2] tl = (wl + 24) | 0 q[tl >> 2] = 0 q[(tl + 4) >> 2] = 0 ul = (wl + 16) | 0 q[ul >> 2] = 0 q[(ul + 4) >> 2] = 0 q[(wl + 8) >> 2] = 0 q[(wl + 12) >> 2] = 0 re((wl + 8) | 0) xl = q[ul >> 2] ul = q[(wl + 12) >> 2] vl = 0 c: { if ((xl | 0) == (ul | 0)) { break c } vl = (q[tl >> 2] + q[(wl + 28) >> 2]) | 0 tl = ((vl >>> 0) / 341) | 0 vl = (q[(ul + (tl << 2)) >> 2] + w((vl - w(tl, 341)) | 0, 12)) | 0 } q[(vl + 4) >> 2] = 0 q[(vl + 8) >> 2] = 0 q[vl >> 2] = Zh ul = 1 vl = q[(wl + 28) >> 2] tl = (vl + 1) | 0 q[(wl + 28) >> 2] = tl d: { if (tl >>> 0 < vl >>> 0) { break d } Kl = (Ye + 640) | 0 Jl = (Ye + 628) | 0 Hl = (ci + 20) | 0 Ll = (Ye + 616) | 0 Ml = (Ye + 604) | 0 Il = (Ye + 556) | 0 Nl = (Ye + 548) | 0 Pl = (Ye + 588) | 0 while (1) { Bl = q[(wl + 12) >> 2] ul = q[(wl + 24) >> 2] yl = (tl + -1) | 0 vl = (ul + yl) | 0 xl = ((vl >>> 0) / 341) | 0 vl = (q[(Bl + (xl << 2)) >> 2] + w((vl - w(xl, 341)) | 0, 12)) | 0 Al = q[(vl + 8) >> 2] xl = q[vl >> 2] q[(wl + 28) >> 2] = yl vl = q[(wl + 16) >> 2] yl = (vl - Bl) | 0 if (((((yl ? (w(yl >> 2, 341) + -1) | 0 : 0) - ((tl + ul) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(vl + -4) >> 2]) q[(wl + 16) >> 2] = q[(wl + 16) >> 2] + -4 } ul = 0 if (xl >>> 0 > Zh >>> 0) { break d } vl = q[Jl >> 2] zl = w(Al, 12) Dl = (zl + q[Kl >> 2]) | 0 yl = nl(Ye, xl, Dl) if (yl >>> 0 >= t[(Ye + 12) >> 2]) { break d } Bl = (vl + zl) | 0 e: { f: { El = yl << 2 tl = (q[Ye >> 2] - q[(El + q[Dl >> 2]) >> 2]) | 0 if (!tl) { if (!xl) { break f } Dl = 0 while (1) { Al = 0 tl = q[(ci + 16) >> 2] g: { if ((tl | 0) == q[Hl >> 2]) { break g } while (1) { tl = (w(Al, 20) + tl) | 0 vl = (q[Bl >> 2] + (q[(tl + 4) >> 2] << 2)) | 0 zl = q[tl >> 2] yl = q[(tl + 12) >> 2] h: { if (yl >>> 0 > 3) { break h } ul = q[(ci + 12) >> 2] El = (tl + 16) | 0 if (!q[El >> 2]) { vl = ul break h } Cl = (tl + 12) | 0 tl = 0 while (1) { ul = Cn(ul, ((tl << 2) + vl) | 0, yl) yl = q[Cl >> 2] ul = (ul + yl) | 0 tl = (tl + 1) | 0 if (tl >>> 0 < t[El >> 2]) { continue } break } vl = q[(ci + 12) >> 2] } tl = q[(ci + 28) >> 2] tl = r[(zl + 84) | 0] ? tl : q[(q[(zl + 68) >> 2] + (tl << 2)) >> 2] if (tl >>> 0 >= t[(zl + 80) >> 2]) { break g } ul = tl tl = q[(zl + 40) >> 2] Cn((q[q[zl >> 2] >> 2] + w(ul, tl)) | 0, vl, tl) Al = (Al + 1) | 0 tl = q[(ci + 16) >> 2] if (Al >>> 0 < (((q[Hl >> 2] - tl) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 Dl = (Dl + 1) | 0 if ((xl | 0) != (Dl | 0)) { continue } break } break f } i: { j: { k: { l: { if (xl >>> 0 <= 2) { vl = q[Ll >> 2] q[vl >> 2] = yl ul = 1 tl = q[(Ye + 12) >> 2] if (tl >>> 0 > 1) { break l } break i } if (t[(Ye + 8) >> 2] > t[(Ye + 4) >> 2]) { break d } vl = q[Jl >> 2] Cl = (Al + 1) | 0 Dl = w(Cl, 12) ul = (vl + Dl) | 0 if ((ul | 0) != (Bl | 0)) { hd(ul, q[Bl >> 2], q[(Bl + 4) >> 2]) vl = q[Jl >> 2] } vl = (El + q[(vl + Dl) >> 2]) | 0 q[vl >> 2] = q[vl >> 2] + (1 << (tl + -1)) ul = 0 tl = 0 vl = z(xl) ^ 31 if (vl) { while (1) { ul = dh(((((tl << 4) + Ye) | 0) + 16) | 0) | (ul << 1) tl = (tl + 1) | 0 if ((vl | 0) != (tl | 0)) { continue } break } } ul = ((xl >>> 1) - ul) | 0 tl = (xl - ul) | 0 m: { if ((tl | 0) == (ul | 0)) { tl = ul break m } vl = q[(Ye + 596) >> 2] if ((vl | 0) == q[Pl >> 2]) { break k } xl = q[vl >> 2] Bl = q[(Ye + 600) >> 2] Fl = (Bl + 1) | 0 q[(Ye + 600) >> 2] = Fl xl = xl & (-2147483648 >>> Bl) n: { if ((Fl | 0) == 32) { q[(Ye + 600) >> 2] = 0 q[(Ye + 596) >> 2] = vl + 4 if (xl) { break n } break k } if (!xl) { break k } } } vl = tl tl = ul break j } while (1) { yl = ((tl + -1) | 0) == (yl | 0) ? 0 : (yl + 1) | 0 q[(vl + (ul << 2)) >> 2] = yl ul = (ul + 1) | 0 tl = q[(Ye + 12) >> 2] if (ul >>> 0 < tl >>> 0) { continue } break } break i } vl = ul } ul = q[Kl >> 2] xl = (ul + zl) | 0 Bl = q[xl >> 2] zl = (Bl + El) | 0 q[zl >> 2] = q[zl >> 2] + 1 hd((ul + Dl) | 0, Bl, q[(xl + 4) >> 2]) if (tl) { Bl = (q[(wl + 28) >> 2] + q[(wl + 24) >> 2]) | 0 zl = q[(wl + 16) >> 2] ul = q[(wl + 12) >> 2] xl = (zl - ul) | 0 if ((Bl | 0) == ((xl ? (w(xl >> 2, 341) + -1) | 0 : 0) | 0)) { re((wl + 8) | 0) Bl = (q[(wl + 24) >> 2] + q[(wl + 28) >> 2]) | 0 zl = q[(wl + 16) >> 2] ul = q[(wl + 12) >> 2] } xl = 0 o: { if ((ul | 0) == (zl | 0)) { break o } xl = ul ul = ((Bl >>> 0) / 341) | 0 xl = (q[(xl + (ul << 2)) >> 2] + w((Bl - w(ul, 341)) | 0, 12)) | 0 } q[(xl + 8) >> 2] = Al q[(xl + 4) >> 2] = yl q[xl >> 2] = tl q[(wl + 28) >> 2] = q[(wl + 28) >> 2] + 1 } if (!vl) { break f } ul = (q[(wl + 28) >> 2] + q[(wl + 24) >> 2]) | 0 xl = q[(wl + 16) >> 2] tl = q[(wl + 12) >> 2] Al = (xl - tl) | 0 if ((ul | 0) == ((Al ? (w(Al >> 2, 341) + -1) | 0 : 0) | 0)) { re((wl + 8) | 0) xl = q[(wl + 16) >> 2] ul = (q[(wl + 24) >> 2] + q[(wl + 28) >> 2]) | 0 tl = q[(wl + 12) >> 2] } if ((tl | 0) == (xl | 0)) { tl = 0 } else { xl = tl tl = ((ul >>> 0) / 341) | 0 tl = (q[(xl + (tl << 2)) >> 2] + w((ul - w(tl, 341)) | 0, 12)) | 0 } q[(tl + 8) >> 2] = Cl q[(tl + 4) >> 2] = yl q[tl >> 2] = vl tl = (q[(wl + 28) >> 2] + 1) | 0 q[(wl + 28) >> 2] = tl break e } if (!xl) { break f } El = 0 while (1) { if (tl) { yl = q[Ml >> 2] Fl = q[Ll >> 2] Ql = q[Bl >> 2] Rl = q[Dl >> 2] tl = 0 while (1) { Al = (Fl + (tl << 2)) | 0 q[(yl + (q[Al >> 2] << 2)) >> 2] = 0 ul = q[Al >> 2] << 2 vl = (q[Ye >> 2] - q[(ul + Rl) >> 2]) | 0 p: { if (!vl) { break p } ul = (ul + yl) | 0 zl = q[(Ye + 560) >> 2] Gl = (32 - zl) | 0 if ((vl | 0) <= (Gl | 0)) { Cl = q[Il >> 2] if ((Cl | 0) == q[Nl >> 2]) { q[ul >> 2] = 0 break p } q[ul >> 2] = (q[Cl >> 2] << zl) >>> (32 - vl) vl = (vl + q[(Ye + 560) >> 2]) | 0 q[(Ye + 560) >> 2] = vl if ((vl | 0) != 32) { break p } q[(Ye + 560) >> 2] = 0 q[Il >> 2] = Cl + 4 break p } Cl = q[Il >> 2] Ol = (Cl + 4) | 0 if ((Ol | 0) == q[Nl >> 2]) { q[ul >> 2] = 0 break p } Sl = q[Cl >> 2] q[Il >> 2] = Ol Gl = (vl - Gl) | 0 q[(Ye + 560) >> 2] = Gl q[ul >> 2] = (q[(Cl + 4) >> 2] >>> (32 - Gl)) | ((Sl << zl) >>> (32 - vl)) } vl = q[Al >> 2] << 2 ul = (vl + yl) | 0 q[ul >> 2] = q[ul >> 2] | q[(vl + Ql) >> 2] tl = (tl + 1) | 0 if (tl >>> 0 < t[(Ye + 12) >> 2]) { continue } break } } Al = 0 tl = q[(ci + 16) >> 2] q: { if ((tl | 0) == q[Hl >> 2]) { break q } while (1) { tl = (w(Al, 20) + tl) | 0 vl = (q[Ml >> 2] + (q[(tl + 4) >> 2] << 2)) | 0 zl = q[tl >> 2] yl = q[(tl + 12) >> 2] r: { if (yl >>> 0 > 3) { break r } ul = q[(ci + 12) >> 2] Cl = (tl + 16) | 0 if (!q[Cl >> 2]) { vl = ul break r } Fl = (tl + 12) | 0 tl = 0 while (1) { ul = Cn(ul, ((tl << 2) + vl) | 0, yl) yl = q[Fl >> 2] ul = (ul + yl) | 0 tl = (tl + 1) | 0 if (tl >>> 0 < t[Cl >> 2]) { continue } break } vl = q[(ci + 12) >> 2] } tl = q[(ci + 28) >> 2] tl = r[(zl + 84) | 0] ? tl : q[(q[(zl + 68) >> 2] + (tl << 2)) >> 2] if (tl >>> 0 >= t[(zl + 80) >> 2]) { break q } ul = tl tl = q[(zl + 40) >> 2] Cn((q[q[zl >> 2] >> 2] + w(ul, tl)) | 0, vl, tl) Al = (Al + 1) | 0 tl = q[(ci + 16) >> 2] if (Al >>> 0 < (((q[Hl >> 2] - tl) | 0) / 20) >>> 0) { continue } break } } q[(ci + 28) >> 2] = q[(ci + 28) >> 2] + 1 q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 1 El = (El + 1) | 0 if ((El | 0) == (xl | 0)) { break f } tl = q[(Ye + 12) >> 2] continue } } tl = q[(wl + 28) >> 2] } if (tl) { continue } break } ul = 1 } se((wl + 8) | 0) tl = q[(wl + 12) >> 2] Ye = q[(wl + 16) >> 2] s: { if ((tl | 0) == (Ye | 0)) { break s } while (1) { An(q[tl >> 2]) tl = (tl + 4) | 0 if ((Ye | 0) != (tl | 0)) { continue } break } Ye = q[(wl + 16) >> 2] Zh = q[(wl + 12) >> 2] if ((Ye | 0) == (Zh | 0)) { break s } q[(wl + 16) >> 2] = Ye + ((((((Ye - Zh) | 0) + -4) >>> 2) ^ -1) << 2) } Ye = q[(wl + 8) >> 2] if (Ye) { An(Ye) } T = (wl + 32) | 0 return ul } bn() F() } bn() F() } function ge(Ye, Zh) { Ye = Ye | 0 Zh = Zh | 0 var ci = 0, Tl = 0, Ul = 0, Vl = 0, Wl = 0, Xl = 0, Zl = 0, _l = 0, $l = 0, am = 0, bm = 0, cm = 0, dm = 0, em = 0, fm = 0, gm = 0, hm = 0, im = 0, jm = 0 Ul = (T - 720) | 0 T = Ul a: { b: { c: { d: { if (s[(Zh + 38) >> 1] >= 515) { q[(Ul + 680) >> 2] = 0 q[(Ul + 672) >> 2] = 0 q[(Ul + 676) >> 2] = 0 cm = (Ye + 36) | 0 am = (Ul + 24) | 0 $l = (Ye + 40) | 0 dm = (Ye + 60) | 0 fm = (Ye + 44) | 0 while (1) { if ((Wl | 0) >= (n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0)) { gm = 1 ci = (Ye + 52) | 0 if (q[ci >> 2] == q[(Ye + 48) >> 2]) { break b } Wl = 0 while (1) { if (he(1, (Ul + 16) | 0, Zh)) { Tl = q[(Ul + 16) >> 2] Xl = (0 - (Tl & 1)) ^ (Tl >>> 1) } Tl = q[(Ye + 48) >> 2] q[(Tl + (Wl << 2)) >> 2] = Xl Wl = (Wl + 1) | 0 if (Wl >>> 0 < ((q[ci >> 2] - Tl) >> 2) >>> 0) { continue } break } break b } ci = n[q[(q[Ye >> 2] + 20) >> 2]](Ye, Wl) | 0 Tl = q[(q[(q[((n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0) + 4) >> 2] + 8) >> 2] + (ci << 2)) >> 2] if (q[(Tl + 28) >> 2] == 9) { Vl = q[(Ul + 672) >> 2] ci = (q[(Ul + 676) >> 2] - Vl) >> 2 Zl = o[(Tl + 24) | 0] e: { if (ci >>> 0 < Zl >>> 0) { Fa((Ul + 672) | 0, (Zl - ci) | 0) break e } if (ci >>> 0 <= Zl >>> 0) { break e } q[(Ul + 676) >> 2] = Vl + (Zl << 2) } ci = q[(Zh + 12) >> 2] Tl = q[(Zh + 20) >> 2] Xl = q[(Zh + 16) >> 2] _l = Zl << 2 Vl = _l em = (Xl + Vl) | 0 if (em >>> 0 < Vl >>> 0) { Tl = (Tl + 1) | 0 } if ((ci | 0) < (Tl | 0) ? 1 : (ci | 0) <= (Tl | 0) ? (t[(Zh + 8) >> 2] >= em >>> 0 ? 0 : 1) : 0) { break b } Cn(q[(Ul + 672) >> 2], (Xl + q[Zh >> 2]) | 0, _l) ci = q[(Zh + 20) >> 2] Xl = (Vl + q[(Zh + 16) >> 2]) | 0 if (Xl >>> 0 < Vl >>> 0) { ci = (ci + 1) | 0 } q[(Zh + 16) >> 2] = Xl q[(Zh + 20) >> 2] = ci Vl = q[(Zh + 12) >> 2] bm = Vl Tl = ci _l = (Xl + 4) | 0 if (_l >>> 0 < 4) { Tl = (Tl + 1) | 0 } em = q[(Zh + 8) >> 2] if ((Vl | 0) < (Tl | 0) ? 1 : (Vl | 0) <= (Tl | 0) ? (em >>> 0 >= _l >>> 0 ? 0 : 1) : 0) { break b } hm = q[Zh >> 2] Vl = (hm + Xl) | 0 Vl = r[Vl | 0] | (r[(Vl + 1) | 0] << 8) | ((r[(Vl + 2) | 0] << 16) | (r[(Vl + 3) | 0] << 24)) q[(Zh + 16) >> 2] = _l q[(Zh + 20) >> 2] = Tl if ((bm | 0) < (Tl | 0) ? 1 : (bm | 0) <= (Tl | 0) ? (em >>> 0 > _l >>> 0 ? 0 : 1) : 0) { break b } _l = r[(_l + hm) | 0] Tl = ci ci = (Xl + 5) | 0 if (ci >>> 0 < 5) { Tl = (Tl + 1) | 0 } q[(Zh + 16) >> 2] = ci q[(Zh + 20) >> 2] = Tl if (_l >>> 0 > 31) { break b } q[(Ul + 20) >> 2] = -1 q[(Ul + 16) >> 2] = 1232 ci = am q[(ci + 8) >> 2] = 0 q[(ci + 12) >> 2] = 0 q[ci >> 2] = 0 q[(ci + 4) >> 2] = 0 gd((Ul + 16) | 0, _l, q[(Ul + 672) >> 2], Zl, (f(0, Vl), j())) ci = 1 if (ld((Ul + 16) | 0, q[(q[dm >> 2] + ((((q[$l >> 2] - q[(Ye + 36) >> 2]) | 0) / 24) << 2)) >> 2])) { ci = q[$l >> 2] f: { if ((ci | 0) != q[fm >> 2]) { q[ci >> 2] = 1232 Tl = q[(Ul + 20) >> 2] Vl = (ci + 16) | 0 q[Vl >> 2] = 0 q[(ci + 8) >> 2] = 0 q[(ci + 12) >> 2] = 0 q[(ci + 4) >> 2] = Tl Tl = (q[(Ul + 28) >> 2] - q[(Ul + 24) >> 2]) | 0 g: { if (!Tl) { break g } Zl = Tl >> 2 if (Zl >>> 0 >= 1073741824) { break d } Tl = Mm(Tl) q[(ci + 8) >> 2] = Tl Xl = (ci + 12) | 0 q[Xl >> 2] = Tl q[Vl >> 2] = Tl + (Zl << 2) Zl = q[(Ul + 24) >> 2] Vl = (q[(Ul + 28) >> 2] - Zl) | 0 if ((Vl | 0) < 1) { break g } ;(im = Xl), (jm = (Cn(Tl, Zl, Vl) + Vl) | 0), (q[im >> 2] = jm) } q[(ci + 20) >> 2] = q[(Ul + 36) >> 2] q[$l >> 2] = q[$l >> 2] + 24 break f } ie(cm, (Ul + 16) | 0) } ci = 0 } q[(Ul + 16) >> 2] = 1232 Xl = q[(Ul + 24) >> 2] if (Xl) { q[(Ul + 28) >> 2] = Xl An(Xl) } if (ci) { break b } } Wl = (Wl + 1) | 0 continue } } am = n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0 q[(Ul + 712) >> 2] = 0 q[(Ul + 704) >> 2] = 0 q[(Ul + 708) >> 2] = 0 h: { i: { if (!am) { Wl = q[(q[Ye >> 2] + 20) >> 2] break i } if (am >>> 0 >= 214748365) { break c } ci = w(am, 20) Wl = Mm(ci) q[(Ul + 704) >> 2] = Wl q[(Ul + 708) >> 2] = Wl q[(Ul + 712) >> 2] = ci + Wl Dn(Wl, 0, ci) ci = am while (1) { Wl = (Wl + 20) | 0 ci = (ci + -1) | 0 if (ci) { continue } break } q[(Ul + 708) >> 2] = Wl Wl = q[(q[Ye >> 2] + 20) >> 2] if (!am) { break i } ci = 0 while (1) { Tl = n[Wl](Ye, ci) | 0 Vl = q[(q[(q[((n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0) + 4) >> 2] + 8) >> 2] + (Tl << 2)) >> 2] Wl = q[(Vl + 28) >> 2] Tl = bk(Wl) Zl = (Tl | 0) > 0 ? Tl : 0 if (Zl >>> 0 > 4) { break h } Tl = (q[(Ul + 704) >> 2] + w(ci, 20)) | 0 $l = o[(Vl + 24) | 0] q[(Tl + 16) >> 2] = $l q[(Tl + 12) >> 2] = Zl q[(Tl + 8) >> 2] = Wl q[(Tl + 4) >> 2] = Xl q[Tl >> 2] = Vl Xl = (Xl + $l) | 0 Wl = q[(q[Ye >> 2] + 20) >> 2] ci = (ci + 1) | 0 if ((am | 0) != (ci | 0)) { continue } break } } ci = n[Wl](Ye, 0) | 0 cm = q[(q[(q[((n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0) + 4) >> 2] + 8) >> 2] + (ci << 2)) >> 2] o[(cm + 84) | 0] = 1 q[(cm + 72) >> 2] = q[(cm + 68) >> 2] _l = q[(Zh + 8) >> 2] $l = q[(Zh + 16) >> 2] Vl = q[(Zh + 12) >> 2] ci = Vl Tl = q[(Zh + 20) >> 2] if ((ci | 0) < (Tl | 0) ? 1 : (ci | 0) <= (Tl | 0) ? (_l >>> 0 > $l >>> 0 ? 0 : 1) : 0) { break h } dm = q[Zh >> 2] fm = r[(dm + $l) | 0] Zl = Zh ci = Tl Wl = ($l + 1) | 0 if (Wl >>> 0 < 1) { ci = (ci + 1) | 0 } bm = Wl Wl = ci q[(Zl + 16) >> 2] = bm q[(Zl + 20) >> 2] = ci if (fm >>> 0 > 1) { break h } j: { if (fm - 1) { if ((Vl | 0) < (Wl | 0) ? 1 : (Vl | 0) <= (Wl | 0) ? (_l >>> 0 > bm >>> 0 ? 0 : 1) : 0) { break h } Ye = Tl am = ($l + 2) | 0 if (am >>> 0 < 2) { Ye = (Ye + 1) | 0 } ci = Zh q[(ci + 16) >> 2] = am q[(ci + 20) >> 2] = Ye Ye = ($l + 6) | 0 if (Ye >>> 0 < 6) { Tl = (Tl + 1) | 0 } Wl = Ye Ye = Tl if ((Vl | 0) < (Ye | 0) ? 1 : (Vl | 0) <= (Ye | 0) ? (_l >>> 0 >= Wl >>> 0 ? 0 : 1) : 0) { break h } ci = (am + dm) | 0 ci = r[ci | 0] | (r[(ci + 1) | 0] << 8) | ((r[(ci + 2) | 0] << 16) | (r[(ci + 3) | 0] << 24)) q[(Zh + 16) >> 2] = Wl q[(Zh + 20) >> 2] = Ye td(cm, ci) Ye = (Ul + 672) | 0 q[(Ye + 20) >> 2] = 0 q[(Ye + 12) >> 2] = 0 q[(Ye + 16) >> 2] = 0 q[Ye >> 2] = 0 q[(Ye + 4) >> 2] = 0 q[(Ye + 20) >> 2] = ci ci = Ye Ye = Ld((Ul + 16) | 0, (Ul + 704) | 0) ci = je(ci, Zh, Ye) Zh = q[(Ye + 16) >> 2] if (Zh) { q[(Ye + 20) >> 2] = Zh An(Zh) } Zh = q[Ye >> 2] if (Zh) { q[(Ye + 4) >> 2] = Zh An(Zh) } if (ci) { break j } break h } if ((Vl | 0) < (Wl | 0) ? 1 : (Vl | 0) <= (Wl | 0) ? (_l >>> 0 > bm >>> 0 ? 0 : 1) : 0) { break h } Zl = r[(bm + dm) | 0] ci = Tl bm = ($l + 2) | 0 if (bm >>> 0 < 2) { ci = (ci + 1) | 0 } q[(Zh + 16) >> 2] = bm q[(Zh + 20) >> 2] = ci if (Zl >>> 0 >= 7) { q[Ul >> 2] = Zl Yl(1644, Ul) break h } ci = ($l + 6) | 0 if (ci >>> 0 < 6) { Tl = (Tl + 1) | 0 } Wl = ci ci = Tl if ((Vl | 0) < (ci | 0) ? 1 : (Vl | 0) <= (ci | 0) ? (_l >>> 0 >= Wl >>> 0 ? 0 : 1) : 0) { break h } Tl = (bm + dm) | 0 Vl = r[Tl | 0] | (r[(Tl + 1) | 0] << 8) | ((r[(Tl + 2) | 0] << 16) | (r[(Tl + 3) | 0] << 24)) q[(Zh + 16) >> 2] = Wl q[(Zh + 20) >> 2] = ci if (am) { ci = 0 while (1) { Tl = n[q[(q[Ye >> 2] + 20) >> 2]](Ye, ci) | 0 Tl = q[(q[(q[((n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0) + 4) >> 2] + 8) >> 2] + (Tl << 2)) >> 2] td(Tl, Vl) o[(Tl + 84) | 0] = 1 q[(Tl + 72) >> 2] = q[(Tl + 68) >> 2] ci = (ci + 1) | 0 if ((am | 0) != (ci | 0)) { continue } break } } Wl = 1 Ye = Ld((Ul + 672) | 0, (Ul + 704) | 0) k: { if (Zl >>> 0 > 6) { break k } l: { m: { switch ((Zl - 1) | 0) { default: ci = Od((Ul + 16) | 0, Xl) Zh = Md(ci, Zh, Ye) Nd(ci) if (Zh) { break l } break k case 0: ci = Od((Ul + 16) | 0, Xl) Zh = Pd(ci, Zh, Ye) Nd(ci) if (Zh) { break l } break k case 1: ci = Sd((Ul + 16) | 0, Xl) Zh = Qd(ci, Zh, Ye) Rd(ci) if (Zh) { break l } break k case 2: ci = Sd((Ul + 16) | 0, Xl) Zh = Td(ci, Zh, Ye) Rd(ci) if (Zh) { break l } break k case 3: ci = Wd((Ul + 16) | 0, Xl) Zh = Ud(ci, Zh, Ye) Vd(ci) if (Zh) { break l } break k case 4: ci = Wd((Ul + 16) | 0, Xl) Zh = Xd(ci, Zh, Ye) Vd(ci) if (Zh) { break l } break k case 5: break m } } ci = Wd((Ul + 16) | 0, Xl) Zh = Yd(ci, Zh, Ye) Vd(ci) if (!Zh) { break k } } Wl = 0 } Zh = q[(Ye + 16) >> 2] if (Zh) { q[(Ye + 20) >> 2] = Zh An(Zh) } Zh = q[Ye >> 2] if (Zh) { q[(Ye + 4) >> 2] = Zh An(Zh) } if (Wl) { break h } } gm = 1 } Ye = q[(Ul + 704) >> 2] if (!Ye) { break a } q[(Ul + 708) >> 2] = Ye An(Ye) break a } bn() F() } bn() F() } Ye = q[(Ul + 672) >> 2] if (!Ye) { break a } q[(Ul + 676) >> 2] = Ye An(Ye) } T = (Ul + 720) | 0 return gm | 0 } function he(Ye, Zh, Yl) { var km = 0, lm = 0, mm = 0, nm = 0 a: { if (Ye >>> 0 > 5) { break a } mm = q[(Yl + 16) >> 2] km = q[(Yl + 12) >> 2] lm = q[(Yl + 20) >> 2] if ((km | 0) < (lm | 0) ? 1 : (km | 0) <= (lm | 0) ? (t[(Yl + 8) >> 2] > mm >>> 0 ? 0 : 1) : 0) { break a } km = r[(mm + q[Yl >> 2]) | 0] mm = (mm + 1) | 0 if (mm >>> 0 < 1) { lm = (lm + 1) | 0 } q[(Yl + 16) >> 2] = mm q[(Yl + 20) >> 2] = lm lm = Zh if (km & 128) { if (!he((Ye + 1) | 0, Zh, Yl)) { break a } Ye = q[Zh >> 2] << 7 q[Zh >> 2] = Ye km = Ye | (km & 127) } q[lm >> 2] = km nm = 1 } return nm } function ie(Ye, Zh) { var Yl = 0, om = 0, pm = 0, qm = 0, rm = 0, sm = 0, tm = 0 a: { b: { c: { om = q[Ye >> 2] rm = (((q[(Ye + 4) >> 2] - om) | 0) / 24) | 0 Yl = (rm + 1) | 0 if (Yl >>> 0 < 178956971) { om = (((q[(Ye + 8) >> 2] - om) | 0) / 24) | 0 sm = om << 1 om = om >>> 0 < 89478485 ? (sm >>> 0 < Yl >>> 0 ? Yl : sm) : 178956970 pm = 0 d: { if (!om) { break d } if (om >>> 0 >= 178956971) { break c } pm = Mm(w(om, 24)) } Yl = (pm + w(rm, 24)) | 0 ve(Yl, Zh) rm = (pm + w(om, 24)) | 0 sm = (Yl + 24) | 0 Zh = q[(Ye + 4) >> 2] pm = q[Ye >> 2] if ((Zh | 0) == (pm | 0)) { break b } while (1) { Yl = (Yl + -24) | 0 q[Yl >> 2] = 1232 om = q[(Zh + -20) >> 2] qm = (Yl + 16) | 0 q[qm >> 2] = 0 q[(Yl + 8) >> 2] = 0 q[(Yl + 12) >> 2] = 0 q[(Yl + 4) >> 2] = om om = (Zh + -16) | 0 q[(Yl + 8) >> 2] = q[om >> 2] q[(Yl + 12) >> 2] = q[(Zh + -12) >> 2] tm = qm qm = (Zh + -8) | 0 q[tm >> 2] = q[qm >> 2] q[qm >> 2] = 0 q[om >> 2] = 0 q[(om + 4) >> 2] = 0 q[(Yl + 20) >> 2] = q[(Zh + -4) >> 2] Zh = (Zh + -24) | 0 if ((pm | 0) != (Zh | 0)) { continue } break } pm = q[(Ye + 4) >> 2] Zh = q[Ye >> 2] break a } bn() F() } ab(1780) F() } Zh = pm } q[Ye >> 2] = Yl q[(Ye + 8) >> 2] = rm q[(Ye + 4) >> 2] = sm if ((Zh | 0) != (pm | 0)) { while (1) { pm = (pm + -24) | 0 n[q[q[pm >> 2] >> 2]](pm) | 0 if ((Zh | 0) != (pm | 0)) { continue } break } } if (Zh) { An(Zh) } } function je(Ye, Zh, um) { var vm = 0, wm = 0, xm = 0, ym = 0, zm = 0, Am = 0, Bm = 0, Cm = 0, Dm = 0, Em = 0 wm = (T - 32) | 0 T = wm q[(wm + 24) >> 2] = 0 q[(wm + 16) >> 2] = 0 q[(wm + 20) >> 2] = 0 zm = q[(Zh + 12) >> 2] xm = zm ym = q[(Zh + 20) >> 2] Am = ym Bm = q[(Zh + 16) >> 2] vm = (Bm + 4) | 0 if (vm >>> 0 < 4) { ym = (ym + 1) | 0 } Dm = q[(Zh + 8) >> 2] Cm = vm a: { if ((xm | 0) < (ym | 0) ? 1 : (xm | 0) <= (ym | 0) ? (Dm >>> 0 >= vm >>> 0 ? 0 : 1) : 0) { break a } xm = q[Zh >> 2] vm = (Bm + xm) | 0 vm = r[vm | 0] | (r[(vm + 1) | 0] << 8) | ((r[(vm + 2) | 0] << 16) | (r[(vm + 3) | 0] << 24)) q[(Zh + 16) >> 2] = Cm q[(Zh + 20) >> 2] = ym b: { c: { vm = (vm + -2) | 0 if (vm >>> 0 <= 1) { if (vm - 1) { break c } if ((zm | 0) < (ym | 0) ? 1 : (zm | 0) <= (ym | 0) ? (Dm >>> 0 > Cm >>> 0 ? 0 : 1) : 0) { break a } xm = o[(xm + Cm) | 0] vm = (Bm + 5) | 0 if (vm >>> 0 < 5) { Am = (Am + 1) | 0 } q[(Zh + 16) >> 2] = vm q[(Zh + 20) >> 2] = Am q[(Ye + 8) >> 2] = xm if ((xm | 0) == 1) { if (ol(Ye, Zh, (wm + 16) | 0)) { break b } break a } Gl(1848, 23, q[3794]) break a } Gl(1872, 24, q[3794]) break a } if (!ol(Ye, Zh, (wm + 16) | 0)) { break a } } q[(wm + 8) >> 2] = q[(wm + 16) >> 2] q[wm >> 2] = q[(wm + 20) >> 2] ke((wm + 8) | 0, wm, Ye, um) Em = 1 } Ye = q[(wm + 16) >> 2] if (Ye) { q[(wm + 20) >> 2] = Ye An(Ye) } T = (wm + 32) | 0 return Em } function ke(Ye, Zh, um, Fm) { var Gm = 0, Hm = 0, Im = 0, Jm = x(0), Km = 0, Lm = 0, Mm = 0, Nm = 0 Gm = (T - 32) | 0 T = Gm Hm = q[um >> 2] Jm = u[(um + 4) >> 2] Lm = hk((Gm + 24) | 0) Hm = (-1 << Hm) ^ -1 ik(Lm, Jm, Hm) um = q[Ye >> 2] if ((um | 0) != q[Zh >> 2]) { Ye = q[(Fm + 28) >> 2] Mm = (Fm + 16) | 0 while (1) { Im = q[um >> 2] Km = q[(um + 4) >> 2] Jm = u[Lm >> 2] u[(Gm + 16) >> 2] = Jm * x((q[(um + 8) >> 2] - Hm) | 0) u[(Gm + 12) >> 2] = Jm * x((Km - Hm) | 0) u[(Gm + 8) >> 2] = Jm * x((Im - Hm) | 0) Km = q[Mm >> 2] Im = q[Km >> 2] if (!r[(Im + 84) | 0]) { Ye = q[(q[(Im + 68) >> 2] + (Ye << 2)) >> 2] } Nm = Ye Ye = q[(Im + 40) >> 2] Cn((q[q[Im >> 2] >> 2] + w(Nm, Ye)) | 0, (((Gm + 8) | 0) + (q[(Km + 4) >> 2] << 2)) | 0, Ye) Ye = (q[(Fm + 28) >> 2] + 1) | 0 q[(Fm + 28) >> 2] = Ye um = (um + 12) | 0 if ((um | 0) != q[Zh >> 2]) { continue } break } } T = (Gm + 32) | 0 } function le(Ye) { Ye = Ye | 0 var Zh = 0, um = 0, Fm = 0, Om = 0, Pm = 0, Qm = 0, Rm = 0, Sm = 0, Tm = 0, Um = 0, Vm = 0, Wm = 0, Xm = 0, Ym = 0, Zm = 0, _m = 0, $m = 0, an = 0, cn = 0, dn = x(0) Om = (T - 32) | 0 T = Om a: { b: { c: { if (!((q[(Ye + 60) >> 2] != q[(Ye - -64) >> 2]) | (q[(Ye + 48) >> 2] != q[(Ye + 52) >> 2]))) { Zh = 1 break c } Zh = 1 if ((n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0) < 1) { break c } Zm = (Ye + 60) | 0 _m = (Ye + 36) | 0 d: { while (1) { e: { Zh = n[q[(q[Ye >> 2] + 20) >> 2]](Ye, Xm) | 0 Qm = q[(q[(q[((n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0) + 4) >> 2] + 8) >> 2] + (Zh << 2)) >> 2] Sm = (Qm + 28) | 0 Zh = (q[Sm >> 2] + -1) | 0 f: { if (Zh >>> 0 > 8) { break f } g: { switch ((Zh - 1) | 0) { default: Fm = (Qm + 24) | 0 Zh = o[Fm | 0] um = 0 q[(Om + 24) >> 2] = 0 q[(Om + 16) >> 2] = 0 q[(Om + 20) >> 2] = 0 if (Zh) { if ((Zh | 0) <= -1) { break b } Zh = Zh << 2 um = Mm(Zh) q[(Om + 16) >> 2] = um Pm = (Zh + um) | 0 q[(Om + 24) >> 2] = Pm Dn(um, 0, Zh) q[(Om + 20) >> 2] = Pm um = r[Fm | 0] } q[(Om + 8) >> 2] = 0 q[Om >> 2] = 0 q[(Om + 4) >> 2] = 0 if (um & 255) { Zh = (um << 24) >> 24 if ((Zh | 0) <= -1) { break a } Zh = Zh << 2 um = Mm(Zh) q[Om >> 2] = um Pm = (Zh + um) | 0 q[(Om + 8) >> 2] = Pm Dn(um, 0, Zh) q[(Om + 4) >> 2] = Pm } Zh = (q[Sm >> 2] + -1) | 0 h: { i: { if (Zh >>> 0 > 4) { break i } j: { switch ((Zh - 1) | 0) { case 3: Zh = 1 if (me(Ye, Qm, Wm)) { break i } break h case 1: Zh = 1 if (ne(Ye, Qm, Wm)) { break i } break h case 0: case 2: break i default: break j } } Zh = 1 if (!oe(Ye, Qm, Wm)) { break h } } Wm = (o[Fm | 0] + Wm) | 0 Zh = 0 } Fm = q[Om >> 2] if (Fm) { q[(Om + 4) >> 2] = Fm An(Fm) } Fm = q[(Om + 16) >> 2] if (Fm) { q[(Om + 20) >> 2] = Fm An(Fm) } if (!Zh) { break f } break d case 0: case 2: case 4: case 5: case 6: break f case 7: break g } } Sm = q[(q[Zm >> 2] + (Rm << 2)) >> 2] Vm = q[_m >> 2] Zh = n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0 Pm = q[(Qm + 56) >> 2] Tm = q[(Zh + 40) >> 2] Zh = Mm(32) q[(Om + 16) >> 2] = Zh q[(Om + 20) >> 2] = 24 q[(Om + 24) >> 2] = -2147483616 o[(Zh + 24) | 0] = 0 Fm = r[1726] | (r[1727] << 8) | ((r[1728] << 16) | (r[1729] << 24)) um = r[1722] | (r[1723] << 8) | ((r[1724] << 16) | (r[1725] << 24)) o[(Zh + 16) | 0] = um o[(Zh + 17) | 0] = um >>> 8 o[(Zh + 18) | 0] = um >>> 16 o[(Zh + 19) | 0] = um >>> 24 o[(Zh + 20) | 0] = Fm o[(Zh + 21) | 0] = Fm >>> 8 o[(Zh + 22) | 0] = Fm >>> 16 o[(Zh + 23) | 0] = Fm >>> 24 Fm = r[1718] | (r[1719] << 8) | ((r[1720] << 16) | (r[1721] << 24)) um = r[1714] | (r[1715] << 8) | ((r[1716] << 16) | (r[1717] << 24)) o[(Zh + 8) | 0] = um o[(Zh + 9) | 0] = um >>> 8 o[(Zh + 10) | 0] = um >>> 16 o[(Zh + 11) | 0] = um >>> 24 o[(Zh + 12) | 0] = Fm o[(Zh + 13) | 0] = Fm >>> 8 o[(Zh + 14) | 0] = Fm >>> 16 o[(Zh + 15) | 0] = Fm >>> 24 Fm = r[1710] | (r[1711] << 8) | ((r[1712] << 16) | (r[1713] << 24)) um = r[1706] | (r[1707] << 8) | ((r[1708] << 16) | (r[1709] << 24)) o[Zh | 0] = um o[(Zh + 1) | 0] = um >>> 8 o[(Zh + 2) | 0] = um >>> 16 o[(Zh + 3) | 0] = um >>> 24 o[(Zh + 4) | 0] = Fm o[(Zh + 5) | 0] = Fm >>> 8 o[(Zh + 6) | 0] = Fm >>> 16 o[(Zh + 7) | 0] = Fm >>> 24 k: { l: { Fm = (Tm + 16) | 0 um = Fm Zh = q[um >> 2] if (!Zh) { break l } while (1) { Um = q[(Zh + 16) >> 2] < (Pm | 0) um = Um ? um : Zh Zh = q[((Um << 2) + Zh) >> 2] if (Zh) { continue } break } if (((um | 0) == (Fm | 0)) | ((Pm | 0) < q[(um + 16) >> 2])) { break l } Zh = (um + 20) | 0 if (!ga(Zh, (Om + 16) | 0)) { break l } Zh = gk(Zh, (Om + 16) | 0) break k } Zh = gk(Tm, (Om + 16) | 0) } if (o[(Om + 27) | 0] <= -1) { An(q[(Om + 16) >> 2]) } Fm = (Rm + 1) | 0 m: { if (Zh) { ud(Qm, Sm) break m } Zh = (Vm + w(Rm, 24)) | 0 um = q[(Zh + 4) >> 2] Rm = o[(Qm + 24) | 0] Vm = Rm << 2 Pm = Mm((Rm | 0) != (Rm & 1073741823) ? -1 : Vm) if (!ik(hk((Om + 16) | 0), u[(Zh + 20) >> 2], (-1 << um) ^ -1)) { break e } if (q[(Sm + 80) >> 2]) { $m = (q[q[Sm >> 2] >> 2] + q[(Sm + 48) >> 2]) | 0 an = (Zh + 8) | 0 Um = 0 Tm = 0 um = 0 while (1) { if ((Rm | 0) >= 1) { cn = q[an >> 2] Zh = 0 dn = u[(Om + 16) >> 2] while (1) { Ym = Zh << 2 u[(Ym + Pm) >> 2] = x(dn * x(q[($m + (um << 2)) >> 2])) + u[(cn + Ym) >> 2] um = (um + 1) | 0 Zh = (Zh + 1) | 0 if ((Rm | 0) != (Zh | 0)) { continue } break } } Cn((q[q[(Qm - -64) >> 2] >> 2] + Tm) | 0, Pm, Vm) Tm = (Tm + Vm) | 0 Um = (Um + 1) | 0 if (Um >>> 0 < t[(Sm + 80) >> 2]) { continue } break } } An(Pm) } Rm = Fm } Zh = 1 Xm = (Xm + 1) | 0 if ((Xm | 0) < (n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0)) { continue } break c } break } An(Pm) } Zh = 0 } T = (Om + 32) | 0 return Zh | 0 } bn() F() } bn() F() } function me(Ye, en, fn) { var gn = 0, hn = 0, jn = 0, kn = 0, ln = 0, mn = 0, nn = 0, on = 0, pn = 0, qn = 0, rn = 0, sn = 0, tn = 0, un = 0, vn = 0 hn = (T - 16) | 0 T = hn gn = o[(en + 24) | 0] q[(hn + 8) >> 2] = 0 q[hn >> 2] = 0 q[(hn + 4) >> 2] = 0 a: { b: { if (gn) { if ((gn | 0) <= -1) { break b } jn = gn << 2 kn = Mm(jn) q[hn >> 2] = kn ln = (jn + kn) | 0 q[(hn + 8) >> 2] = ln Dn(kn, 0, jn) q[(hn + 4) >> 2] = ln pn = Mm(jn) jn = Dn(pn, 0, jn) } else { jn = 0 } if (!q[(en + 80) >> 2]) { break a } sn = (en + 40) | 0 un = (en + 48) | 0 vn = (Ye + 48) | 0 while (1) { tn = q[en >> 2] mn = q[tn >> 2] qn = q[un >> 2] Ye = q[sn >> 2] ln = $n(Ye, q[(sn + 4) >> 2], rn, nn) on = mn mn = (ln + qn) | 0 ln = Cn(kn, (on + mn) | 0, Ye) if ((gn << 24) >> 24 >= 1) { mn = gn & 255 qn = q[vn >> 2] gn = 0 while (1) { on = gn << 2 q[(on + jn) >> 2] = q[(((fn + gn) << 2) + qn) >> 2] + q[(ln + on) >> 2] gn = (gn + 1) | 0 if (gn >>> 0 < mn >>> 0) { continue } break } } Cn((q[tn >> 2] + w(Ye, rn)) | 0, pn, Ye) Ye = (rn + 1) | 0 if (Ye >>> 0 < 1) { nn = (nn + 1) | 0 } rn = Ye if ((!nn & (Ye >>> 0 >= t[(en + 80) >> 2])) | (nn >>> 0 > 0)) { break a } gn = r[(en + 24) | 0] continue } } bn() F() } if (jn) { An(pn) } if (kn) { q[(hn + 4) >> 2] = kn An(kn) } T = (hn + 16) | 0 return 1 } function ne(Ye, en, fn) { var wn = 0, xn = 0, yn = 0, zn = 0, Bn = 0, En = 0, Fn = 0, Gn = 0, Hn = 0, In = 0, Jn = 0, Kn = 0, Ln = 0, Mn = 0, Nn = 0 xn = (T - 16) | 0 T = xn wn = o[(en + 24) | 0] q[(xn + 8) >> 2] = 0 q[xn >> 2] = 0 q[(xn + 4) >> 2] = 0 a: { b: { if (wn) { if ((wn | 0) <= -1) { break b } yn = wn << 1 zn = Mm(yn) q[xn >> 2] = zn Bn = (yn + zn) | 0 q[(xn + 8) >> 2] = Bn Dn(zn, 0, yn) q[(xn + 4) >> 2] = Bn Hn = Mm(yn) yn = Dn(Hn, 0, yn) } else { yn = 0 } if (!q[(en + 80) >> 2]) { break a } Kn = (en + 40) | 0 Mn = (en + 48) | 0 Nn = (Ye + 48) | 0 while (1) { Ln = q[en >> 2] En = q[Ln >> 2] In = q[Mn >> 2] Ye = q[Kn >> 2] Bn = $n(Ye, q[(Kn + 4) >> 2], Jn, Fn) Gn = En En = (Bn + In) | 0 Bn = Cn(zn, (Gn + En) | 0, Ye) if ((wn << 24) >> 24 >= 1) { En = wn & 255 In = q[Nn >> 2] wn = 0 while (1) { Gn = wn << 1 p[(Gn + yn) >> 1] = s[(Bn + Gn) >> 1] + s[(((fn + wn) << 2) + In) >> 1] wn = (wn + 1) | 0 if (wn >>> 0 < En >>> 0) { continue } break } } Cn((q[Ln >> 2] + w(Ye, Jn)) | 0, Hn, Ye) Ye = (Jn + 1) | 0 if (Ye >>> 0 < 1) { Fn = (Fn + 1) | 0 } Jn = Ye if ((!Fn & (Ye >>> 0 >= t[(en + 80) >> 2])) | (Fn >>> 0 > 0)) { break a } wn = r[(en + 24) | 0] continue } } bn() F() } if (yn) { An(Hn) } if (zn) { q[(xn + 4) >> 2] = zn An(zn) } T = (xn + 16) | 0 return 1 } function oe(Ye, en, fn) { var Dn = 0, On = 0, Pn = 0, Qn = 0, Rn = 0, Sn = 0, Tn = 0, Un = 0, Vn = 0, Wn = 0 On = (T - 32) | 0 T = On Dn = o[(en + 24) | 0] q[(On + 24) >> 2] = 0 q[(On + 16) >> 2] = 0 q[(On + 20) >> 2] = 0 a: { b: { c: { if (Dn) { if ((Dn | 0) <= -1) { break c } Pn = Mm(Dn) q[(On + 16) >> 2] = Pn q[(On + 20) >> 2] = Pn q[(On + 24) >> 2] = Dn + Pn while (1) { o[Pn | 0] = 0 Pn = (q[(On + 20) >> 2] + 1) | 0 q[(On + 20) >> 2] = Pn Dn = (Dn + -1) | 0 if (Dn) { continue } break } Pn = r[(en + 24) | 0] } q[(On + 8) >> 2] = 0 q[On >> 2] = 0 q[(On + 4) >> 2] = 0 if (Pn & 255) { if ((Pn << 24) >> 24 <= -1) { break b } Pn = (Pn << 24) >> 24 Dn = Mm(Pn) q[On >> 2] = Dn q[(On + 4) >> 2] = Dn q[(On + 8) >> 2] = Dn + Pn while (1) { o[Dn | 0] = 0 Dn = (q[(On + 4) >> 2] + 1) | 0 q[(On + 4) >> 2] = Dn Pn = (Pn + -1) | 0 if (Pn) { continue } break } } if (!q[(en + 80) >> 2]) { Dn = q[On >> 2] break a } Pn = (en + 40) | 0 Un = (en + 48) | 0 Tn = (en + 24) | 0 while (1) { Vn = q[(On + 16) >> 2] Wn = q[q[en >> 2] >> 2] Dn = q[Pn >> 2] Qn = (q[Un >> 2] + $n(Dn, q[(Pn + 4) >> 2], Rn, Sn)) | 0 Dn = Cn(Vn, (Wn + Qn) | 0, Dn) d: { if (o[Tn | 0] < 1) { break d } Qn = (Ye + 48) | 0 o[q[On >> 2]] = r[Dn | 0] + r[(q[Qn >> 2] + (fn << 2)) | 0] Dn = 1 if (o[Tn | 0] < 2) { break d } while (1) { o[(q[On >> 2] + Dn) | 0] = r[(q[(On + 16) >> 2] + Dn) | 0] + r[(q[Qn >> 2] + ((fn + Dn) << 2)) | 0] Dn = (Dn + 1) | 0 if ((Dn | 0) < o[Tn | 0]) { continue } break } } Qn = q[Pn >> 2] Dn = q[On >> 2] Cn((q[q[en >> 2] >> 2] + w(Qn, Rn)) | 0, Dn, Qn) Rn = (Rn + 1) | 0 if (Rn >>> 0 < 1) { Sn = (Sn + 1) | 0 } Qn = Rn if ((!Sn & (Qn >>> 0 < t[(en + 80) >> 2])) | (Sn >>> 0 < 0)) { continue } break } break a } bn() F() } bn() F() } if (Dn) { q[(On + 4) >> 2] = Dn An(Dn) } Ye = q[(On + 16) >> 2] if (Ye) { q[(On + 20) >> 2] = Ye An(Ye) } T = (On + 32) | 0 return 1 } function pe(Ye) { Ye = Ye | 0 var bn = 0, en = 0, fn = 0, Cn = 0 q[Ye >> 2] = 1596 bn = q[(Ye + 60) >> 2] if (bn) { Cn = (Ye - -64) | 0 en = q[Cn >> 2] fn = bn a: { if ((bn | 0) == (en | 0)) { break a } while (1) { en = (en + -4) | 0 fn = q[en >> 2] q[en >> 2] = 0 if (fn) { Hb(fn) } if ((bn | 0) != (en | 0)) { continue } break } fn = q[(Ye + 60) >> 2] } q[Cn >> 2] = bn An(fn) } bn = q[(Ye + 48) >> 2] if (bn) { q[(Ye + 52) >> 2] = bn An(bn) } bn = q[(Ye + 36) >> 2] if (bn) { Cn = (Ye + 40) | 0 en = q[Cn >> 2] fn = bn b: { if ((bn | 0) == (en | 0)) { break b } while (1) { en = (en + -24) | 0 n[q[q[en >> 2] >> 2]](en) | 0 if ((bn | 0) != (en | 0)) { continue } break } fn = q[(Ye + 36) >> 2] } q[Cn >> 2] = bn An(fn) } q[Ye >> 2] = 1384 bn = q[(Ye + 16) >> 2] if (bn) { q[(Ye + 20) >> 2] = bn An(bn) } bn = q[(Ye + 4) >> 2] if (bn) { q[(Ye + 8) >> 2] = bn An(bn) } return Ye | 0 } function qe(q) { q = q | 0 An(pe(q)) } function re(Ye) { var Xn = 0, Yn = 0, Zn = 0, _n = 0, $n = 0, ao = 0, bo = 0, co = 0, eo = 0, fo = 0, go = 0, ho = 0 ao = (T - 32) | 0 T = ao a: { b: { Xn = (Ye + 16) | 0 Yn = q[Xn >> 2] if (Yn >>> 0 >= 341) { q[Xn >> 2] = Yn + -341 Xn = (Ye + 4) | 0 Yn = q[Xn >> 2] eo = q[Yn >> 2] Yn = (Yn + 4) | 0 q[Xn >> 2] = Yn co = (Ye + 8) | 0 Zn = q[co >> 2] Xn = q[(Ye + 12) >> 2] c: { if ((Zn | 0) != (Xn | 0)) { break c } _n = q[Ye >> 2] if (Yn >>> 0 > _n >>> 0) { Zn = (Zn - Yn) | 0 bo = Zn >> 2 _n = (((((Yn - _n) >> 2) + 1) | 0) / -2) << 2 $n = (_n + Yn) | 0 Xn = Ye if (Zn) { En($n, Yn, Zn) Yn = q[(Ye + 4) >> 2] } q[(Xn + 4) >> 2] = Yn + _n Zn = ($n + (bo << 2)) | 0 q[(Ye + 8) >> 2] = Zn break c } Xn = (Xn - _n) | 0 Xn = Xn ? Xn >> 1 : 1 if (Xn >>> 0 >= 1073741824) { break b } $n = Xn << 2 bo = Mm($n) fo = ($n + bo) | 0 $n = (bo + (Xn & -4)) | 0 Xn = $n if ((Yn | 0) != (Zn | 0)) { Xn = $n while (1) { q[Xn >> 2] = q[Yn >> 2] Xn = (Xn + 4) | 0 Yn = (Yn + 4) | 0 if ((Zn | 0) != (Yn | 0)) { continue } break } _n = q[Ye >> 2] } q[Ye >> 2] = bo q[(Ye + 12) >> 2] = fo Yn = (Ye + 8) | 0 q[Yn >> 2] = Xn q[(Ye + 4) >> 2] = $n if (!_n) { Zn = Xn break c } An(_n) Zn = q[Yn >> 2] } q[Zn >> 2] = eo q[co >> 2] = q[co >> 2] + 4 break a } d: { Yn = q[(Ye + 8) >> 2] Zn = (Yn - q[(Ye + 4) >> 2]) >> 2 $n = (Ye + 12) | 0 _n = q[$n >> 2] Xn = (_n - q[Ye >> 2]) | 0 if (Zn >>> 0 < (Xn >> 2) >>> 0) { if ((Yn | 0) != (_n | 0)) { ;(go = ao), (ho = Mm(4092)), (q[(go + 8) >> 2] = ho) te(Ye, (ao + 8) | 0) break a } ;(go = ao), (ho = Mm(4092)), (q[(go + 8) >> 2] = ho) ue(Ye, (ao + 8) | 0) Xn = (Ye + 4) | 0 Yn = q[Xn >> 2] eo = q[Yn >> 2] Yn = (Yn + 4) | 0 q[Xn >> 2] = Yn co = (Ye + 8) | 0 Zn = q[co >> 2] Xn = q[(Ye + 12) >> 2] e: { if ((Zn | 0) != (Xn | 0)) { break e } _n = q[Ye >> 2] if (Yn >>> 0 > _n >>> 0) { Zn = (Zn - Yn) | 0 bo = Zn >> 2 _n = (((((Yn - _n) >> 2) + 1) | 0) / -2) << 2 $n = (_n + Yn) | 0 Xn = Ye if (Zn) { En($n, Yn, Zn) Yn = q[(Ye + 4) >> 2] } q[(Xn + 4) >> 2] = Yn + _n Zn = ($n + (bo << 2)) | 0 q[(Ye + 8) >> 2] = Zn break e } Xn = (Xn - _n) | 0 Xn = Xn ? Xn >> 1 : 1 if (Xn >>> 0 >= 1073741824) { break d } $n = Xn << 2 bo = Mm($n) fo = ($n + bo) | 0 $n = (bo + (Xn & -4)) | 0 Xn = $n if ((Yn | 0) != (Zn | 0)) { Xn = $n while (1) { q[Xn >> 2] = q[Yn >> 2] Xn = (Xn + 4) | 0 Yn = (Yn + 4) | 0 if ((Zn | 0) != (Yn | 0)) { continue } break } _n = q[Ye >> 2] } q[Ye >> 2] = bo q[(Ye + 12) >> 2] = fo Yn = (Ye + 8) | 0 q[Yn >> 2] = Xn q[(Ye + 4) >> 2] = $n if (!_n) { Zn = Xn break e } An(_n) Zn = q[Yn >> 2] } q[Zn >> 2] = eo q[co >> 2] = q[co >> 2] + 4 break a } q[(ao + 24) >> 2] = $n q[(ao + 20) >> 2] = 0 Xn = Xn ? Xn >> 1 : 1 if (Xn >>> 0 < 1073741824) { Yn = Xn << 2 Xn = Mm(Yn) q[(ao + 8) >> 2] = Xn Zn = (Xn + (Zn << 2)) | 0 q[(ao + 16) >> 2] = Zn q[(ao + 20) >> 2] = Xn + Yn q[(ao + 12) >> 2] = Zn ;(go = ao), (ho = Mm(4092)), (q[(go + 4) >> 2] = ho) te((ao + 8) | 0, (ao + 4) | 0) Yn = q[(Ye + 8) >> 2] Xn = (Ye + 4) | 0 while (1) { $n = q[Xn >> 2] if (($n | 0) == (Yn | 0)) { Zn = q[Ye >> 2] q[Ye >> 2] = q[(ao + 8) >> 2] q[(ao + 8) >> 2] = Zn q[(Ye + 4) >> 2] = q[(ao + 12) >> 2] q[(ao + 12) >> 2] = $n _n = (Ye + 8) | 0 Xn = q[_n >> 2] q[_n >> 2] = q[(ao + 16) >> 2] q[(ao + 16) >> 2] = Xn Ye = (Ye + 12) | 0 _n = q[Ye >> 2] q[Ye >> 2] = q[(ao + 20) >> 2] q[(ao + 20) >> 2] = _n if ((Xn | 0) != (Yn | 0)) { q[(ao + 16) >> 2] = Xn + ((((((Xn - $n) | 0) + -4) >>> 2) ^ -1) << 2) } if (!Zn) { break a } An(Zn) break a } else { Yn = (Yn + -4) | 0 ue((ao + 8) | 0, Yn) continue } } } ab(1780) F() } ab(1780) F() } ab(1780) F() } T = (ao + 32) | 0 } function se(Ye) { var io = 0, jo = 0, ko = 0, lo = 0, mo = 0, no = 0, oo = 0 jo = q[(Ye + 16) >> 2] io = ((jo >>> 0) / 341) | 0 ko = q[(Ye + 4) >> 2] no = q[(Ye + 8) >> 2] a: { if ((ko | 0) == (no | 0)) { mo = (Ye + 20) | 0 break a } lo = ((io << 2) + ko) | 0 io = (q[lo >> 2] + w((jo - w(io, 341)) | 0, 12)) | 0 mo = (Ye + 20) | 0 jo = (jo + q[mo >> 2]) | 0 oo = ((jo >>> 0) / 341) | 0 jo = (q[((oo << 2) + ko) >> 2] + w((jo - w(oo, 341)) | 0, 12)) | 0 if ((io | 0) == (jo | 0)) { break a } while (1) { io = (io + 12) | 0 if (((io - q[lo >> 2]) | 0) == 4092) { io = q[(lo + 4) >> 2] lo = (lo + 4) | 0 } if ((io | 0) != (jo | 0)) { continue } break } } q[mo >> 2] = 0 io = (no - ko) >> 2 if (io >>> 0 > 2) { while (1) { An(q[ko >> 2]) ko = (q[(Ye + 4) >> 2] + 4) | 0 q[(Ye + 4) >> 2] = ko io = (q[(Ye + 8) >> 2] - ko) >> 2 if (io >>> 0 > 2) { continue } break } } io = (io + -1) | 0 if (io >>> 0 <= 1) { q[(Ye + 16) >> 2] = (io - 1) | 0 ? 170 : 341 } } function te(Ye, po) { var qo = 0, ro = 0, so = 0, to = 0, uo = 0, vo = 0, wo = 0 a: { so = q[(Ye + 8) >> 2] qo = q[(Ye + 12) >> 2] b: { if ((so | 0) != (qo | 0)) { qo = so break b } ro = q[(Ye + 4) >> 2] to = q[Ye >> 2] if (ro >>> 0 > to >>> 0) { so = (so - ro) | 0 vo = so >> 2 to = (((((ro - to) >> 2) + 1) | 0) / -2) << 2 uo = (to + ro) | 0 qo = Ye if (so) { En(uo, ro, so) ro = q[(Ye + 4) >> 2] } q[(qo + 4) >> 2] = ro + to qo = (uo + (vo << 2)) | 0 q[(Ye + 8) >> 2] = qo break b } qo = (qo - to) | 0 qo = qo ? qo >> 1 : 1 if (qo >>> 0 >= 1073741824) { break a } uo = qo << 2 vo = Mm(uo) wo = (uo + vo) | 0 uo = (vo + (qo & -4)) | 0 qo = uo if ((ro | 0) != (so | 0)) { qo = uo while (1) { q[qo >> 2] = q[ro >> 2] qo = (qo + 4) | 0 ro = (ro + 4) | 0 if ((so | 0) != (ro | 0)) { continue } break } to = q[Ye >> 2] } q[(Ye + 8) >> 2] = qo q[(Ye + 4) >> 2] = uo q[Ye >> 2] = vo q[(Ye + 12) >> 2] = wo if (!to) { break b } An(to) qo = q[(Ye + 8) >> 2] } q[qo >> 2] = q[po >> 2] q[(Ye + 8) >> 2] = q[(Ye + 8) >> 2] + 4 return } ab(1780) F() } function ue(Ye, po) { var xo = 0, yo = 0, zo = 0, Ao = 0, Bo = 0, Co = 0 a: { zo = q[(Ye + 4) >> 2] yo = q[Ye >> 2] b: { if ((zo | 0) != (yo | 0)) { xo = zo break b } Ao = q[(Ye + 8) >> 2] xo = q[(Ye + 12) >> 2] if (Ao >>> 0 < xo >>> 0) { Bo = (((((xo - Ao) >> 2) + 1) | 0) / 2) << 2 xo = (Bo + Ao) | 0 yo = (Ao - zo) | 0 if (yo) { xo = (xo - yo) | 0 En(xo, zo, yo) Ao = q[(Ye + 8) >> 2] } q[(Ye + 4) >> 2] = xo q[(Ye + 8) >> 2] = Ao + Bo break b } xo = (xo - yo) | 0 xo = xo ? xo >> 1 : 1 if (xo >>> 0 >= 1073741824) { break a } yo = xo << 2 Bo = Mm(yo) Co = (yo + Bo) | 0 xo = (Bo + ((xo + 3) & -4)) | 0 c: { if ((zo | 0) == (Ao | 0)) { yo = xo break c } yo = xo while (1) { q[yo >> 2] = q[zo >> 2] yo = (yo + 4) | 0 zo = (zo + 4) | 0 if ((Ao | 0) != (zo | 0)) { continue } break } zo = q[Ye >> 2] } q[(Ye + 8) >> 2] = yo q[(Ye + 4) >> 2] = xo q[Ye >> 2] = Bo q[(Ye + 12) >> 2] = Co if (!zo) { break b } An(zo) xo = q[(Ye + 4) >> 2] } q[(xo + -4) >> 2] = q[po >> 2] q[(Ye + 4) >> 2] = q[(Ye + 4) >> 2] + -4 return } ab(1780) F() } function ve(Ye, An) { var po = 0, Do = 0, Eo = 0, Fo = 0, Go = 0, Ho = 0 q[Ye >> 2] = 1232 po = q[(An + 4) >> 2] q[(Ye + 16) >> 2] = 0 q[(Ye + 8) >> 2] = 0 q[(Ye + 12) >> 2] = 0 q[(Ye + 4) >> 2] = po a: { po = (q[(An + 12) >> 2] - q[(An + 8) >> 2]) | 0 b: { if (!po) { break b } Do = po >> 2 if (Do >>> 0 >= 1073741824) { break a } po = Mm(po) q[(Ye + 8) >> 2] = po Eo = (Ye + 12) | 0 q[Eo >> 2] = po q[(Ye + 16) >> 2] = po + (Do << 2) Fo = q[(An + 8) >> 2] Do = (q[(An + 12) >> 2] - Fo) | 0 if ((Do | 0) < 1) { break b } ;(Go = Eo), (Ho = (Cn(po, Fo, Do) + Do) | 0), (q[Go >> 2] = Ho) } q[(Ye + 20) >> 2] = q[(An + 20) >> 2] return } bn() F() } function we(Ye) { q[(Ye + 12) >> 2] = -1 q[(Ye + 16) >> 2] = 0 q[(Ye + 4) >> 2] = 0 q[(Ye + 8) >> 2] = 0 q[Ye >> 2] = 1908 } function xe(Ye, An, Io) { Ye = Ye | 0 An = An | 0 Io = Io | 0 q[(Ye + 4) >> 2] = An An = q[(q[(q[(An + 4) >> 2] + 8) >> 2] + (Io << 2)) >> 2] q[(Ye + 12) >> 2] = Io q[(Ye + 8) >> 2] = An return 1 } function ye(Ye, An) { Ye = Ye | 0 An = An | 0 q[(Ye + 12) >> 2] = -1 q[(Ye + 8) >> 2] = An return 1 } function ze(Ye, An, Io) { Ye = Ye | 0 An = An | 0 Io = Io | 0 var Jo = 0, Ko = 0 Jo = q[(Ye + 8) >> 2] a: { if (o[(Jo + 24) | 0] < 1) { break a } if (!td(Jo, (q[(An + 4) >> 2] - q[An >> 2]) >> 2)) { break a } Ko = n[q[(q[Ye >> 2] + 32) >> 2]](Ye, An, Io) | 0 } return Ko | 0 } function Ae(q, Ye, An) { q = q | 0 Ye = Ye | 0 An = An | 0 return 1 } function Be(Ye) { var An = 0, Io = 0, Lo = 0, Mo = 0, No = 0, Oo = 0, Po = 0, Qo = 0 a: { Lo = q[(Ye + 8) >> 2] if (r[(Lo + 84) | 0]) { break a } An = q[(Ye + 16) >> 2] if (!An | !r[(An + 84) | 0]) { break a } Io = q[(Lo + 72) >> 2] Mo = q[(Lo + 68) >> 2] o[(An + 84) | 0] = 0 Io = (Io - Mo) >> 2 No = q[(An + 68) >> 2] Mo = (q[(An + 72) >> 2] - No) >> 2 b: { if (Io >>> 0 > Mo >>> 0) { md((An + 68) | 0, (Io - Mo) | 0, 1992) Lo = q[(Ye + 8) >> 2] break b } if (Io >>> 0 >= Mo >>> 0) { break b } q[(An + 72) >> 2] = No + (Io << 2) } An = 0 Mo = r[(Lo + 84) | 0] Oo = (Lo + 72) | 0 Po = (Ye + 16) | 0 Qo = (Lo + 68) | 0 while (1) { if (An >>> 0 >= (Mo ? 0 : (q[Oo >> 2] - q[(Lo + 68) >> 2]) >> 2) >>> 0) { break a } Io = An No = (q[(q[Po >> 2] + 68) >> 2] + (An << 2)) | 0 if (!Mo) { Io = q[(q[Qo >> 2] + (An << 2)) >> 2] } q[No >> 2] = Io An = (An + 1) | 0 continue } } return q[(Ye + 16) >> 2] } function Ce(Ye, Ro) { Ye = Ye | 0 Ro = Ro | 0 var So = 0, To = 0, Uo = 0 if ((n[q[(q[Ro >> 2] + 20) >> 2]](Ro) | 0) >= 1) { while (1) { So = bl(q[(q[(Ye + 4) >> 2] + 4) >> 2], n[q[(q[Ro >> 2] + 24) >> 2]](Ro, To) | 0) if ((So | 0) == -1) { return 0 } a: { Uo = q[(Ye + 4) >> 2] if (r[(Uo + 36) | 0] <= 1) { if (n[q[(q[Ro >> 2] + 28) >> 2]](Ro, q[(q[(q[(Uo + 4) >> 2] + 8) >> 2] + (So << 2)) >> 2])) { break a } return 0 } So = Pj(Uo, So) if (!So) { return 0 } if (n[q[(q[Ro >> 2] + 28) >> 2]](Ro, So)) { break a } return 0 } To = (To + 1) | 0 if ((To | 0) < (n[q[(q[Ro >> 2] + 20) >> 2]](Ro) | 0)) { continue } break } } return 1 } function De(Ye, Ro, Vo) { Ye = Ye | 0 Ro = Ro | 0 Vo = Vo | 0 var Wo = 0, Xo = 0, Yo = 0, Zo = 0, _o = 0, $o = 0, ap = 0, bp = 0, cp = 0, dp = 0, ep = 0 Wo = q[(Ro + 4) >> 2] Xo = q[Ro >> 2] Ro = q[(q[(Ye + 8) >> 2] + 40) >> 2] Yo = Ro Zo = Mm((Ro | 0) > -1 ? Ro : -1) Wo = (Wo - Xo) | 0 if ((Wo | 0) >= 1) { dp = Wo >> 2 while (1) { $o = q[(Vo + 12) >> 2] Wo = (ep + q[(Vo + 20) >> 2]) | 0 ap = q[(Vo + 16) >> 2] _o = (Ro + ap) | 0 if (_o >>> 0 < Ro >>> 0) { Wo = (Wo + 1) | 0 } Xo = Wo if (($o | 0) < (Wo | 0) ? 1 : ($o | 0) <= (Wo | 0) ? (t[(Vo + 8) >> 2] >= _o >>> 0 ? 0 : 1) : 0) { An(Zo) return 0 } Wo = Cn(Zo, (ap + q[Vo >> 2]) | 0, Yo) q[(Vo + 16) >> 2] = _o q[(Vo + 20) >> 2] = Xo Cn((q[q[(q[(Ye + 8) >> 2] - -64) >> 2] >> 2] + bp) | 0, Wo, Yo) bp = (Yo + bp) | 0 cp = (cp + 1) | 0 if ((cp | 0) < (dp | 0)) { continue } break } } An(Zo) return 1 } function Ee(Ye) { Ye = Ye | 0 var Ro = 0 q[Ye >> 2] = 1908 Ro = q[(Ye + 16) >> 2] q[(Ye + 16) >> 2] = 0 if (Ro) { Hb(Ro) } return Ye | 0 } function Fe(Ye) { Ye = Ye | 0 var Vo = 0 q[Ye >> 2] = 1908 Vo = q[(Ye + 16) >> 2] q[(Ye + 16) >> 2] = 0 if (Vo) { Hb(Vo) } An(Ye) } function Ge(Ye, fp) { var gp = 0 wd(Ye) q[(Ye + 36) >> 2] = 0 q[(Ye + 40) >> 2] = 0 q[Ye >> 2] = 2004 q[(Ye + 44) >> 2] = 0 q[(Ye + 48) >> 2] = 0 q[(Ye + 52) >> 2] = 0 q[(Ye + 56) >> 2] = 0 gp = q[fp >> 2] q[fp >> 2] = 0 q[(Ye + 60) >> 2] = gp } function He(Ye, fp) { Ye = Ye | 0 fp = fp | 0 var hp = 0, ip = 0, jp = 0, kp = 0, lp = 0, mp = 0, np = 0, op = 0, pp = 0, qp = 0, rp = 0, sp = 0, tp = 0 lp = (T - 16) | 0 T = lp a: { if (!yd(Ye, fp)) { break a } pp = (Ye + 36) | 0 mp = n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0 jp = q[(Ye + 40) >> 2] ip = q[(Ye + 36) >> 2] hp = (jp - ip) >> 2 b: { if (mp >>> 0 > hp >>> 0) { Ie(pp, (mp - hp) | 0) break b } if (mp >>> 0 >= hp >>> 0) { break b } ip = (ip + (mp << 2)) | 0 if ((ip | 0) != (jp | 0)) { while (1) { jp = (jp + -4) | 0 hp = q[jp >> 2] q[jp >> 2] = 0 if (hp) { n[q[(q[hp >> 2] + 4) >> 2]](hp) } if ((jp | 0) != (ip | 0)) { continue } break } } q[(Ye + 40) >> 2] = ip } op = 1 if ((mp | 0) < 1) { break a } op = 0 jp = 0 while (1) { kp = q[(fp + 16) >> 2] ip = q[(fp + 12) >> 2] hp = q[(fp + 20) >> 2] if ((ip | 0) < (hp | 0) ? 1 : (ip | 0) <= (hp | 0) ? (t[(fp + 8) >> 2] > kp >>> 0 ? 0 : 1) : 0) { break a } np = r[(kp + q[fp >> 2]) | 0] kp = (kp + 1) | 0 if (kp >>> 0 < 1) { hp = (hp + 1) | 0 } ip = fp q[(ip + 16) >> 2] = kp q[(ip + 20) >> 2] = hp n[q[(q[Ye >> 2] + 48) >> 2]]((lp + 8) | 0, Ye, np) hp = q[(Ye + 36) >> 2] ip = q[(lp + 8) >> 2] q[(lp + 8) >> 2] = 0 kp = jp << 2 np = (hp + kp) | 0 hp = q[np >> 2] q[np >> 2] = ip if (hp) { n[q[(q[hp >> 2] + 4) >> 2]](hp) } hp = q[(lp + 8) >> 2] q[(lp + 8) >> 2] = 0 if (hp) { n[q[(q[hp >> 2] + 4) >> 2]](hp) } hp = q[(q[pp >> 2] + kp) >> 2] if (!hp) { break a } if ( !((rp = hp), (sp = n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0), (tp = n[q[(q[Ye >> 2] + 20) >> 2]](Ye, jp) | 0), (qp = q[(q[hp >> 2] + 8) >> 2]), n[qp](rp | 0, sp | 0, tp | 0) | 0) ) { break a } jp = (jp + 1) | 0 if ((mp | 0) != (jp | 0)) { continue } break } op = 1 } T = (lp + 16) | 0 return op | 0 } function Ie(Ye, fp) { var up = 0, vp = 0, wp = 0, xp = 0, yp = 0, zp = 0, Ap = 0, Bp = 0, Cp = 0 vp = q[(Ye + 8) >> 2] wp = (Ye + 4) | 0 up = q[wp >> 2] if (((vp - up) >> 2) >>> 0 >= fp >>> 0) { Ye = fp << 2 ;(Bp = wp), (Cp = (Dn(up, 0, Ye) + Ye) | 0), (q[Bp >> 2] = Cp) return } a: { wp = q[Ye >> 2] xp = (up - wp) >> 2 yp = (xp + fp) | 0 if (yp >>> 0 < 1073741824) { xp = xp << 2 vp = (vp - wp) | 0 Ap = vp >> 1 vp = (vp >> 2) >>> 0 < 536870911 ? (Ap >>> 0 < yp >>> 0 ? yp : Ap) : 1073741823 if (vp) { if (vp >>> 0 >= 1073741824) { break a } zp = Mm(vp << 2) } xp = (xp + zp) | 0 Dn(xp, 0, fp << 2) fp = ((yp << 2) + zp) | 0 yp = ((vp << 2) + zp) | 0 if ((up | 0) != (wp | 0)) { while (1) { up = (up + -4) | 0 vp = q[up >> 2] q[up >> 2] = 0 xp = (xp + -4) | 0 q[xp >> 2] = vp if ((up | 0) != (wp | 0)) { continue } break } wp = q[Ye >> 2] up = q[(Ye + 4) >> 2] } q[Ye >> 2] = xp q[(Ye + 8) >> 2] = yp q[(Ye + 4) >> 2] = fp if ((up | 0) != (wp | 0)) { while (1) { up = (up + -4) | 0 Ye = q[up >> 2] q[up >> 2] = 0 if (Ye) { n[q[(q[Ye >> 2] + 4) >> 2]](Ye) } if ((up | 0) != (wp | 0)) { continue } break } } if (wp) { An(wp) } return } bn() F() } ab(2144) F() } function Je(Ye, fp) { Ye = Ye | 0 fp = fp | 0 var Dp = 0, Ep = 0, Fp = 0, Gp = 0, Hp = 0, Ip = 0, Jp = 0 Dp = q[(Ye + 60) >> 2] a: { if (!Dp) { break a } q[(Dp + 4) >> 2] = Ye + 48 if (!n[q[(q[Dp >> 2] + 12) >> 2]](Dp)) { break a } b: { Ep = n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0 if ((Ep | 0) < 1) { break b } Gp = (Ye + 60) | 0 Dp = 0 while (1) { c: { Hp = q[((n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0) + 4) >> 2] Ip = n[q[(q[Ye >> 2] + 20) >> 2]](Ye, Dp) | 0 Fp = q[Gp >> 2] if (!n[q[(q[Fp >> 2] + 8) >> 2]](Fp, q[(q[(Hp + 8) >> 2] + (Ip << 2)) >> 2])) { break c } Dp = (Dp + 1) | 0 if ((Ep | 0) != (Dp | 0)) { continue } break b } break } return 0 } if (!n[q[(q[Ye >> 2] + 36) >> 2]](Ye, fp)) { break a } if (!n[q[(q[Ye >> 2] + 40) >> 2]](Ye, fp)) { break a } Jp = n[q[(q[Ye >> 2] + 44) >> 2]](Ye) | 0 } return Jp | 0 } function Ke(Ye, fp) { Ye = Ye | 0 fp = fp | 0 var Kp = 0, Lp = 0, Mp = 0, Np = 0, Op = 0 Kp = 1 Lp = n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0 a: { if ((Lp | 0) < 1) { break a } Np = (Ye + 48) | 0 Kp = 0 Op = (Ye + 36) | 0 Ye = 0 while (1) { Mp = q[(q[Op >> 2] + (Ye << 2)) >> 2] if (!n[q[(q[Mp >> 2] + 16) >> 2]](Mp, Np, fp)) { break a } Ye = (Ye + 1) | 0 if ((Lp | 0) != (Ye | 0)) { continue } break } Kp = 1 } return Kp | 0 } function Le(Ye, fp) { Ye = Ye | 0 fp = fp | 0 var Pp = 0, Qp = 0, Rp = 0, Sp = 0, Tp = 0 Pp = 1 Qp = n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0 a: { if ((Qp | 0) < 1) { break a } Sp = (Ye + 48) | 0 Pp = 0 Tp = (Ye + 36) | 0 Ye = 0 while (1) { Rp = q[(q[Tp >> 2] + (Ye << 2)) >> 2] if (!n[q[(q[Rp >> 2] + 20) >> 2]](Rp, Sp, fp)) { break a } Ye = (Ye + 1) | 0 if ((Qp | 0) != (Ye | 0)) { continue } break } Pp = 1 } return Pp | 0 } function Me(Ye) { Ye = Ye | 0 var fp = 0, Up = 0, Vp = 0, Wp = 0, Xp = 0, Yp = 0, Zp = 0, _p = 0, $p = 0, aq = 0, bq = 0, cq = 0, dq = 0 Wp = (T - 16) | 0 T = Wp fp = 1 Zp = n[q[(q[Ye >> 2] + 24) >> 2]](Ye) | 0 a: { if ((Zp | 0) < 1) { break a } dq = (Ye + 48) | 0 Yp = (Ye + 36) | 0 while (1) { b: { c: { if (!q[((n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0) + 40) >> 2]) { break c } _p = Xp << 2 fp = q[(_p + q[Yp >> 2]) >> 2] Up = q[(fp + 8) >> 2] $p = Be(fp) if (!$p) { break c } fp = n[q[(q[Ye >> 2] + 28) >> 2]](Ye) | 0 aq = q[(Up + 56) >> 2] bq = q[(fp + 40) >> 2] fp = Mm(32) q[Wp >> 2] = fp q[(Wp + 4) >> 2] = 24 q[(Wp + 8) >> 2] = -2147483616 o[(fp + 24) | 0] = 0 Up = r[2076] | (r[2077] << 8) | ((r[2078] << 16) | (r[2079] << 24)) Vp = r[2072] | (r[2073] << 8) | ((r[2074] << 16) | (r[2075] << 24)) o[(fp + 16) | 0] = Vp o[(fp + 17) | 0] = Vp >>> 8 o[(fp + 18) | 0] = Vp >>> 16 o[(fp + 19) | 0] = Vp >>> 24 o[(fp + 20) | 0] = Up o[(fp + 21) | 0] = Up >>> 8 o[(fp + 22) | 0] = Up >>> 16 o[(fp + 23) | 0] = Up >>> 24 Up = r[2068] | (r[2069] << 8) | ((r[2070] << 16) | (r[2071] << 24)) Vp = r[2064] | (r[2065] << 8) | ((r[2066] << 16) | (r[2067] << 24)) o[(fp + 8) | 0] = Vp o[(fp + 9) | 0] = Vp >>> 8 o[(fp + 10) | 0] = Vp >>> 16 o[(fp + 11) | 0] = Vp >>> 24 o[(fp + 12) | 0] = Up o[(fp + 13) | 0] = Up >>> 8 o[(fp + 14) | 0] = Up >>> 16 o[(fp + 15) | 0] = Up >>> 24 Up = r[2060] | (r[2061] << 8) | ((r[2062] << 16) | (r[2063] << 24)) Vp = r[2056] | (r[2057] << 8) | ((r[2058] << 16) | (r[2059] << 24)) o[fp | 0] = Vp o[(fp + 1) | 0] = Vp >>> 8 o[(fp + 2) | 0] = Vp >>> 16 o[(fp + 3) | 0] = Vp >>> 24 o[(fp + 4) | 0] = Up o[(fp + 5) | 0] = Up >>> 8 o[(fp + 6) | 0] = Up >>> 16 o[(fp + 7) | 0] = Up >>> 24 d: { e: { Vp = (bq + 16) | 0 Up = Vp fp = q[Up >> 2] if (!fp) { break e } while (1) { cq = q[(fp + 16) >> 2] < (aq | 0) Up = cq ? Up : fp fp = q[((cq << 2) + fp) >> 2] if (fp) { continue } break } if (((Up | 0) == (Vp | 0)) | ((aq | 0) < q[(Up + 16) >> 2])) { break e } fp = (Up + 20) | 0 if (!ga(fp, Wp)) { break e } fp = gk(fp, Wp) break d } fp = gk(bq, Wp) } if (o[(Wp + 11) | 0] <= -1) { An(q[Wp >> 2]) } if (!fp) { break c } ud(q[(q[(q[Yp >> 2] + _p) >> 2] + 8) >> 2], $p) break b } fp = q[(q[Yp >> 2] + (Xp << 2)) >> 2] if (n[q[(q[fp >> 2] + 24) >> 2]](fp, dq)) { break b } fp = 0 break a } fp = 1 Xp = (Xp + 1) | 0 if ((Zp | 0) != (Xp | 0)) { continue } break } } T = (Wp + 16) | 0 return fp | 0 } function Ne(Ye, eq, fq) { Ye = Ye | 0 eq = eq | 0 fq = fq | 0 if (fq >>> 0 > 3) { q[Ye >> 2] = 0 return } a: { b: { switch ((fq - 1) | 0) { default: eq = Mm(20) we(eq) break a case 0: eq = Mm(24) Re(eq) break a case 1: eq = Mm(36) Re(eq) q[(eq + 32) >> 2] = 0 q[(eq + 24) >> 2] = -1 q[(eq + 28) >> 2] = 0 q[eq >> 2] = 10764 break a case 2: break b } } eq = Mm(28) Re(eq) q[(eq + 24) >> 2] = -1 q[eq >> 2] = 6744 q[Ye >> 2] = eq return } q[Ye >> 2] = eq } function Oe(Ye) { Ye = Ye | 0 var eq = 0, fq = 0, gq = 0, hq = 0, iq = 0 q[Ye >> 2] = 2004 eq = (Ye + 60) | 0 fq = q[eq >> 2] q[eq >> 2] = 0 if (fq) { n[q[(q[fq >> 2] + 4) >> 2]](fq) } eq = q[(Ye + 48) >> 2] if (eq) { q[(Ye + 52) >> 2] = eq An(eq) } fq = q[(Ye + 36) >> 2] if (fq) { eq = fq iq = (Ye + 40) | 0 gq = q[iq >> 2] hq = eq a: { if ((eq | 0) == (gq | 0)) { break a } while (1) { gq = (gq + -4) | 0 eq = q[gq >> 2] q[gq >> 2] = 0 if (eq) { n[q[(q[eq >> 2] + 4) >> 2]](eq) } if ((fq | 0) != (gq | 0)) { continue } break } hq = q[(Ye + 36) >> 2] } eq = hq q[iq >> 2] = fq An(eq) } q[Ye >> 2] = 1384 eq = q[(Ye + 16) >> 2] if (eq) { q[(Ye + 20) >> 2] = eq An(eq) } eq = q[(Ye + 4) >> 2] if (eq) { q[(Ye + 8) >> 2] = eq An(eq) } return Ye | 0 } function Pe(Ye) { Ye = Ye | 0 var jq = 0, kq = 0, lq = 0, mq = 0, nq = 0 q[Ye >> 2] = 2004 jq = (Ye + 60) | 0 kq = q[jq >> 2] q[jq >> 2] = 0 if (kq) { n[q[(q[kq >> 2] + 4) >> 2]](kq) } jq = q[(Ye + 48) >> 2] if (jq) { q[(Ye + 52) >> 2] = jq An(jq) } kq = q[(Ye + 36) >> 2] if (kq) { jq = kq nq = (Ye + 40) | 0 lq = q[nq >> 2] mq = jq a: { if ((jq | 0) == (lq | 0)) { break a } while (1) { lq = (lq + -4) | 0 jq = q[lq >> 2] q[lq >> 2] = 0 if (jq) { n[q[(q[jq >> 2] + 4) >> 2]](jq) } if ((kq | 0) != (lq | 0)) { continue } break } mq = q[(Ye + 36) >> 2] } jq = mq q[nq >> 2] = kq An(jq) } q[Ye >> 2] = 1384 jq = q[(Ye + 16) >> 2] if (jq) { q[(Ye + 20) >> 2] = jq An(jq) } jq = q[(Ye + 4) >> 2] if (jq) { q[(Ye + 8) >> 2] = jq An(jq) } An(Ye) } function Qe(Ye, oq) { Ye = Ye | 0 oq = oq | 0 var pq = 0, qq = 0 qq = q[(Ye + 16) >> 2] pq = 0 a: { if ((q[(Ye + 20) >> 2] - qq) >> 2 <= (oq | 0)) { break a } oq = q[((oq << 2) + qq) >> 2] pq = 0 if ((oq | 0) < 0) { break a } pq = Be(q[(q[(Ye + 36) >> 2] + (oq << 2)) >> 2]) } return pq | 0 } function Re(Ye) { we(Ye) q[(Ye + 20) >> 2] = 0 q[Ye >> 2] = 2220 } function Se(q, Ye, oq) { q = q | 0 Ye = Ye | 0 oq = oq | 0 return xe(q, Ye, oq) | 0 } function Te(Ye, oq) { Ye = Ye | 0 oq = oq | 0 var rq = 0, sq = 0 sq = q[(Ye + 4) >> 2] a: { if (sq) { rq = 1 if (r[(sq + 36) | 0] < 2) { break a } } rq = n[q[(q[Ye >> 2] + 48) >> 2]](Ye, (q[(oq + 4) >> 2] - q[oq >> 2]) >> 2) | 0 } return rq | 0 } function Ue(Ye, oq, tq) { Ye = Ye | 0 oq = oq | 0 tq = tq | 0 var uq = 0, vq = 0, wq = 0, xq = 0, yq = 0, zq = 0, Aq = 0, Bq = 0, Cq = 0, Dq = 0 wq = (T - 16) | 0 T = wq Aq = q[(tq + 8) >> 2] xq = q[(tq + 16) >> 2] yq = q[(tq + 12) >> 2] uq = yq vq = q[(tq + 20) >> 2] a: { if ((uq | 0) < (vq | 0) ? 1 : (uq | 0) <= (vq | 0) ? (Aq >>> 0 > xq >>> 0 ? 0 : 1) : 0) { break a } Bq = q[tq >> 2] Cq = o[(Bq + xq) | 0] uq = vq zq = (xq + 1) | 0 if (zq >>> 0 < 1) { uq = (uq + 1) | 0 } q[(tq + 16) >> 2] = zq q[(tq + 20) >> 2] = uq b: { if ((Cq | 0) == -2) { break b } if ((yq | 0) < (uq | 0) ? 1 : (yq | 0) <= (uq | 0) ? (Aq >>> 0 > zq >>> 0 ? 0 : 1) : 0) { break a } yq = o[(zq + Bq) | 0] xq = (xq + 2) | 0 if (xq >>> 0 < 2) { vq = (vq + 1) | 0 } uq = tq q[(uq + 16) >> 2] = xq q[(uq + 20) >> 2] = vq n[q[(q[Ye >> 2] + 40) >> 2]]((wq + 8) | 0, Ye, Cq, yq) vq = q[(wq + 8) >> 2] q[(wq + 8) >> 2] = 0 uq = q[(Ye + 20) >> 2] q[(Ye + 20) >> 2] = vq if (!uq) { q[(wq + 8) >> 2] = 0 break b } n[q[(q[uq >> 2] + 4) >> 2]](uq) uq = q[(wq + 8) >> 2] q[(wq + 8) >> 2] = 0 if (!uq) { break b } n[q[(q[uq >> 2] + 4) >> 2]](uq) } uq = q[(Ye + 20) >> 2] if (uq) { if (!n[q[(q[Ye >> 2] + 28) >> 2]](Ye, uq)) { break a } } if (!n[q[(q[Ye >> 2] + 36) >> 2]](Ye, oq, tq)) { break a } tq = q[(Ye + 4) >> 2] if (!(!tq | (r[(tq + 36) | 0] > 1))) { if (!n[q[(q[Ye >> 2] + 48) >> 2]](Ye, (q[(oq + 4) >> 2] - q[oq >> 2]) >> 2)) { break a } } Dq = 1 } T = (wq + 16) | 0 return Dq | 0 } function Ve(Ye, oq, tq, Eq) { Ye = Ye | 0 oq = oq | 0 tq = tq | 0 Eq = Eq | 0 var Fq = 0, Gq = 0 Fq = (T - 48) | 0 T = Fq a: { if ((Eq | 0) != 1) { q[Ye >> 2] = 0 break a } Eq = q[(oq + 4) >> 2] oq = q[(oq + 12) >> 2] q[(Fq + 40) >> 2] = 0 Gq = (Fq + 32) | 0 q[Gq >> 2] = 0 q[(Gq + 4) >> 2] = 0 q[(Fq + 24) >> 2] = 0 q[(Fq + 28) >> 2] = 0 q[(Fq + 16) >> 2] = 0 q[(Fq + 20) >> 2] = 0 q[(Fq + 8) >> 2] = 0 q[(Fq + 12) >> 2] = 0 We(Fq, tq, oq, Eq, (Fq + 8) | 0) oq = q[Gq >> 2] if (oq) { q[(Fq + 36) >> 2] = oq An(oq) } q[Ye >> 2] = q[Fq >> 2] } T = (Fq + 48) | 0 } function We(Ye, oq, tq, Eq, Hq) { var Iq = 0, Jq = 0 a: { if ((oq | 0) != -2) { Jq = q[(q[(q[(Eq + 4) >> 2] + 8) >> 2] + (tq << 2)) >> 2] if ((n[q[(q[Eq >> 2] + 8) >> 2]](Eq) | 0) == 1) { Iq = oq oq = s[(Eq + 36) >> 1] bf(Ye, Eq, Iq, tq, Hq, ((oq << 24) | ((oq << 8) & 16711680)) >>> 16) if (q[Ye >> 2]) { break a } q[Ye >> 2] = 0 } Iq = Mm(44) cf(Iq, Jq, Hq) } q[Ye >> 2] = Iq } } function Xe(oq, tq, Eq) { oq = oq | 0 tq = tq | 0 Eq = Eq | 0 var Hq = 0, Kq = 0, Lq = 0, Mq = 0, Nq = 0, Oq = 0, Pq = 0, Qq = 0, Rq = 0, Sq = 0, Tq = 0, Uq = 0, Vq = 0 a: { Tq = n[q[(q[oq >> 2] + 44) >> 2]](oq) | 0 if ((Tq | 0) < 1) { break a } Nq = (q[(tq + 4) >> 2] - q[tq >> 2]) >> 2 Ye(oq, Nq, Tq) Hq = q[(oq + 16) >> 2] if (!q[(Hq + 80) >> 2]) { break a } Lq = q[q[Hq >> 2] >> 2] if (!Lq) { break a } Pq = q[(Eq + 8) >> 2] Oq = q[(Eq + 16) >> 2] Mq = q[(Eq + 12) >> 2] Qq = Mq Kq = q[(Eq + 20) >> 2] if ((Qq | 0) < (Kq | 0) ? 1 : (Qq | 0) <= (Kq | 0) ? (Pq >>> 0 > Oq >>> 0 ? 0 : 1) : 0) { break a } Qq = w(Nq, Tq) Sq = (Lq + q[(Hq + 48) >> 2]) | 0 Uq = q[Eq >> 2] Vq = r[(Uq + Oq) | 0] Nq = Eq Hq = Kq Lq = (Oq + 1) | 0 if (Lq >>> 0 < 1) { Hq = (Hq + 1) | 0 } Rq = Lq Lq = Hq q[(Nq + 16) >> 2] = Rq q[(Nq + 20) >> 2] = Hq b: { c: { d: { if (Vq) { if (qh(Qq, Tq, Eq, Sq)) { break d } break a } if ((Mq | 0) < (Lq | 0) ? 1 : (Mq | 0) <= (Lq | 0) ? (Pq >>> 0 > Rq >>> 0 ? 0 : 1) : 0) { break a } Nq = r[(Rq + Uq) | 0] Hq = Kq Kq = (Oq + 2) | 0 if (Kq >>> 0 < 2) { Hq = (Hq + 1) | 0 } q[(Eq + 16) >> 2] = Kq q[(Eq + 20) >> 2] = Hq Hq = bk(5) Kq = q[(q[(oq + 16) >> 2] - -64) >> 2] Kq = (q[(Kq + 4) >> 2] - q[Kq >> 2]) | 0 e: { if ((Hq | 0) == (Nq | 0)) { Nq = Qq << 2 if (Kq >>> 0 < Nq >>> 0) { break a } Lq = q[(Eq + 12) >> 2] Hq = q[(Eq + 20) >> 2] Oq = q[(Eq + 16) >> 2] Kq = Nq Mq = (Oq + Kq) | 0 if (Mq >>> 0 < Kq >>> 0) { Hq = (Hq + 1) | 0 } if ((Lq | 0) > (Hq | 0) ? 1 : (Lq | 0) >= (Hq | 0) ? (t[(Eq + 8) >> 2] < Mq >>> 0 ? 0 : 1) : 0) { break e } break a } if (Kq >>> 0 < w(Nq, Qq) >>> 0) { break a } Oq = q[(Eq + 12) >> 2] Hq = q[(Eq + 20) >> 2] Pq = q[(Eq + 8) >> 2] Lq = Pq Rq = q[(Eq + 16) >> 2] Mq = Rq Kq = Nq Vq = (Lq - Mq) >>> 0 >= $n(Kq, 0, Qq, 0) >>> 0 ? 0 : 1 Lq = (Oq - ((Hq + (Lq >>> 0 < Mq >>> 0)) | 0)) | 0 Mq = V if ((Lq | 0) < (Mq | 0) ? 1 : (Lq | 0) <= (Mq | 0) ? Vq : 0) { break a } Lq = 0 if (!Qq) { break c } Mq = 0 Lq = Pq Pq = (Kq + Rq) | 0 if (Pq >>> 0 < Kq >>> 0) { Hq = (Hq + 1) | 0 } if ((Oq | 0) < (Hq | 0) ? 1 : (Oq | 0) <= (Hq | 0) ? (Lq >>> 0 >= Pq >>> 0 ? 0 : 1) : 0) { break b } Pq = 0 while (1) { Cn((Sq + (Pq << 2)) | 0, (Rq + q[Eq >> 2]) | 0, Nq) Hq = q[(Eq + 20) >> 2] Rq = (Kq + q[(Eq + 16) >> 2]) | 0 if (Rq >>> 0 < Kq >>> 0) { Hq = (Hq + 1) | 0 } q[(Eq + 16) >> 2] = Rq q[(Eq + 20) >> 2] = Hq Pq = (Pq + 1) | 0 if ((Qq | 0) == (Pq | 0)) { break d } Oq = q[(Eq + 12) >> 2] Uq = (Kq + Rq) | 0 if (Uq >>> 0 < Kq >>> 0) { Hq = (Hq + 1) | 0 } if ((Oq | 0) > (Hq | 0) ? 1 : (Oq | 0) >= (Hq | 0) ? (t[(Eq + 8) >> 2] < Uq >>> 0 ? 0 : 1) : 0) { continue } break } break b } Cn(Sq, (Oq + q[Eq >> 2]) | 0, Nq) Hq = q[(Eq + 20) >> 2] Lq = (Kq + q[(Eq + 16) >> 2]) | 0 if (Lq >>> 0 < Kq >>> 0) { Hq = (Hq + 1) | 0 } q[(Eq + 16) >> 2] = Lq q[(Eq + 20) >> 2] = Hq } Lq = 0 if (!Qq) { break c } Kq = q[(oq + 20) >> 2] if (Kq) { Lq = 1 if (n[q[(q[Kq >> 2] + 32) >> 2]](Kq)) { break c } } Tj(Sq, Qq, Sq) Lq = 1 } Kq = q[(oq + 20) >> 2] f: { if (!Kq) { break f } if (!n[q[(q[Kq >> 2] + 40) >> 2]](Kq, Eq)) { break a } if (!Lq) { break f } Mq = 0 oq = q[(oq + 20) >> 2] if (!n[q[(q[oq >> 2] + 44) >> 2]](oq, Sq, Sq, Qq, Tq, q[tq >> 2])) { break b } } Mq = 1 } return Mq | 0 } return 0 } function Ye(Ye, oq, tq) { var Eq = 0, Wq = 0, Xq = 0, Yq = 0 Eq = (T - 80) | 0 T = Eq Wq = nd((Eq + 16) | 0) Xq = q[(q[(Ye + 8) >> 2] + 56) >> 2] Yq = (tq << 24) >> 24 tq = w(bk(5), tq) od(Wq, Xq, Yq, 5, 0, tq, tq >> 31) tq = Mm(96) sd(tq, Wq) q[(Eq + 8) >> 2] = tq o[(tq + 84) | 0] = 1 q[(tq + 72) >> 2] = q[(tq + 68) >> 2] td(tq, oq) q[Eq >> 2] = 0 oq = q[(Eq + 8) >> 2] q[(Eq + 8) >> 2] = 0 tq = (Ye + 16) | 0 Ye = q[tq >> 2] q[tq >> 2] = oq a: { if (!Ye) { q[Eq >> 2] = 0 break a } Hb(Ye) Ye = q[Eq >> 2] q[Eq >> 2] = 0 if (!Ye) { break a } Hb(Ye) } Ye = q[(Eq + 8) >> 2] q[(Eq + 8) >> 2] = 0 if (Ye) { Hb(Ye) } T = (Eq + 80) | 0 } function Ze(Ye, oq) { Ye = Ye | 0 oq = oq | 0 var tq = 0, Zq = 0, _q = 0, $q = 0, ar = 0, br = 0, cr = 0, dr = 0, er = 0 Zq = q[(Ye + 8) >> 2] tq = (q[(Zq + 28) >> 2] + -1) | 0 if (tq >>> 0 > 5) { return 0 } a: { b: { switch ((tq - 1) | 0) { case 0: $q = o[(Zq + 24) | 0] ar = Mm(($q | 0) > -1 ? $q : -1) tq = q[(Ye + 16) >> 2] Zq = 0 c: { if (!q[(tq + 80) >> 2]) { break c } Zq = (q[q[tq >> 2] >> 2] + q[(tq + 48) >> 2]) | 0 } if (!oq) { break a } br = ($q | 0) < 1 dr = (Ye + 8) | 0 tq = 0 while (1) { Ye = 0 if (!br) { while (1) { o[(Ye + ar) | 0] = q[(Zq + (tq << 2)) >> 2] tq = (tq + 1) | 0 Ye = (Ye + 1) | 0 if (($q | 0) != (Ye | 0)) { continue } break } } Cn((q[q[(q[dr >> 2] - -64) >> 2] >> 2] + cr) | 0, ar, $q) cr = ($q + cr) | 0 _q = (_q + 1) | 0 if ((_q | 0) != (oq | 0)) { continue } break } break a default: $q = o[(Zq + 24) | 0] ar = Mm(($q | 0) > -1 ? $q : -1) tq = q[(Ye + 16) >> 2] Zq = 0 d: { if (!q[(tq + 80) >> 2]) { break d } Zq = (q[q[tq >> 2] >> 2] + q[(tq + 48) >> 2]) | 0 } if (!oq) { break a } br = ($q | 0) < 1 dr = (Ye + 8) | 0 tq = 0 while (1) { Ye = 0 if (!br) { while (1) { o[(Ye + ar) | 0] = q[(Zq + (tq << 2)) >> 2] tq = (tq + 1) | 0 Ye = (Ye + 1) | 0 if (($q | 0) != (Ye | 0)) { continue } break } } Cn((q[q[(q[dr >> 2] - -64) >> 2] >> 2] + cr) | 0, ar, $q) cr = ($q + cr) | 0 _q = (_q + 1) | 0 if ((_q | 0) != (oq | 0)) { continue } break } break a case 2: _q = o[(Zq + 24) | 0] Zq = (_q + _q) | 0 ar = Mm(Zq >>> 0 < _q >>> 0 ? -1 : Zq) tq = q[(Ye + 16) >> 2] Zq = 0 e: { if (!q[(tq + 80) >> 2]) { break e } Zq = (q[q[tq >> 2] >> 2] + q[(tq + 48) >> 2]) | 0 } if (!oq) { break a } br = _q << 1 dr = (_q | 0) < 1 er = (Ye + 8) | 0 tq = 0 while (1) { Ye = 0 if (!dr) { while (1) { p[((Ye << 1) + ar) >> 1] = q[(Zq + (tq << 2)) >> 2] tq = (tq + 1) | 0 Ye = (Ye + 1) | 0 if ((_q | 0) != (Ye | 0)) { continue } break } } Cn((q[q[(q[er >> 2] - -64) >> 2] >> 2] + cr) | 0, ar, br) cr = (cr + br) | 0 $q = ($q + 1) | 0 if (($q | 0) != (oq | 0)) { continue } break } break a case 1: _q = o[(Zq + 24) | 0] Zq = (_q + _q) | 0 ar = Mm(Zq >>> 0 < _q >>> 0 ? -1 : Zq) tq = q[(Ye + 16) >> 2] Zq = 0 f: { if (!q[(tq + 80) >> 2]) { break f } Zq = (q[q[tq >> 2] >> 2] + q[(tq + 48) >> 2]) | 0 } if (!oq) { break a } br = _q << 1 dr = (_q | 0) < 1 er = (Ye + 8) | 0 tq = 0 while (1) { Ye = 0 if (!dr) { while (1) { p[((Ye << 1) + ar) >> 1] = q[(Zq + (tq << 2)) >> 2] tq = (tq + 1) | 0 Ye = (Ye + 1) | 0 if ((_q | 0) != (Ye | 0)) { continue } break } } Cn((q[q[(q[er >> 2] - -64) >> 2] >> 2] + cr) | 0, ar, br) cr = (cr + br) | 0 $q = ($q + 1) | 0 if (($q | 0) != (oq | 0)) { continue } break } break a case 4: _q = o[(Zq + 24) | 0] br = _q << 2 ar = Mm((_q | 0) != (_q & 1073741823) ? -1 : br) tq = q[(Ye + 16) >> 2] Zq = 0 g: { if (!q[(tq + 80) >> 2]) { break g } Zq = (q[q[tq >> 2] >> 2] + q[(tq + 48) >> 2]) | 0 } if (!oq) { break a } dr = (_q | 0) < 1 er = (Ye + 8) | 0 tq = 0 while (1) { Ye = 0 if (!dr) { while (1) { q[((Ye << 2) + ar) >> 2] = q[(Zq + (tq << 2)) >> 2] tq = (tq + 1) | 0 Ye = (Ye + 1) | 0 if ((_q | 0) != (Ye | 0)) { continue } break } } Cn((q[q[(q[er >> 2] - -64) >> 2] >> 2] + cr) | 0, ar, br) cr = (cr + br) | 0 $q = ($q + 1) | 0 if (($q | 0) != (oq | 0)) { continue } break } break a case 3: break b } } _q = o[(Zq + 24) | 0] br = _q << 2 ar = Mm((_q | 0) != (_q & 1073741823) ? -1 : br) tq = q[(Ye + 16) >> 2] Zq = 0 h: { if (!q[(tq + 80) >> 2]) { break h } Zq = (q[q[tq >> 2] >> 2] + q[(tq + 48) >> 2]) | 0 } if (!oq) { break a } dr = (_q | 0) < 1 er = (Ye + 8) | 0 tq = 0 while (1) { Ye = 0 if (!dr) { while (1) { q[((Ye << 2) + ar) >> 2] = q[(Zq + (tq << 2)) >> 2] tq = (tq + 1) | 0 Ye = (Ye + 1) | 0 if ((_q | 0) != (Ye | 0)) { continue } break } } Cn((q[q[(q[er >> 2] - -64) >> 2] >> 2] + cr) | 0, ar, br) cr = (cr + br) | 0 $q = ($q + 1) | 0 if (($q | 0) != (oq | 0)) { continue } break } } An(ar) return 1 } function _e(Ye) { Ye = Ye | 0 var oq = 0, fr = 0 q[Ye >> 2] = 2220 fr = (Ye + 20) | 0 oq = q[fr >> 2] q[fr >> 2] = 0 if (oq) { n[q[(q[oq >> 2] + 4) >> 2]](oq) } q[Ye >> 2] = 1908 fr = (Ye + 16) | 0 oq = q[fr >> 2] q[fr >> 2] = 0 if (oq) { Hb(oq) } return Ye | 0 } function $e(Ye) { Ye = Ye | 0 var gr = 0, hr = 0 q[Ye >> 2] = 2220 hr = (Ye + 20) | 0 gr = q[hr >> 2] q[hr >> 2] = 0 if (gr) { n[q[(q[gr >> 2] + 4) >> 2]](gr) } q[Ye >> 2] = 1908 hr = (Ye + 16) | 0 gr = q[hr >> 2] q[hr >> 2] = 0 if (gr) { Hb(gr) } An(Ye) } function af(Ye) { Ye = Ye | 0 return o[(q[(Ye + 8) >> 2] + 24) | 0] } function bf(Ye, ir, jr, kr, lr, mr) { var nr = 0, or = 0, pr = 0, qr = 0 nr = (T - 32) | 0 T = nr pr = q[(q[(q[(ir + 4) >> 2] + 8) >> 2] + (kr << 2)) >> 2] a: { b: { if (((n[q[(q[ir >> 2] + 8) >> 2]](ir) | 0) != 1) | ((jr + -1) >>> 0 > 5)) { break b } qr = n[q[(q[ir >> 2] + 36) >> 2]](ir) | 0 or = n[q[(q[ir >> 2] + 44) >> 2]](ir, kr) | 0 if (!(or ? qr : 0)) { q[Ye >> 2] = 0 break a } kr = n[q[(q[ir >> 2] + 40) >> 2]](ir, kr) | 0 if (kr) { ir = q[(ir + 44) >> 2] q[(nr + 12) >> 2] = kr q[(nr + 8) >> 2] = ir q[(nr + 20) >> 2] = or q[(nr + 16) >> 2] = or + 12 df(Ye, jr, pr, lr, (nr + 8) | 0, mr) if (q[Ye >> 2]) { break a } q[Ye >> 2] = 0 break b } ir = q[(ir + 44) >> 2] q[(nr + 12) >> 2] = qr q[(nr + 8) >> 2] = ir q[(nr + 20) >> 2] = or q[(nr + 16) >> 2] = or + 12 ef(Ye, jr, pr, lr, (nr + 8) | 0, mr) if (q[Ye >> 2]) { break a } q[Ye >> 2] = 0 } q[Ye >> 2] = 0 } T = (nr + 32) | 0 } function cf(Ye, ir, jr) { var kr = 0, lr = 0, mr = 0, rr = 0, sr = 0, tr = 0, ur = 0, vr = 0 q[Ye >> 2] = 3044 q[(Ye + 4) >> 2] = ir ir = q[(jr + 8) >> 2] kr = q[(jr + 12) >> 2] lr = q[(jr + 16) >> 2] rr = q[(jr + 20) >> 2] sr = q[jr >> 2] tr = q[(jr + 4) >> 2] q[(Ye + 40) >> 2] = 0 mr = (Ye + 32) | 0 q[mr >> 2] = 0 q[(mr + 4) >> 2] = 0 q[(Ye + 24) >> 2] = lr q[(Ye + 28) >> 2] = rr q[(Ye + 16) >> 2] = ir q[(Ye + 20) >> 2] = kr q[(Ye + 8) >> 2] = sr q[(Ye + 12) >> 2] = tr a: { ir = (q[(jr + 28) >> 2] - q[(jr + 24) >> 2]) | 0 b: { if (!ir) { break b } kr = ir >> 2 if (kr >>> 0 >= 1073741824) { break a } ir = Mm(ir) q[(Ye + 32) >> 2] = ir lr = (Ye + 36) | 0 q[lr >> 2] = ir q[(Ye + 40) >> 2] = ir + (kr << 2) kr = q[(jr + 24) >> 2] jr = (q[(jr + 28) >> 2] - kr) | 0 if ((jr | 0) < 1) { break b } ;(ur = lr), (vr = (Cn(ir, kr, jr) + jr) | 0), (q[ur >> 2] = vr) } q[Ye >> 2] = 6584 return } bn() F() } function df(Ye, ir, jr, wr, xr, yr) { ir = (ir + -1) | 0 if (ir >>> 0 > 5) { q[Ye >> 2] = 0 return } a: { b: { switch ((ir - 1) | 0) { default: ir = Mm(60) ff(ir, jr, wr, xr) q[ir >> 2] = 2336 break a case 0: ir = Mm(60) ff(ir, jr, wr, xr) q[ir >> 2] = 3100 break a case 2: ir = Mm(112) ff(ir, jr, wr, xr) q[ir >> 2] = 3336 q[(ir + 60) >> 2] = 0 q[(ir + 64) >> 2] = 0 q[(ir + 68) >> 2] = 0 q[(ir + 72) >> 2] = 0 q[(ir + 76) >> 2] = 0 q[(ir + 80) >> 2] = 0 q[(ir + 84) >> 2] = 0 q[(ir + 88) >> 2] = 0 q[(ir + 92) >> 2] = 0 q[(ir + 96) >> 2] = 0 q[(ir + 100) >> 2] = 0 q[(ir + 104) >> 2] = 0 q[(ir + 108) >> 2] = 0 break a case 1: ir = Mm(92) ff(ir, jr, wr, xr) q[(ir + 60) >> 2] = 0 q[(ir + 64) >> 2] = 0 q[ir >> 2] = 3584 q[(ir + 88) >> 2] = yr q[(ir + 68) >> 2] = 0 q[(ir + 72) >> 2] = 0 q[(ir + 76) >> 2] = 0 q[(ir + 80) >> 2] = 0 q[(ir + 84) >> 2] = 0 break a case 3: ir = Mm(104) ff(ir, jr, wr, xr) q[(ir + 76) >> 2] = 0 q[(ir + 80) >> 2] = 0 q[(ir + 60) >> 2] = 0 q[(ir + 64) >> 2] = 0 q[ir >> 2] = 3812 q[(ir + 84) >> 2] = 0 jr = q[(xr + 4) >> 2] q[(ir + 88) >> 2] = q[xr >> 2] q[(ir + 92) >> 2] = jr jr = q[(xr + 12) >> 2] q[(ir + 96) >> 2] = q[(xr + 8) >> 2] q[(ir + 100) >> 2] = jr break a case 4: break b } } ir = Mm(124) ff(ir, jr, wr, xr) q[ir >> 2] = 4048 jr = (ir - -64) | 0 q[jr >> 2] = 0 q[(jr + 4) >> 2] = 0 jr = q[(xr + 4) >> 2] q[(ir + 72) >> 2] = q[xr >> 2] q[(ir + 76) >> 2] = jr jr = q[(xr + 12) >> 2] q[(ir + 80) >> 2] = q[(xr + 8) >> 2] q[(ir + 84) >> 2] = jr q[(ir + 92) >> 2] = -1 q[(ir + 96) >> 2] = -1 q[(ir + 88) >> 2] = 1 q[(ir + 60) >> 2] = 4284 q[(ir + 100) >> 2] = -1 q[(ir + 104) >> 2] = -1 ah((ir + 108) | 0) q[Ye >> 2] = ir return } q[Ye >> 2] = ir } function ef(Ye, ir, jr, wr, xr, yr) { ir = (ir + -1) | 0 if (ir >>> 0 > 5) { q[Ye >> 2] = 0 return } a: { b: { switch ((ir - 1) | 0) { default: ir = Mm(60) Vf(ir, jr, wr, xr) q[ir >> 2] = 4676 break a case 0: ir = Mm(60) Vf(ir, jr, wr, xr) q[ir >> 2] = 5100 break a case 2: ir = Mm(112) Vf(ir, jr, wr, xr) q[ir >> 2] = 5324 q[(ir + 60) >> 2] = 0 q[(ir + 64) >> 2] = 0 q[(ir + 68) >> 2] = 0 q[(ir + 72) >> 2] = 0 q[(ir + 76) >> 2] = 0 q[(ir + 80) >> 2] = 0 q[(ir + 84) >> 2] = 0 q[(ir + 88) >> 2] = 0 q[(ir + 92) >> 2] = 0 q[(ir + 96) >> 2] = 0 q[(ir + 100) >> 2] = 0 q[(ir + 104) >> 2] = 0 q[(ir + 108) >> 2] = 0 break a case 1: ir = Mm(92) Vf(ir, jr, wr, xr) q[(ir + 60) >> 2] = 0 q[(ir + 64) >> 2] = 0 q[ir >> 2] = 5560 q[(ir + 88) >> 2] = yr q[(ir + 68) >> 2] = 0 q[(ir + 72) >> 2] = 0 q[(ir + 76) >> 2] = 0 q[(ir + 80) >> 2] = 0 q[(ir + 84) >> 2] = 0 break a case 3: ir = Mm(104) Vf(ir, jr, wr, xr) q[(ir + 76) >> 2] = 0 q[(ir + 80) >> 2] = 0 q[(ir + 60) >> 2] = 0 q[(ir + 64) >> 2] = 0 q[ir >> 2] = 5776 q[(ir + 84) >> 2] = 0 jr = q[(xr + 4) >> 2] q[(ir + 88) >> 2] = q[xr >> 2] q[(ir + 92) >> 2] = jr jr = q[(xr + 12) >> 2] q[(ir + 96) >> 2] = q[(xr + 8) >> 2] q[(ir + 100) >> 2] = jr break a case 4: break b } } ir = Mm(124) Vf(ir, jr, wr, xr) q[ir >> 2] = 6e3 jr = (ir - -64) | 0 q[jr >> 2] = 0 q[(jr + 4) >> 2] = 0 jr = q[(xr + 4) >> 2] q[(ir + 72) >> 2] = q[xr >> 2] q[(ir + 76) >> 2] = jr jr = q[(xr + 12) >> 2] q[(ir + 80) >> 2] = q[(xr + 8) >> 2] q[(ir + 84) >> 2] = jr q[(ir + 92) >> 2] = -1 q[(ir + 96) >> 2] = -1 q[(ir + 88) >> 2] = 1 q[(ir + 60) >> 2] = 6220 q[(ir + 100) >> 2] = -1 q[(ir + 104) >> 2] = -1 ah((ir + 108) | 0) q[Ye >> 2] = ir return } q[Ye >> 2] = ir } function ff(Ye, ir, jr, wr) { var xr = 0, yr = 0, zr = 0, Ar = 0, Br = 0, Cr = 0, Dr = 0, Er = 0 q[Ye >> 2] = 3044 q[(Ye + 4) >> 2] = ir ir = q[(jr + 8) >> 2] xr = q[(jr + 12) >> 2] yr = q[(jr + 16) >> 2] Ar = q[(jr + 20) >> 2] Br = q[jr >> 2] Cr = q[(jr + 4) >> 2] q[(Ye + 40) >> 2] = 0 zr = (Ye + 32) | 0 q[zr >> 2] = 0 q[(zr + 4) >> 2] = 0 q[(Ye + 24) >> 2] = yr q[(Ye + 28) >> 2] = Ar q[(Ye + 16) >> 2] = ir q[(Ye + 20) >> 2] = xr q[(Ye + 8) >> 2] = Br q[(Ye + 12) >> 2] = Cr a: { ir = (q[(jr + 28) >> 2] - q[(jr + 24) >> 2]) | 0 b: { if (!ir) { break b } xr = ir >> 2 if (xr >>> 0 >= 1073741824) { break a } ir = Mm(ir) q[(Ye + 32) >> 2] = ir yr = (Ye + 36) | 0 q[yr >> 2] = ir q[(Ye + 40) >> 2] = ir + (xr << 2) xr = q[(jr + 24) >> 2] jr = (q[(jr + 28) >> 2] - xr) | 0 if ((jr | 0) < 1) { break b } ;(Dr = yr), (Er = (Cn(ir, xr, jr) + jr) | 0), (q[Dr >> 2] = Er) } q[Ye >> 2] = 2988 ir = q[(wr + 4) >> 2] q[(Ye + 44) >> 2] = q[wr >> 2] q[(Ye + 48) >> 2] = ir ir = q[(wr + 12) >> 2] q[(Ye + 52) >> 2] = q[(wr + 8) >> 2] q[(Ye + 56) >> 2] = ir return } bn() F() } function gf(Ye) { Ye = Ye | 0 var ir = 0 q[Ye >> 2] = 3044 ir = q[(Ye + 32) >> 2] if (ir) { q[(Ye + 36) >> 2] = ir An(ir) } An(Ye) } function hf(Ye) { Ye = Ye | 0 var jr = 0 if (!(!q[(Ye + 52) >> 2] | (!q[(Ye + 44) >> 2] | !q[(Ye + 48) >> 2]))) { jr = q[(Ye + 56) >> 2] != 0 } return jr | 0 } function jf(q) { q = q | 0 return 0 } function kf(q, Ye) { q = q | 0 Ye = Ye | 0 return -1 } function lf(Ye, wr) { Ye = Ye | 0 wr = wr | 0 var Fr = 0, Gr = 0, Hr = 0, Ir = 0, Jr = 0, Kr = 0, Lr = 0, Mr = 0, Nr = 0, Or = 0 Gr = q[(wr + 12) >> 2] Lr = Gr Fr = q[(wr + 20) >> 2] Ir = Fr Jr = q[(wr + 16) >> 2] Hr = (Jr + 4) | 0 if (Hr >>> 0 < 4) { Fr = (Fr + 1) | 0 } Mr = q[(wr + 8) >> 2] Kr = Hr Hr = Fr a: { if ((Gr | 0) < (Fr | 0) ? 1 : (Gr | 0) <= (Fr | 0) ? (Mr >>> 0 >= Kr >>> 0 ? 0 : 1) : 0) { break a } Nr = q[wr >> 2] Fr = (Nr + Jr) | 0 Gr = r[Fr | 0] | (r[(Fr + 1) | 0] << 8) | ((r[(Fr + 2) | 0] << 16) | (r[(Fr + 3) | 0] << 24)) q[(wr + 16) >> 2] = Kr q[(wr + 20) >> 2] = Hr Fr = Ir Ir = (Jr + 8) | 0 if (Ir >>> 0 < 8) { Fr = (Fr + 1) | 0 } Hr = Ir Ir = Fr if ((Lr | 0) < (Fr | 0) ? 1 : (Lr | 0) <= (Fr | 0) ? (Mr >>> 0 >= Hr >>> 0 ? 0 : 1) : 0) { break a } Fr = (Kr + Nr) | 0 Fr = r[Fr | 0] | (r[(Fr + 1) | 0] << 8) | ((r[(Fr + 2) | 0] << 16) | (r[(Fr + 3) | 0] << 24)) q[(wr + 16) >> 2] = Hr q[(wr + 20) >> 2] = Ir if ((Gr | 0) > (Fr | 0)) { break a } q[(Ye + 16) >> 2] = Fr q[(Ye + 12) >> 2] = Gr wr = Gr Gr = ((Fr >> 31) - (((Fr >>> 0 < wr >>> 0) + (wr >> 31)) | 0)) | 0 wr = (Fr - wr) | 0 if ((!Gr & (wr >>> 0 > 2147483646)) | (Gr >>> 0 > 0)) { break a } Or = 1 wr = (wr + 1) | 0 q[(Ye + 20) >> 2] = wr Gr = (Ye + 24) | 0 Fr = ((wr | 0) / 2) | 0 q[Gr >> 2] = Fr q[(Ye + 28) >> 2] = 0 - Fr if (wr & 1) { break a } q[Gr >> 2] = Fr + -1 } return Or | 0 } function mf(Ye, wr, Pr, Qr, Rr, Sr) { Ye = Ye | 0 wr = wr | 0 Pr = Pr | 0 Qr = Qr | 0 Rr = Rr | 0 Sr = Sr | 0 var Tr = 0, Ur = 0, Vr = 0, Wr = 0, Xr = 0, Yr = 0, Zr = 0, _r = 0, $r = 0, as = 0, bs = 0, cs = 0, ds = 0, es = 0, fs = 0, gs = 0 q[(Ye + 8) >> 2] = Rr Sr = (Ye + 32) | 0 Tr = q[Sr >> 2] Qr = (q[(Ye + 36) >> 2] - Tr) >> 2 a: { if (Qr >>> 0 < Rr >>> 0) { Fa(Sr, (Rr - Qr) | 0) break a } if (Qr >>> 0 <= Rr >>> 0) { break a } q[(Ye + 36) >> 2] = Tr + (Rr << 2) } fs = q[(Ye + 52) >> 2] cs = q[(Ye + 48) >> 2] Qr = 0 Sr = (Rr & 1073741823) != (Rr | 0) ? -1 : Rr << 2 as = Dn(Mm(Sr), 0, Sr) Yr = (Ye + 8) | 0 Sr = q[Yr >> 2] b: { if ((Sr | 0) < 1) { break b } Zr = (Ye + 16) | 0 Tr = (Ye + 32) | 0 _r = (Ye + 12) | 0 while (1) { Sr = Qr << 2 Vr = q[(Sr + as) >> 2] Xr = q[Zr >> 2] c: { if ((Vr | 0) > (Xr | 0)) { Ur = q[Tr >> 2] q[(Sr + Ur) >> 2] = Xr break c } Ur = q[Tr >> 2] Sr = (Sr + Ur) | 0 Xr = q[_r >> 2] if ((Vr | 0) < (Xr | 0)) { q[Sr >> 2] = Xr break c } q[Sr >> 2] = Vr } Qr = (Qr + 1) | 0 Sr = q[Yr >> 2] if ((Qr | 0) < (Sr | 0)) { continue } break } if ((Sr | 0) < 1) { break b } Tr = 0 Yr = (Ye + 16) | 0 Vr = (Ye + 20) | 0 Zr = (Ye + 8) | 0 _r = (Ye + 12) | 0 while (1) { Sr = Tr << 2 Qr = (Sr + Pr) | 0 Sr = (q[(wr + Sr) >> 2] + q[(Sr + Ur) >> 2]) | 0 q[Qr >> 2] = Sr d: { if ((Sr | 0) > q[Yr >> 2]) { Sr = (Sr - q[Vr >> 2]) | 0 } else { if ((Sr | 0) >= q[_r >> 2]) { break d } Sr = (Sr + q[Vr >> 2]) | 0 } q[Qr >> 2] = Sr } Tr = (Tr + 1) | 0 Sr = q[Zr >> 2] if ((Tr | 0) < (Sr | 0)) { continue } break } } Qr = q[(Ye + 56) >> 2] ds = q[Qr >> 2] Qr = (q[(Qr + 4) >> 2] - ds) | 0 if ((Qr | 0) >= 5) { es = Qr >> 2 Yr = (Ye + 16) | 0 Zr = (Ye + 32) | 0 _r = (Ye + 8) | 0 Xr = (Ye + 20) | 0 bs = (Ye + 12) | 0 gs = (cs + 28) | 0 Vr = 1 while (1) { e: { f: { if (es >>> 0 > Vr >>> 0) { $r = w(Rr, Vr) Ye = q[((Vr << 2) + ds) >> 2] if (((Ye | 0) == -1) | ((q[(q[cs >> 2] + ((Ye >>> 3) & 536870908)) >> 2] >>> (Ye & 31)) & 1)) { break f } Ye = q[(q[(q[(cs + 64) >> 2] + 12) >> 2] + (Ye << 2)) >> 2] if ((Ye | 0) == -1) { break f } Tr = q[fs >> 2] Qr = q[gs >> 2] Ur = q[(Tr + (q[(Qr + (Ye << 2)) >> 2] << 2)) >> 2] if ((Ur | 0) >= (Vr | 0)) { break f } Wr = (Ye + 1) | 0 Wr = q[(Tr + (q[(Qr + (((Wr >>> 0) % 3 | 0 ? Wr : (Ye + -2) | 0) << 2)) >> 2] << 2)) >> 2] if ((Wr | 0) >= (Vr | 0)) { break f } Ye = q[(Tr + (q[(Qr + ((Ye + ((Ye >>> 0) % 3 | 0 ? -1 : 2)) << 2)) >> 2] << 2)) >> 2] if ((Ye | 0) >= (Vr | 0)) { break f } if ((Rr | 0) >= 1) { Ye = w(Ye, Rr) Tr = w(Rr, Wr) Ur = w(Rr, Ur) Qr = 0 while (1) { q[((Qr << 2) + as) >> 2] = ((q[(((Ye + Qr) << 2) + Pr) >> 2] + q[(((Qr + Tr) << 2) + Pr) >> 2]) | 0) - q[(((Qr + Ur) << 2) + Pr) >> 2] Qr = (Qr + 1) | 0 if ((Rr | 0) != (Qr | 0)) { continue } break } } if ((Sr | 0) < 1) { break e } Qr = 0 while (1) { Ye = Qr << 2 Sr = q[(Ye + as) >> 2] Tr = q[Yr >> 2] g: { if ((Sr | 0) > (Tr | 0)) { Ur = q[Zr >> 2] q[(Ye + Ur) >> 2] = Tr break g } Ur = q[Zr >> 2] Ye = (Ye + Ur) | 0 Tr = q[bs >> 2] if ((Sr | 0) < (Tr | 0)) { q[Ye >> 2] = Tr break g } q[Ye >> 2] = Sr } Qr = (Qr + 1) | 0 Sr = q[_r >> 2] if ((Qr | 0) < (Sr | 0)) { continue } break } Tr = 0 if ((Sr | 0) < 1) { break e } Ye = $r << 2 $r = (Ye + Pr) | 0 Wr = (Ye + wr) | 0 while (1) { Qr = Tr << 2 Ye = (Qr + $r) | 0 Qr = (q[(Qr + Wr) >> 2] + q[(Qr + Ur) >> 2]) | 0 q[Ye >> 2] = Qr h: { if ((Qr | 0) > q[Yr >> 2]) { Qr = (Qr - q[Xr >> 2]) | 0 } else { if ((Qr | 0) >= q[bs >> 2]) { break h } Qr = (Qr + q[Xr >> 2]) | 0 } q[Ye >> 2] = Qr } Tr = (Tr + 1) | 0 Sr = q[_r >> 2] if ((Tr | 0) < (Sr | 0)) { continue } break } break e } cn() F() } if ((Sr | 0) < 1) { break e } Tr = ((w((Vr + -1) | 0, Rr) << 2) + Pr) | 0 Qr = 0 while (1) { Ye = Qr << 2 Sr = q[(Ye + Tr) >> 2] Wr = q[Yr >> 2] i: { if ((Sr | 0) > (Wr | 0)) { Ur = q[Zr >> 2] q[(Ye + Ur) >> 2] = Wr break i } Ur = q[Zr >> 2] Ye = (Ye + Ur) | 0 Wr = q[bs >> 2] if ((Sr | 0) < (Wr | 0)) { q[Ye >> 2] = Wr break i } q[Ye >> 2] = Sr } Qr = (Qr + 1) | 0 Sr = q[_r >> 2] if ((Qr | 0) < (Sr | 0)) { continue } break } Tr = 0 if ((Sr | 0) < 1) { break e } Ye = $r << 2 $r = (Ye + Pr) | 0 Wr = (Ye + wr) | 0 while (1) { Qr = Tr << 2 Ye = (Qr + $r) | 0 Qr = (q[(Qr + Wr) >> 2] + q[(Qr + Ur) >> 2]) | 0 q[Ye >> 2] = Qr j: { if ((Qr | 0) > q[Yr >> 2]) { Qr = (Qr - q[Xr >> 2]) | 0 } else { if ((Qr | 0) >= q[bs >> 2]) { break j } Qr = (Qr + q[Xr >> 2]) | 0 } q[Ye >> 2] = Qr } Tr = (Tr + 1) | 0 Sr = q[_r >> 2] if ((Tr | 0) < (Sr | 0)) { continue } break } } Vr = (Vr + 1) | 0 if ((Vr | 0) < (es | 0)) { continue } break } } An(as) return 1 } function nf(Ye) { Ye = Ye | 0 var wr = 0 q[Ye >> 2] = 3044 wr = q[(Ye + 32) >> 2] if (wr) { q[(Ye + 36) >> 2] = wr An(wr) } return Ye | 0 } function of(Ye, Pr, Qr, Rr, Sr, hs) { Ye = Ye | 0 Pr = Pr | 0 Qr = Qr | 0 Rr = Rr | 0 Sr = Sr | 0 hs = hs | 0 var is = 0, js = 0, ks = 0, ls = 0, ms = 0, ns = 0, os = 0, ps = 0, qs = 0, rs = 0, ss = 0, ts = 0, us = 0, vs = 0, ws = 0, xs = 0, ys = 0, zs = 0, As = 0, Bs = 0, Cs = 0, Ds = 0 q[(Ye + 8) >> 2] = Sr hs = (Ye + 32) | 0 is = q[hs >> 2] Rr = (q[(Ye + 36) >> 2] - is) >> 2 a: { if (Rr >>> 0 < Sr >>> 0) { Fa(hs, (Sr - Rr) | 0) break a } if (Rr >>> 0 <= Sr >>> 0) { break a } q[(Ye + 36) >> 2] = is + (Sr << 2) } hs = 0 Rr = (Sr & 1073741823) != (Sr | 0) ? -1 : Sr << 2 rs = Dn(Mm(Rr), 0, Rr) ws = Dn(Mm(Rr), 0, Rr) os = (Ye + 8) | 0 is = q[os >> 2] b: { if ((is | 0) < 1) { break b } ps = (Ye + 16) | 0 Rr = (Ye + 32) | 0 qs = (Ye + 12) | 0 while (1) { is = hs << 2 ls = q[(is + rs) >> 2] ns = q[ps >> 2] c: { if ((ls | 0) > (ns | 0)) { ks = q[Rr >> 2] q[(is + ks) >> 2] = ns break c } ks = q[Rr >> 2] is = (is + ks) | 0 ns = q[qs >> 2] if ((ls | 0) < (ns | 0)) { q[is >> 2] = ns break c } q[is >> 2] = ls } hs = (hs + 1) | 0 is = q[os >> 2] if ((hs | 0) < (is | 0)) { continue } break } if ((is | 0) < 1) { break b } Rr = 0 os = (Ye + 16) | 0 ls = (Ye + 20) | 0 ps = (Ye + 8) | 0 qs = (Ye + 12) | 0 while (1) { is = Rr << 2 hs = (is + Qr) | 0 is = (q[(Pr + is) >> 2] + q[(is + ks) >> 2]) | 0 q[hs >> 2] = is d: { if ((is | 0) > q[os >> 2]) { is = (is - q[ls >> 2]) | 0 } else { if ((is | 0) >= q[qs >> 2]) { break d } is = (is + q[ls >> 2]) | 0 } q[hs >> 2] = is } Rr = (Rr + 1) | 0 is = q[ps >> 2] if ((Rr | 0) < (is | 0)) { continue } break } } Rr = q[(Ye + 56) >> 2] xs = q[Rr >> 2] Rr = (q[(Rr + 4) >> 2] - xs) | 0 if ((Rr | 0) >= 5) { ys = Rr >> 2 As = Sr << 2 Bs = q[(Ye + 52) >> 2] os = (Ye + 16) | 0 ps = (Ye + 32) | 0 qs = (Ye + 8) | 0 ns = (Ye + 20) | 0 us = (Ye + 12) | 0 ss = q[(Ye + 48) >> 2] Cs = (ss + 28) | 0 ls = 1 while (1) { e: { f: { g: { if (ys >>> 0 > ls >>> 0) { Ye = q[((ls << 2) + xs) >> 2] zs = (Sr | 0) < 1 if (!zs) { Dn(rs, 0, As) } if ((Ye | 0) == -1) { Ye = w(Sr, ls) break f } Ds = q[ss >> 2] ks = 0 Rr = Ye while (1) { h: { if ((q[(Ds + ((Rr >>> 3) & 536870908)) >> 2] >>> (Rr & 31)) & 1) { break h } hs = q[(q[(q[(ss + 64) >> 2] + 12) >> 2] + (Rr << 2)) >> 2] if ((hs | 0) == -1) { break h } ms = q[Bs >> 2] js = q[Cs >> 2] vs = q[(ms + (q[(js + (hs << 2)) >> 2] << 2)) >> 2] if ((vs | 0) >= (ls | 0)) { break h } ts = (hs + 1) | 0 ts = q[(ms + (q[(js + (((ts >>> 0) % 3 | 0 ? ts : (hs + -2) | 0) << 2)) >> 2] << 2)) >> 2] if ((ts | 0) >= (ls | 0)) { break h } hs = q[(ms + (q[(js + ((hs + ((hs >>> 0) % 3 | 0 ? -1 : 2)) << 2)) >> 2] << 2)) >> 2] if ((hs | 0) >= (ls | 0)) { break h } i: { if (zs) { break i } js = w(Sr, hs) ms = w(Sr, ts) vs = w(Sr, vs) hs = 0 while (1) { q[(ws + (hs << 2)) >> 2] = ((q[(((hs + js) << 2) + Qr) >> 2] + q[(((hs + ms) << 2) + Qr) >> 2]) | 0) - q[(((hs + vs) << 2) + Qr) >> 2] hs = (hs + 1) | 0 if ((hs | 0) != (Sr | 0)) { continue } break } hs = 0 if ((Sr | 0) <= 0) { break i } while (1) { js = hs << 2 ms = (js + rs) | 0 q[ms >> 2] = q[ms >> 2] + q[(js + ws) >> 2] hs = (hs + 1) | 0 if ((hs | 0) != (Sr | 0)) { continue } break } } ks = (ks + 1) | 0 } hs = -1 Rr = (((Rr >>> 0) % 3 | 0 ? -1 : 2) + Rr) | 0 j: { if (((Rr | 0) == -1) | ((q[(q[ss >> 2] + ((Rr >>> 3) & 536870908)) >> 2] >>> (Rr & 31)) & 1)) { break j } Rr = q[(q[(q[(ss + 64) >> 2] + 12) >> 2] + (Rr << 2)) >> 2] if ((Rr | 0) == -1) { break j } if ((Rr >>> 0) % 3) { hs = (Rr + -1) | 0 break j } hs = (Rr + 2) | 0 } Rr = (Ye | 0) == (hs | 0) ? -1 : hs if ((Rr | 0) != -1) { continue } break } Ye = w(Sr, ls) if (!ks) { break f } hs = 0 if ((Sr | 0) <= 0) { break g } while (1) { Rr = ((hs << 2) + rs) | 0 q[Rr >> 2] = q[Rr >> 2] / (ks | 0) hs = (hs + 1) | 0 if ((hs | 0) != (Sr | 0)) { continue } break } break g } cn() F() } if ((is | 0) < 1) { break e } hs = 0 while (1) { Rr = hs << 2 is = q[(Rr + rs) >> 2] js = q[os >> 2] k: { if ((is | 0) > (js | 0)) { ks = q[ps >> 2] q[(Rr + ks) >> 2] = js break k } ks = q[ps >> 2] Rr = (Rr + ks) | 0 js = q[us >> 2] if ((is | 0) < (js | 0)) { q[Rr >> 2] = js break k } q[Rr >> 2] = is } hs = (hs + 1) | 0 is = q[qs >> 2] if ((hs | 0) < (is | 0)) { continue } break } Rr = 0 if ((is | 0) < 1) { break e } Ye = Ye << 2 js = (Ye + Qr) | 0 ms = (Ye + Pr) | 0 while (1) { hs = Rr << 2 Ye = (hs + js) | 0 hs = (q[(hs + ms) >> 2] + q[(hs + ks) >> 2]) | 0 q[Ye >> 2] = hs l: { if ((hs | 0) > q[os >> 2]) { hs = (hs - q[ns >> 2]) | 0 } else { if ((hs | 0) >= q[us >> 2]) { break l } hs = (hs + q[ns >> 2]) | 0 } q[Ye >> 2] = hs } Rr = (Rr + 1) | 0 is = q[qs >> 2] if ((Rr | 0) < (is | 0)) { continue } break } break e } if ((is | 0) < 1) { break e } js = ((w((ls + -1) | 0, Sr) << 2) + Qr) | 0 hs = 0 while (1) { Rr = hs << 2 is = q[(Rr + js) >> 2] ms = q[os >> 2] m: { if ((is | 0) > (ms | 0)) { ks = q[ps >> 2] q[(Rr + ks) >> 2] = ms break m } ks = q[ps >> 2] Rr = (Rr + ks) | 0 ms = q[us >> 2] if ((is | 0) < (ms | 0)) { q[Rr >> 2] = ms break m } q[Rr >> 2] = is } hs = (hs + 1) | 0 is = q[qs >> 2] if ((hs | 0) < (is | 0)) { continue } break } Rr = 0 if ((is | 0) < 1) { break e } Ye = Ye << 2 js = (Ye + Qr) | 0 ms = (Ye + Pr) | 0 while (1) { hs = Rr << 2 Ye = (hs + js) | 0 hs = (q[(hs + ms) >> 2] + q[(hs + ks) >> 2]) | 0 q[Ye >> 2] = hs n: { if ((hs | 0) > q[os >> 2]) { hs = (hs - q[ns >> 2]) | 0 } else { if ((hs | 0) >= q[us >> 2]) { break n } hs = (hs + q[ns >> 2]) | 0 } q[Ye >> 2] = hs } Rr = (Rr + 1) | 0 is = q[qs >> 2] if ((Rr | 0) < (is | 0)) { continue } break } } ls = (ls + 1) | 0 if ((ls | 0) < (ys | 0)) { continue } break } } An(ws) An(rs) return 1 } function pf(Ye) { Ye = Ye | 0 var Pr = 0 q[Ye >> 2] = 3336 Pr = q[(Ye + 96) >> 2] if (Pr) { An(Pr) } Pr = q[(Ye + 84) >> 2] if (Pr) { An(Pr) } Pr = q[(Ye + 72) >> 2] if (Pr) { An(Pr) } Pr = q[(Ye + 60) >> 2] if (Pr) { An(Pr) } q[Ye >> 2] = 3044 Pr = q[(Ye + 32) >> 2] if (Pr) { q[(Ye + 36) >> 2] = Pr An(Pr) } return Ye | 0 } function qf(Ye) { Ye = Ye | 0 var Qr = 0 q[Ye >> 2] = 3336 Qr = q[(Ye + 96) >> 2] if (Qr) { An(Qr) } Qr = q[(Ye + 84) >> 2] if (Qr) { An(Qr) } Qr = q[(Ye + 72) >> 2] if (Qr) { An(Qr) } Qr = q[(Ye + 60) >> 2] if (Qr) { An(Qr) } q[Ye >> 2] = 3044 Qr = q[(Ye + 32) >> 2] if (Qr) { q[(Ye + 36) >> 2] = Qr An(Qr) } An(Ye) } function rf(q) { q = q | 0 return 4 } function sf(Ye, Rr) { Ye = Ye | 0 Rr = Rr | 0 var Sr = 0, hs = 0, Es = 0, Fs = 0, Gs = 0, Hs = 0, Is = 0, Js = 0, Ks = 0, Ls = 0, Ms = 0 Js = (T - 32) | 0 T = Js a: { if (s[(Rr + 38) >> 1] <= 513) { Es = q[(Rr + 16) >> 2] hs = q[(Rr + 12) >> 2] Sr = q[(Rr + 20) >> 2] if ((hs | 0) < (Sr | 0) ? 1 : (hs | 0) <= (Sr | 0) ? (t[(Rr + 8) >> 2] > Es >>> 0 ? 0 : 1) : 0) { break a } Fs = r[(Es + q[Rr >> 2]) | 0] Es = (Es + 1) | 0 if (Es >>> 0 < 1) { Sr = (Sr + 1) | 0 } q[(Rr + 16) >> 2] = Es q[(Rr + 20) >> 2] = Sr if (Fs) { break a } } b: { while (1) { if (!tf(1, (Js + 28) | 0, Rr)) { break b } Sr = q[(Js + 28) >> 2] if (Sr) { Fs = (((w(Gs, 12) + Ye) | 0) + 60) | 0 uf(Fs, Sr) Is = ah((Js + 8) | 0) if (!bh(Is, Rr)) { break b } Hs = 0 while (1) { hs = 1 << (Hs & 31) Ks = dh(Is) Es = (q[Fs >> 2] + ((Hs >>> 3) & 536870908)) | 0 Ls = Es if (Ks) { hs = hs | q[Es >> 2] } else { hs = q[Es >> 2] & (hs ^ -1) } q[Ls >> 2] = hs Hs = (Hs + 1) | 0 if ((Sr | 0) != (Hs | 0)) { continue } break } } Gs = (Gs + 1) | 0 if ((Gs | 0) != 4) { continue } break } Hs = 0 hs = q[(Rr + 12) >> 2] Es = hs Sr = q[(Rr + 20) >> 2] Gs = Sr Is = q[(Rr + 16) >> 2] Fs = (Is + 4) | 0 if (Fs >>> 0 < 4) { Sr = (Sr + 1) | 0 } Ls = q[(Rr + 8) >> 2] Ks = Fs Fs = Sr if ((hs | 0) < (Sr | 0) ? 1 : (hs | 0) <= (Sr | 0) ? (Ls >>> 0 >= Ks >>> 0 ? 0 : 1) : 0) { break a } Ms = q[Rr >> 2] Sr = (Ms + Is) | 0 hs = r[Sr | 0] | (r[(Sr + 1) | 0] << 8) | ((r[(Sr + 2) | 0] << 16) | (r[(Sr + 3) | 0] << 24)) q[(Rr + 16) >> 2] = Ks q[(Rr + 20) >> 2] = Fs Sr = Gs Gs = (Is + 8) | 0 if (Gs >>> 0 < 8) { Sr = (Sr + 1) | 0 } Fs = Gs Gs = Sr if ((Es | 0) < (Sr | 0) ? 1 : (Es | 0) <= (Sr | 0) ? (Ls >>> 0 >= Fs >>> 0 ? 0 : 1) : 0) { break a } Sr = (Ks + Ms) | 0 Sr = r[Sr | 0] | (r[(Sr + 1) | 0] << 8) | ((r[(Sr + 2) | 0] << 16) | (r[(Sr + 3) | 0] << 24)) q[(Rr + 16) >> 2] = Fs q[(Rr + 20) >> 2] = Gs if ((hs | 0) > (Sr | 0)) { break a } q[(Ye + 16) >> 2] = Sr q[(Ye + 12) >> 2] = hs Rr = hs hs = ((Sr >> 31) - (((Sr >>> 0 < Rr >>> 0) + (Rr >> 31)) | 0)) | 0 Rr = (Sr - Rr) | 0 if ((!hs & (Rr >>> 0 > 2147483646)) | (hs >>> 0 > 0)) { break a } Hs = 1 Rr = (Rr + 1) | 0 q[(Ye + 20) >> 2] = Rr hs = (Ye + 24) | 0 Sr = ((Rr | 0) / 2) | 0 q[hs >> 2] = Sr q[(Ye + 28) >> 2] = 0 - Sr if (Rr & 1) { break a } q[hs >> 2] = Sr + -1 break a } Hs = 0 } T = (Js + 32) | 0 return Hs | 0 } function tf(Ye, Rr, Ns) { var Os = 0, Ps = 0, Qs = 0, Rs = 0 a: { if (Ye >>> 0 > 5) { break a } Qs = q[(Ns + 16) >> 2] Os = q[(Ns + 12) >> 2] Ps = q[(Ns + 20) >> 2] if ((Os | 0) < (Ps | 0) ? 1 : (Os | 0) <= (Ps | 0) ? (t[(Ns + 8) >> 2] > Qs >>> 0 ? 0 : 1) : 0) { break a } Os = r[(Qs + q[Ns >> 2]) | 0] Qs = (Qs + 1) | 0 if (Qs >>> 0 < 1) { Ps = (Ps + 1) | 0 } q[(Ns + 16) >> 2] = Qs q[(Ns + 20) >> 2] = Ps Ps = Rr if (Os & 128) { if (!tf((Ye + 1) | 0, Rr, Ns)) { break a } Ye = q[Rr >> 2] << 7 q[Rr >> 2] = Ye Os = Ye | (Os & 127) } q[Ps >> 2] = Os Rs = 1 } return Rs } function uf(Ye, Rr) { var Ns = 0, Ss = 0, Ts = 0, Us = 0, Vs = 0, Ws = 0 Ss = (T - 32) | 0 T = Ss a: { Ns = q[(Ye + 4) >> 2] b: { if (Ns >>> 0 < Rr >>> 0) { Vs = q[(Ye + 8) >> 2] Ts = Vs << 5 Us = (Rr - Ns) | 0 c: { if (!((Ts >>> 0 < Us >>> 0) | (Ns >>> 0 > (Ts - Us) >>> 0))) { q[(Ye + 4) >> 2] = Rr Rr = Ns & 31 Ye = (q[Ye >> 2] + ((Ns >>> 3) & 536870908)) | 0 break c } q[(Ss + 24) >> 2] = 0 q[(Ss + 16) >> 2] = 0 q[(Ss + 20) >> 2] = 0 if ((Rr | 0) <= -1) { break a } Ns = (Ss + 16) | 0 if (Ts >>> 0 <= 1073741822) { Rr = (Rr + 31) & -32 Ts = Vs << 6 Rr = Ts >>> 0 < Rr >>> 0 ? Rr : Ts } else { Rr = 2147483647 } cb(Ns, Rr) Ns = q[(Ye + 4) >> 2] q[(Ss + 20) >> 2] = Ns + Us Rr = q[(Ss + 16) >> 2] d: { if ((Ns | 0) < 1) { Ns = 0 break d } Vs = q[Ye >> 2] Ts = (Ns >>> 5) << 2 Rr = (En(Rr, Vs, Ts) + Ts) | 0 Ns = Ns & 31 if (!Ns) { Ns = 0 break d } Ws = -1 >>> (32 - Ns) q[Rr >> 2] = (q[Rr >> 2] & (Ws ^ -1)) | (q[(Ts + Vs) >> 2] & Ws) } q[(Ss + 12) >> 2] = Ns q[(Ss + 8) >> 2] = Rr Ns = q[(Ss + 8) >> 2] Rr = q[(Ss + 12) >> 2] Ts = q[Ye >> 2] q[Ye >> 2] = q[(Ss + 16) >> 2] q[(Ss + 16) >> 2] = Ts Vs = q[(Ye + 4) >> 2] q[(Ye + 4) >> 2] = q[(Ss + 20) >> 2] q[(Ss + 20) >> 2] = Vs Ye = (Ye + 8) | 0 Vs = q[Ye >> 2] q[Ye >> 2] = q[(Ss + 24) >> 2] q[(Ss + 24) >> 2] = Vs if (Ts) { An(Ts) } Ye = Ns } if (!Us) { break b } if (Rr) { Ns = (32 - Rr) | 0 Ts = Ns >>> 0 > Us >>> 0 ? Us : Ns q[Ye >> 2] = q[Ye >> 2] & (((-1 << Rr) & (-1 >>> (Ns - Ts))) ^ -1) Us = (Us - Ts) | 0 Ye = (Ye + 4) | 0 } Rr = Ye Ye = (Us >>> 5) << 2 Rr = Dn(Rr, 0, Ye) Ns = Us & 31 if (!Ns) { break b } Ye = (Ye + Rr) | 0 q[Ye >> 2] = q[Ye >> 2] & ((-1 >>> (32 - Ns)) ^ -1) break b } q[(Ye + 4) >> 2] = Rr } T = (Ss + 32) | 0 return } bn() F() } function vf(Ye, Rr, Xs, Ys, Zs, _s) { Ye = Ye | 0 Rr = Rr | 0 Xs = Xs | 0 Ys = Ys | 0 Zs = Zs | 0 _s = _s | 0 var $s = 0, at = 0, bt = 0, ct = 0, dt = 0, et = 0, ft = 0, gt = 0, ht = 0, it = 0, jt = 0, kt = 0, lt = 0, mt = 0, nt = 0, ot = 0, pt = 0, qt = 0, rt = 0, st = 0, tt = 0, ut = 0, vt = 0, wt = 0, xt = 0, yt = 0 bt = (T + -64) | 0 T = bt q[(Ye + 8) >> 2] = Zs _s = (Ye + 32) | 0 ct = q[_s >> 2] Ys = (q[(Ye + 36) >> 2] - ct) >> 2 a: { if (Ys >>> 0 < Zs >>> 0) { Fa(_s, (Zs - Ys) | 0) break a } if (Ys >>> 0 <= Zs >>> 0) { break a } q[(Ye + 36) >> 2] = ct + (Zs << 2) } q[(bt + 56) >> 2] = 0 q[(bt + 60) >> 2] = 0 q[(bt + 48) >> 2] = 0 q[(bt + 52) >> 2] = 0 q[(bt + 40) >> 2] = 0 q[(bt + 44) >> 2] = 0 _s = (bt + 32) | 0 q[_s >> 2] = 0 q[(_s + 4) >> 2] = 0 q[(bt + 24) >> 2] = 0 q[(bt + 28) >> 2] = 0 q[(bt + 16) >> 2] = 0 q[(bt + 20) >> 2] = 0 q[bt >> 2] = 0 Ys = 0 if (Zs) { Ad((bt + 16) | 0, Zs, bt) at = q[(bt + 28) >> 2] Ys = q[_s >> 2] } q[bt >> 2] = 0 Ys = (Ys - at) >> 2 b: { if (Ys >>> 0 >= Zs >>> 0) { if (Ys >>> 0 <= Zs >>> 0) { break b } q[(bt + 32) >> 2] = (Zs << 2) + at break b } Ad((bt + 16) | 12, (Zs - Ys) | 0, bt) } q[bt >> 2] = 0 _s = q[(bt + 40) >> 2] Ys = (q[(bt + 44) >> 2] - _s) >> 2 c: { if (Ys >>> 0 >= Zs >>> 0) { if (Ys >>> 0 <= Zs >>> 0) { break c } q[(bt + 44) >> 2] = _s + (Zs << 2) break c } Ad((bt + 40) | 0, (Zs - Ys) | 0, bt) } q[bt >> 2] = 0 _s = q[(bt + 52) >> 2] Ys = (q[(bt + 56) >> 2] - _s) >> 2 d: { if (Ys >>> 0 >= Zs >>> 0) { if (Ys >>> 0 <= Zs >>> 0) { break d } q[(bt + 56) >> 2] = _s + (Zs << 2) break d } Ad((bt + 52) | 0, (Zs - Ys) | 0, bt) } et = (Ye + 8) | 0 e: { if (q[et >> 2] <= 0) { break e } ft = q[(bt + 16) >> 2] at = 0 ht = (Ye + 16) | 0 Ys = (Ye + 32) | 0 dt = (Ye + 12) | 0 while (1) { _s = at << 2 $s = q[(_s + ft) >> 2] it = q[ht >> 2] f: { if (($s | 0) > (it | 0)) { ct = q[Ys >> 2] q[(_s + ct) >> 2] = it break f } ct = q[Ys >> 2] _s = (_s + ct) | 0 it = q[dt >> 2] if (($s | 0) < (it | 0)) { q[_s >> 2] = it break f } q[_s >> 2] = $s } at = (at + 1) | 0 _s = q[et >> 2] if ((at | 0) < (_s | 0)) { continue } break } if ((_s | 0) < 1) { break e } Ys = 0 et = (Ye + 16) | 0 at = (Ye + 20) | 0 ft = (Ye + 8) | 0 ht = (Ye + 12) | 0 while (1) { $s = Ys << 2 _s = ($s + Xs) | 0 $s = (q[(Rr + $s) >> 2] + q[($s + ct) >> 2]) | 0 q[_s >> 2] = $s g: { if (($s | 0) > q[et >> 2]) { $s = ($s - q[at >> 2]) | 0 } else { if (($s | 0) >= q[ht >> 2]) { break g } $s = ($s + q[at >> 2]) | 0 } q[_s >> 2] = $s } Ys = (Ys + 1) | 0 if ((Ys | 0) < q[ft >> 2]) { continue } break } } wt = q[(Ye + 52) >> 2] ft = q[(Ye + 48) >> 2] qt = Mm(16) Ys = qt q[Ys >> 2] = 0 q[(Ys + 4) >> 2] = 0 q[(Ys + 8) >> 2] = 0 q[(Ys + 12) >> 2] = 0 q[(bt + 8) >> 2] = 0 q[bt >> 2] = 0 q[(bt + 4) >> 2] = 0 h: { if (Zs) { if (Zs >>> 0 >= 1073741824) { break h } Ys = Zs << 2 mt = Mm(Ys) q[bt >> 2] = mt _s = (Ys + mt) | 0 q[(bt + 8) >> 2] = _s Dn(mt, 0, Ys) q[(bt + 4) >> 2] = _s } Ys = 1 _s = q[(Ye + 56) >> 2] ut = q[_s >> 2] _s = (q[(_s + 4) >> 2] - ut) | 0 i: { if ((_s | 0) < 5) { break i } vt = _s >> 2 xt = Zs << 2 ht = (Ye + 8) | 0 it = (Ye + 16) | 0 nt = (Ye + 32) | 0 ot = (Ye + 20) | 0 pt = (Ye + 12) | 0 yt = (ft + 28) | 0 et = 1 while (1) { j: { k: { l: { if (vt >>> 0 > et >>> 0) { m: { n: { ct = q[((et << 2) + ut) >> 2] if ((ct | 0) == -1) { break n } gt = (ct + ((ct >>> 0) % 3 | 0 ? -1 : 2)) | 0 rt = gt >>> 5 dt = 1 st = 1 << (gt & 31) tt = q[ft >> 2] _s = 0 Ys = ct o: { while (1) { p: { if ((q[(tt + ((Ys >>> 3) & 536870908)) >> 2] >>> (Ys & 31)) & 1) { break p } $s = q[(q[(q[(ft + 64) >> 2] + 12) >> 2] + (Ys << 2)) >> 2] if (($s | 0) == -1) { break p } kt = q[wt >> 2] at = q[yt >> 2] lt = q[(kt + (q[(at + ($s << 2)) >> 2] << 2)) >> 2] if ((lt | 0) >= (et | 0)) { break p } jt = ($s + 1) | 0 jt = q[(kt + (q[(at + (((jt >>> 0) % 3 | 0 ? jt : ($s + -2) | 0) << 2)) >> 2] << 2)) >> 2] if ((jt | 0) >= (et | 0)) { break p } $s = q[(kt + (q[(at + (($s + (($s >>> 0) % 3 | 0 ? -1 : 2)) << 2)) >> 2] << 2)) >> 2] if (($s | 0) >= (et | 0)) { break p } if ((Zs | 0) >= 1) { kt = q[(((bt + 16) | 0) + w(_s, 12)) >> 2] $s = w(Zs, $s) jt = w(Zs, jt) lt = w(Zs, lt) at = 0 while (1) { q[(kt + (at << 2)) >> 2] = ((q[((($s + at) << 2) + Xs) >> 2] + q[(((at + jt) << 2) + Xs) >> 2]) | 0) - q[(((at + lt) << 2) + Xs) >> 2] at = (at + 1) | 0 if ((at | 0) != (Zs | 0)) { continue } break } } $s = 4 _s = (_s + 1) | 0 if ((_s | 0) == 4) { break o } } q: { if (dt & 1) { at = -1 $s = (Ys + 1) | 0 Ys = ($s >>> 0) % 3 | 0 ? $s : (Ys + -2) | 0 if (((Ys | 0) == -1) | ((q[(q[ft >> 2] + ((Ys >>> 3) & 536870908)) >> 2] >>> (Ys & 31)) & 1)) { break q } Ys = q[(q[(q[(ft + 64) >> 2] + 12) >> 2] + (Ys << 2)) >> 2] if ((Ys | 0) == -1) { break q } $s = (Ys + 1) | 0 at = ($s >>> 0) % 3 | 0 ? $s : (Ys + -2) | 0 break q } at = -1 Ys = (((Ys >>> 0) % 3 | 0 ? -1 : 2) + Ys) | 0 if (((Ys | 0) == -1) | ((q[(q[ft >> 2] + ((Ys >>> 3) & 536870908)) >> 2] >>> (Ys & 31)) & 1)) { break q } Ys = q[(q[(q[(ft + 64) >> 2] + 12) >> 2] + (Ys << 2)) >> 2] if ((Ys | 0) == -1) { break q } if ((Ys >>> 0) % 3) { at = (Ys + -1) | 0 break q } at = (Ys + 2) | 0 } r: { if ((at | 0) == (ct | 0)) { break r } Ys = at $s = (at | 0) != -1 at = ($s | (dt ^ -1)) & 1 Ys = at ? Ys : -1 dt = $s & dt if (!(((gt | 0) == -1) | at)) { if (q[(q[ft >> 2] + (rt << 2)) >> 2] & st) { break r } $s = q[(q[(q[(ft + 64) >> 2] + 12) >> 2] + (gt << 2)) >> 2] if (($s | 0) == -1) { break r } dt = 0 if (($s >>> 0) % 3) { Ys = ($s + -1) | 0 } else { Ys = ($s + 2) | 0 } } if ((Ys | 0) != -1) { continue } } break } $s = _s if (($s | 0) < 1) { break n } } gt = (Zs | 0) < 1 if (!gt) { Dn(mt, 0, xt) } Ys = ($s + -1) | 0 dt = ((Ys << 2) + qt) | 0 Ys = (w(Ys, 12) + Ye) | 0 kt = (Ys + 60) | 0 rt = q[(Ys - -64) >> 2] Ys = 0 st = q[bt >> 2] ct = 0 _s = 0 while (1) { at = q[dt >> 2] q[dt >> 2] = at + 1 if (rt >>> 0 <= at >>> 0) { break i } s: { if ((q[(q[kt >> 2] + ((at >>> 3) & 536870908)) >> 2] >>> (at & 31)) & 1) { break s } _s = (_s + 1) | 0 if (gt) { break s } tt = q[(((bt + 16) | 0) + w(ct, 12)) >> 2] at = 0 while (1) { lt = at << 2 jt = (lt + st) | 0 q[jt >> 2] = q[jt >> 2] + q[(lt + tt) >> 2] at = (at + 1) | 0 if ((at | 0) != (Zs | 0)) { continue } break } } ct = (ct + 1) | 0 if (($s | 0) != (ct | 0)) { continue } break } dt = w(Zs, et) $s = dt if (!_s) { break m } at = 0 if ((Zs | 0) > 0) { break l } break k } $s = w(Zs, et) } if (q[ht >> 2] < 1) { break j } dt = ((w((et + -1) | 0, Zs) << 2) + Xs) | 0 at = 0 while (1) { Ys = at << 2 _s = q[(Ys + dt) >> 2] gt = q[it >> 2] t: { if ((_s | 0) > (gt | 0)) { ct = q[nt >> 2] q[(Ys + ct) >> 2] = gt break t } ct = q[nt >> 2] Ys = (Ys + ct) | 0 gt = q[pt >> 2] if ((_s | 0) < (gt | 0)) { q[Ys >> 2] = gt break t } q[Ys >> 2] = _s } at = (at + 1) | 0 _s = q[ht >> 2] if ((at | 0) < (_s | 0)) { continue } break } Ys = 0 if ((_s | 0) < 1) { break j } _s = $s << 2 at = (_s + Xs) | 0 dt = (Rr + _s) | 0 while (1) { $s = Ys << 2 _s = ($s + at) | 0 $s = (q[($s + dt) >> 2] + q[($s + ct) >> 2]) | 0 q[_s >> 2] = $s u: { if (($s | 0) > q[it >> 2]) { $s = ($s - q[ot >> 2]) | 0 } else { if (($s | 0) >= q[pt >> 2]) { break u } $s = ($s + q[ot >> 2]) | 0 } q[_s >> 2] = $s } Ys = (Ys + 1) | 0 if ((Ys | 0) < q[ht >> 2]) { continue } break } break j } cn() F() } while (1) { Ys = ((at << 2) + mt) | 0 q[Ys >> 2] = q[Ys >> 2] / (_s | 0) at = (at + 1) | 0 if ((at | 0) != (Zs | 0)) { continue } break } } if (q[ht >> 2] < 1) { break j } at = 0 while (1) { Ys = at << 2 _s = q[(Ys + mt) >> 2] $s = q[it >> 2] v: { if ((_s | 0) > ($s | 0)) { ct = q[nt >> 2] q[(Ys + ct) >> 2] = $s break v } ct = q[nt >> 2] Ys = (Ys + ct) | 0 $s = q[pt >> 2] if ((_s | 0) < ($s | 0)) { q[Ys >> 2] = $s break v } q[Ys >> 2] = _s } at = (at + 1) | 0 _s = q[ht >> 2] if ((at | 0) < (_s | 0)) { continue } break } Ys = 0 if ((_s | 0) < 1) { break j } _s = dt << 2 at = (_s + Xs) | 0 dt = (Rr + _s) | 0 while (1) { $s = Ys << 2 _s = ($s + at) | 0 $s = (q[($s + dt) >> 2] + q[($s + ct) >> 2]) | 0 q[_s >> 2] = $s w: { if (($s | 0) > q[it >> 2]) { $s = ($s - q[ot >> 2]) | 0 } else { if (($s | 0) >= q[pt >> 2]) { break w } $s = ($s + q[ot >> 2]) | 0 } q[_s >> 2] = $s } Ys = (Ys + 1) | 0 if ((Ys | 0) < q[ht >> 2]) { continue } break } } Ys = 1 et = (et + 1) | 0 if ((et | 0) < (vt | 0)) { continue } break } } Ye = q[bt >> 2] if (Ye) { q[(bt + 4) >> 2] = Ye An(Ye) } An(qt) Ye = q[(bt + 52) >> 2] if (Ye) { q[(bt + 56) >> 2] = Ye An(Ye) } Ye = q[(bt + 40) >> 2] if (Ye) { q[(bt + 44) >> 2] = Ye An(Ye) } Ye = q[(bt + 28) >> 2] if (Ye) { q[(bt + 32) >> 2] = Ye An(Ye) } Ye = q[(bt + 16) >> 2] if (Ye) { q[(bt + 20) >> 2] = Ye An(Ye) } T = (bt - -64) | 0 return Ys | 0 } bn() F() } function wf(Ye) { Ye = Ye | 0 var Rr = 0, Xs = 0 q[Ye >> 2] = 3584 Rr = q[(Ye + 76) >> 2] if (Rr) { An(Rr) } Xs = (Ye + 68) | 0 Rr = q[Xs >> 2] q[Xs >> 2] = 0 if (Rr) { An(Rr) } q[Ye >> 2] = 3044 Rr = q[(Ye + 32) >> 2] if (Rr) { q[(Ye + 36) >> 2] = Rr An(Rr) } return Ye | 0 } function xf(Ye) { Ye = Ye | 0 var Ys = 0, Zs = 0 q[Ye >> 2] = 3584 Ys = q[(Ye + 76) >> 2] if (Ys) { An(Ys) } Zs = (Ye + 68) | 0 Ys = q[Zs >> 2] q[Zs >> 2] = 0 if (Ys) { An(Ys) } q[Ye >> 2] = 3044 Ys = q[(Ye + 32) >> 2] if (Ys) { q[(Ye + 36) >> 2] = Ys An(Ys) } An(Ye) } function yf(q) { q = q | 0 return 3 } function zf(Ye) { Ye = Ye | 0 if (!(!q[(Ye + 60) >> 2] | !q[(Ye + 44) >> 2] | (!q[(Ye + 48) >> 2] | !q[(Ye + 52) >> 2]))) { return (q[(Ye + 56) >> 2] != 0) | 0 } return 0 } function Af(Ye, _s) { Ye = Ye | 0 _s = _s | 0 var zt = 0 if (!(q[(_s + 56) >> 2] | !_s | (r[(_s + 24) | 0] != 3))) { q[(Ye + 60) >> 2] = _s zt = 1 } return zt | 0 } function Bf(Ye, _s) { Ye = Ye | 0 _s = _s | 0 var At = 0, Bt = 0, Ct = 0, Dt = 0, Et = 0, Ft = 0, Gt = 0, Ht = 0, It = 0, Jt = 0, Kt = 0 Gt = (T - 32) | 0 T = Gt q[(Gt + 28) >> 2] = 0 a: { b: { if (s[(_s + 38) >> 1] <= 513) { Et = q[(_s + 12) >> 2] At = q[(_s + 20) >> 2] Ct = q[(_s + 16) >> 2] Bt = (Ct + 4) | 0 if (Bt >>> 0 < 4) { At = (At + 1) | 0 } Dt = Bt Bt = At if ((Et | 0) < (At | 0) ? 1 : (Et | 0) <= (At | 0) ? (t[(_s + 8) >> 2] >= Dt >>> 0 ? 0 : 1) : 0) { break a } At = (Ct + q[_s >> 2]) | 0 At = r[At | 0] | (r[(At + 1) | 0] << 8) | ((r[(At + 2) | 0] << 16) | (r[(At + 3) | 0] << 24)) q[(Gt + 28) >> 2] = At q[(_s + 16) >> 2] = Dt q[(_s + 20) >> 2] = Bt break b } if (!tf(1, (Gt + 28) | 0, _s)) { break a } At = q[(Gt + 28) >> 2] } if (!At) { break a } Dt = (Ye + 76) | 0 uf(Dt, At) It = ah((Gt + 8) | 0) c: { if (!bh(It, _s)) { break c } Et = 1 while (1) { Ct = 1 << (Ht & 31) Ft = dh(It) Bt = (q[Dt >> 2] + ((Ht >>> 3) & 536870908)) | 0 Et = Et ^ Ft Ft = q[Bt >> 2] | Ct d: { if (!(Et & 1)) { break d } Ft = q[Bt >> 2] & (Ct ^ -1) } Ct = Ft Et = Et ^ 1 q[Bt >> 2] = Ct Ht = (Ht + 1) | 0 if ((At | 0) != (Ht | 0)) { continue } break } Ht = 0 Bt = q[(_s + 12) >> 2] Et = Bt At = q[(_s + 20) >> 2] Ct = At It = q[(_s + 16) >> 2] Dt = (It + 4) | 0 if (Dt >>> 0 < 4) { At = (At + 1) | 0 } Jt = q[(_s + 8) >> 2] Ft = Dt Dt = At if ((Bt | 0) < (At | 0) ? 1 : (Bt | 0) <= (At | 0) ? (Jt >>> 0 >= Ft >>> 0 ? 0 : 1) : 0) { break c } Kt = q[_s >> 2] At = (Kt + It) | 0 Bt = r[At | 0] | (r[(At + 1) | 0] << 8) | ((r[(At + 2) | 0] << 16) | (r[(At + 3) | 0] << 24)) q[(_s + 16) >> 2] = Ft q[(_s + 20) >> 2] = Dt At = Ct Ct = (It + 8) | 0 if (Ct >>> 0 < 8) { At = (At + 1) | 0 } Dt = Ct Ct = At if ((Et | 0) < (At | 0) ? 1 : (Et | 0) <= (At | 0) ? (Jt >>> 0 >= Dt >>> 0 ? 0 : 1) : 0) { break c } At = (Ft + Kt) | 0 At = r[At | 0] | (r[(At + 1) | 0] << 8) | ((r[(At + 2) | 0] << 16) | (r[(At + 3) | 0] << 24)) q[(_s + 16) >> 2] = Dt q[(_s + 20) >> 2] = Ct if ((Bt | 0) > (At | 0)) { break c } q[(Ye + 16) >> 2] = At q[(Ye + 12) >> 2] = Bt _s = Bt Bt = ((At >> 31) - (((At >>> 0 < _s >>> 0) + (_s >> 31)) | 0)) | 0 _s = (At - _s) | 0 if ((!Bt & (_s >>> 0 > 2147483646)) | (Bt >>> 0 > 0)) { break c } Ht = 1 _s = (_s + 1) | 0 q[(Ye + 20) >> 2] = _s Bt = (Ye + 24) | 0 At = ((_s | 0) / 2) | 0 q[Bt >> 2] = At q[(Ye + 28) >> 2] = 0 - At if (_s & 1) { break c } q[Bt >> 2] = At + -1 } } T = (Gt + 32) | 0 return Ht | 0 } function Cf(Ye, _s, Lt, Mt, Nt, Ot) { Ye = Ye | 0 _s = _s | 0 Lt = Lt | 0 Mt = Mt | 0 Nt = Nt | 0 Ot = Ot | 0 var Pt = 0, Qt = 0, Rt = 0, St = 0, Tt = 0, Ut = 0, Vt = 0, Wt = 0, Xt = 0, Yt = 0, Zt = 0, _t = 0 q[(Ye + 64) >> 2] = Ot q[(Ye + 72) >> 2] = Nt Ot = Mm((Nt & 1073741823) != (Nt | 0) ? -1 : Nt << 2) Mt = q[(Ye + 68) >> 2] q[(Ye + 68) >> 2] = Ot if (Mt) { An(Mt) } q[(Ye + 8) >> 2] = Nt Ot = (Ye + 32) | 0 Pt = q[Ot >> 2] Mt = (q[(Ye + 36) >> 2] - Pt) >> 2 a: { if (Mt >>> 0 < Nt >>> 0) { Fa(Ot, (Nt - Mt) | 0) break a } if (Mt >>> 0 <= Nt >>> 0) { break a } q[(Ye + 36) >> 2] = Pt + (Nt << 2) } b: { Mt = q[(Ye + 56) >> 2] Pt = q[(Mt + 4) >> 2] Ot = q[Mt >> 2] Mt = (Pt - Ot) | 0 if ((Mt | 0) < 1) { break b } if ((Ot | 0) != (Pt | 0)) { Zt = Mt >> 2 Tt = (Ye + 8) | 0 Vt = (Ye + 16) | 0 Wt = (Ye + 32) | 0 Xt = (Ye + 20) | 0 Yt = (Ye + 12) | 0 _t = (Ye + 56) | 0 while (1) { Df(Ye, q[((Rt << 2) + Ot) >> 2], Lt, Rt) c: { if (q[Tt >> 2] < 1) { break c } Ut = q[(Ye + 68) >> 2] Ot = 0 while (1) { Mt = Ot << 2 Pt = q[(Mt + Ut) >> 2] Qt = q[Vt >> 2] d: { if ((Pt | 0) > (Qt | 0)) { St = q[Wt >> 2] q[(Mt + St) >> 2] = Qt break d } St = q[Wt >> 2] Mt = (Mt + St) | 0 Qt = q[Yt >> 2] if ((Pt | 0) < (Qt | 0)) { q[Mt >> 2] = Qt break d } q[Mt >> 2] = Pt } Ot = (Ot + 1) | 0 Pt = q[Tt >> 2] if ((Ot | 0) < (Pt | 0)) { continue } break } Mt = 0 if ((Pt | 0) < 1) { break c } Ot = w(Nt, Rt) << 2 Ut = (Ot + Lt) | 0 Qt = (_s + Ot) | 0 while (1) { Pt = Mt << 2 Ot = (Pt + Ut) | 0 Pt = (q[(Pt + Qt) >> 2] + q[(Pt + St) >> 2]) | 0 q[Ot >> 2] = Pt e: { if ((Pt | 0) > q[Vt >> 2]) { Pt = (Pt - q[Xt >> 2]) | 0 } else { if ((Pt | 0) >= q[Yt >> 2]) { break e } Pt = (Pt + q[Xt >> 2]) | 0 } q[Ot >> 2] = Pt } Mt = (Mt + 1) | 0 if ((Mt | 0) < q[Tt >> 2]) { continue } break } } Rt = (Rt + 1) | 0 if ((Rt | 0) >= (Zt | 0)) { break b } Mt = q[_t >> 2] Ot = q[Mt >> 2] if (((q[(Mt + 4) >> 2] - Ot) >> 2) >>> 0 > Rt >>> 0) { continue } break } } cn() F() } return 1 } function Df(Ye, _s, Lt, Mt) { var Nt = 0, Ot = 0, $t = 0, au = x(0), bu = x(0), cu = x(0), du = 0, eu = x(0), fu = x(0), gu = x(0), hu = x(0), iu = x(0), ju = 0, ku = 0, lu = x(0), mu = x(0), nu = x(0), ou = x(0), pu = x(0), qu = x(0), ru = x(0), su = x(0), tu = 0 Nt = (T - 48) | 0 T = Nt du = -1 Ot = -1 a: { if ((_s | 0) == -1) { break a } Ot = (_s + 1) | 0 du = (Ot >>> 0) % 3 | 0 ? Ot : (_s + -2) | 0 Ot = (_s + -1) | 0 if ((_s >>> 0) % 3) { break a } Ot = (_s + 2) | 0 } $t = q[(Ye + 52) >> 2] _s = q[$t >> 2] b: { $t = (q[($t + 4) >> 2] - _s) >> 2 ju = q[(q[(Ye + 48) >> 2] + 28) >> 2] du = q[(ju + (du << 2)) >> 2] if ($t >>> 0 <= du >>> 0) { break b } tu = $t $t = q[((Ot << 2) + ju) >> 2] if (tu >>> 0 <= $t >>> 0) { break b } c: { d: { Ot = q[(_s + (du << 2)) >> 2] ju = (Ot | 0) >= (Mt | 0) if (ju) { break d } du = q[(_s + ($t << 2)) >> 2] if ((du | 0) >= (Mt | 0)) { break d } _s = q[(Ye + 72) >> 2] $t = ((w(_s, du) << 2) + Lt) | 0 bu = x(q[($t + 4) >> 2]) _s = ((w(_s, Ot) << 2) + Lt) | 0 iu = x(q[(_s + 4) >> 2]) lu = x(q[$t >> 2]) ou = x(q[_s >> 2]) if (!((lu != ou) | (bu != iu))) { Ye = q[(Ye + 68) >> 2] _s = Ye if (x(y(bu)) < x(2147483648)) { Lt = ~~bu } else { Lt = -2147483648 } q[(_s + 4) >> 2] = Lt if (x(y(lu)) < x(2147483648)) { q[Ye >> 2] = ~~lu break c } q[Ye >> 2] = -2147483648 break c } Mt = q[(q[(Ye + 64) >> 2] + (Mt << 2)) >> 2] q[(Nt + 40) >> 2] = 0 q[(Nt + 32) >> 2] = 0 q[(Nt + 36) >> 2] = 0 _s = q[(Ye + 60) >> 2] if (!r[(_s + 84) | 0]) { Mt = q[(q[(_s + 68) >> 2] + (Mt << 2)) >> 2] } Da(_s, Mt, o[(_s + 24) | 0], (Nt + 32) | 0) Mt = q[(q[(Ye + 64) >> 2] + (Ot << 2)) >> 2] q[(Nt + 24) >> 2] = 0 q[(Nt + 16) >> 2] = 0 q[(Nt + 20) >> 2] = 0 _s = q[(Ye + 60) >> 2] if (!r[(_s + 84) | 0]) { Mt = q[(q[(_s + 68) >> 2] + (Mt << 2)) >> 2] } Da(_s, Mt, o[(_s + 24) | 0], (Nt + 16) | 0) Lt = q[(q[(Ye + 64) >> 2] + (du << 2)) >> 2] q[(Nt + 8) >> 2] = 0 q[Nt >> 2] = 0 q[(Nt + 4) >> 2] = 0 _s = q[(Ye + 60) >> 2] if (!r[(_s + 84) | 0]) { Lt = q[(q[(_s + 68) >> 2] + (Lt << 2)) >> 2] } Da(_s, Lt, o[(_s + 24) | 0], Nt) mu = u[(Nt + 40) >> 2] nu = u[(Nt + 36) >> 2] eu = u[(Nt + 32) >> 2] qu = u[(Nt + 16) >> 2] cu = x(u[Nt >> 2] - qu) ru = u[(Nt + 20) >> 2] fu = x(u[(Nt + 4) >> 2] - ru) su = u[(Nt + 24) >> 2] gu = x(u[(Nt + 8) >> 2] - su) pu = x(x(x(x(cu * cu) + x(0)) + x(fu * fu)) + x(gu * gu)) e: { if (!(pu > x(0))) { hu = x(0) if (q[(Ye + 88) >> 2] > 257) { break e } } eu = x(eu - qu) nu = x(nu - ru) mu = x(mu - su) au = x(x(x(x(x(cu * eu) + x(0)) + x(fu * nu)) + x(gu * mu)) / pu) gu = x(mu - x(gu * au)) fu = x(nu - x(fu * au)) cu = x(eu - x(cu * au)) hu = x(E(x(x(x(gu * gu) + x(x(fu * fu) + x(x(cu * cu) + x(0)))) / pu))) } eu = hu Lt = (Ye + 80) | 0 _s = (q[Lt >> 2] + -1) | 0 Mt = q[(q[(Ye + 76) >> 2] + ((_s >>> 3) & 536870908)) >> 2] q[Lt >> 2] = _s cu = x(bu - iu) hu = x(x(cu * au) + iu) iu = x(lu - ou) bu = x(iu * eu) _s = (Mt >>> (_s & 31)) & 1 bu = x(hu + (_s ? bu : x(-bu))) hu = x(x(iu * au) + ou) au = x(cu * eu) au = x(hu + (_s ? x(-au) : au)) f: { if (((k(au), e(0)) & 2147483647) >>> 0 >= 2139095041) { _s = q[(Ye + 68) >> 2] q[_s >> 2] = -2147483648 break f } _s = q[(Ye + 68) >> 2] Ye = _s ku = C(+au + 0.5) g: { if (y(ku) < 2147483648) { Lt = ~~ku break g } Lt = -2147483648 } q[Ye >> 2] = Lt } Lt = ((k(bu), e(0)) & 2147483647) >>> 0 > 2139095040 ku = C(+bu + 0.5) h: { if (y(ku) < 2147483648) { Ye = ~~ku break h } Ye = -2147483648 } q[(_s + 4) >> 2] = Lt ? -2147483648 : Ye break c } i: { if (!ju) { _s = q[(Ye + 72) >> 2] Mt = w(Ot, _s) break i } if ((Mt | 0) <= 0) { if (q[(Ye + 72) >> 2] < 1) { break c } Lt = q[(Ye + 68) >> 2] _s = 0 while (1) { q[(Lt + (_s << 2)) >> 2] = 0 _s = (_s + 1) | 0 if ((_s | 0) < q[(Ye + 72) >> 2]) { continue } break } break c } _s = q[(Ye + 72) >> 2] Mt = w(_s, (Mt + -1) | 0) } if ((_s | 0) < 1) { break c } Ot = q[(Ye + 68) >> 2] _s = 0 while (1) { q[(Ot + (_s << 2)) >> 2] = q[(((_s + Mt) << 2) + Lt) >> 2] _s = (_s + 1) | 0 if ((_s | 0) < q[(Ye + 72) >> 2]) { continue } break } } T = (Nt + 48) | 0 return } cn() F() } function Ef(Ye) { Ye = Ye | 0 var _s = 0 q[Ye >> 2] = 3812 _s = q[(Ye + 76) >> 2] if (_s) { An(_s) } q[Ye >> 2] = 3044 _s = q[(Ye + 32) >> 2] if (_s) { q[(Ye + 36) >> 2] = _s An(_s) } return Ye | 0 } function Ff(Ye) { Ye = Ye | 0 var Lt = 0 q[Ye >> 2] = 3812 Lt = q[(Ye + 76) >> 2] if (Lt) { An(Lt) } q[Ye >> 2] = 3044 Lt = q[(Ye + 32) >> 2] if (Lt) { q[(Ye + 36) >> 2] = Lt An(Lt) } An(Ye) } function Gf(q) { q = q | 0 return 5 } function Hf(Ye, Mt) { Ye = Ye | 0 Mt = Mt | 0 var uu = 0, vu = 0, wu = 0, xu = 0, yu = 0, zu = 0, Au = 0, Bu = 0, Cu = 0, Du = 0, Eu = 0 Bu = (T - 16) | 0 T = Bu wu = q[(Mt + 12) >> 2] uu = q[(Mt + 20) >> 2] xu = q[(Mt + 16) >> 2] vu = (xu + 4) | 0 if (vu >>> 0 < 4) { uu = (uu + 1) | 0 } yu = vu vu = uu a: { if ((wu | 0) < (uu | 0) ? 1 : (wu | 0) <= (uu | 0) ? (t[(Mt + 8) >> 2] >= yu >>> 0 ? 0 : 1) : 0) { break a } uu = (xu + q[Mt >> 2]) | 0 uu = r[uu | 0] | (r[(uu + 1) | 0] << 8) | ((r[(uu + 2) | 0] << 16) | (r[(uu + 3) | 0] << 24)) q[(Mt + 16) >> 2] = yu q[(Mt + 20) >> 2] = vu if ((uu | 0) < 0) { break a } uf((Ye + 76) | 0, uu) yu = ah(Bu) b: { if (!bh(yu, Mt)) { break b } if ((uu | 0) >= 1) { wu = 1 while (1) { xu = 1 << (Au & 31) zu = dh(yu) vu = (q[(Ye + 76) >> 2] + ((Au >>> 3) & 536870908)) | 0 wu = wu ^ zu zu = q[vu >> 2] | xu c: { if (!(wu & 1)) { break c } zu = q[vu >> 2] & (xu ^ -1) } xu = zu wu = wu ^ 1 q[vu >> 2] = xu Au = (Au + 1) | 0 if ((uu | 0) != (Au | 0)) { continue } break } } vu = q[(Mt + 12) >> 2] Au = vu uu = q[(Mt + 20) >> 2] wu = uu yu = q[(Mt + 16) >> 2] xu = (yu + 4) | 0 if (xu >>> 0 < 4) { uu = (uu + 1) | 0 } Cu = q[(Mt + 8) >> 2] zu = xu xu = uu if ((vu | 0) < (uu | 0) ? 1 : (vu | 0) <= (uu | 0) ? (Cu >>> 0 >= zu >>> 0 ? 0 : 1) : 0) { break b } Du = q[Mt >> 2] uu = (Du + yu) | 0 vu = r[uu | 0] | (r[(uu + 1) | 0] << 8) | ((r[(uu + 2) | 0] << 16) | (r[(uu + 3) | 0] << 24)) q[(Mt + 16) >> 2] = zu q[(Mt + 20) >> 2] = xu uu = wu wu = (yu + 8) | 0 if (wu >>> 0 < 8) { uu = (uu + 1) | 0 } xu = wu wu = uu if ((Au | 0) < (uu | 0) ? 1 : (Au | 0) <= (uu | 0) ? (Cu >>> 0 >= xu >>> 0 ? 0 : 1) : 0) { break b } uu = (zu + Du) | 0 uu = r[uu | 0] | (r[(uu + 1) | 0] << 8) | ((r[(uu + 2) | 0] << 16) | (r[(uu + 3) | 0] << 24)) q[(Mt + 16) >> 2] = xu q[(Mt + 20) >> 2] = wu if ((vu | 0) > (uu | 0)) { break b } q[(Ye + 16) >> 2] = uu q[(Ye + 12) >> 2] = vu Mt = vu vu = ((uu >> 31) - (((uu >>> 0 < Mt >>> 0) + (Mt >> 31)) | 0)) | 0 Mt = (uu - Mt) | 0 if ((!vu & (Mt >>> 0 > 2147483646)) | (vu >>> 0 > 0)) { break b } Eu = 1 Mt = (Mt + 1) | 0 q[(Ye + 20) >> 2] = Mt vu = (Ye + 24) | 0 uu = ((Mt | 0) / 2) | 0 q[vu >> 2] = uu q[(Ye + 28) >> 2] = 0 - uu if (Mt & 1) { break b } q[vu >> 2] = uu + -1 } } T = (Bu + 16) | 0 return Eu | 0 } function If(Ye, Mt, Fu, Gu, Hu, Iu) { Ye = Ye | 0 Mt = Mt | 0 Fu = Fu | 0 Gu = Gu | 0 Hu = Hu | 0 Iu = Iu | 0 var Ju = 0, Ku = 0, Lu = 0, Mu = 0, Nu = 0, Ou = 0, Pu = 0, Qu = 0, Ru = 0, Su = 0, Tu = 0, Uu = 0 Gu = 0 a: { if ((Hu | 0) != 2) { break a } q[(Ye + 8) >> 2] = 2 q[(Ye - -64) >> 2] = Iu Gu = (Ye + 32) | 0 Hu = q[Gu >> 2] Iu = (q[(Ye + 36) >> 2] - Hu) | 0 Ju = Iu >> 2 b: { if (Ju >>> 0 <= 1) { Fa(Gu, (2 - Ju) | 0) break b } if ((Iu | 0) == 8) { break b } q[(Ye + 36) >> 2] = Hu + 8 } Gu = 1 Hu = q[(Ye + 56) >> 2] Iu = q[(Hu + 4) >> 2] Hu = q[Hu >> 2] Ju = (Iu - Hu) | 0 if ((Ju | 0) < 1) { break a } if ((Hu | 0) != (Iu | 0)) { Ru = (Ye + 60) | 0 Su = Ju >> 2 Ju = (Ye + 8) | 0 Nu = (Ye + 16) | 0 Ou = (Ye + 32) | 0 Pu = (Ye + 20) | 0 Qu = (Ye + 12) | 0 Tu = (Ye + 56) | 0 while (1) { if (!Jf(Ru, q[((Lu << 2) + Hu) >> 2], Fu, Lu)) { Gu = 0 break a } c: { if (q[Ju >> 2] < 1) { break c } Hu = 0 while (1) { Gu = Hu << 2 Iu = q[(((Gu + Ye) | 0) + 68) >> 2] Ku = q[Nu >> 2] d: { if ((Iu | 0) > (Ku | 0)) { Mu = q[Ou >> 2] q[(Gu + Mu) >> 2] = Ku break d } Mu = q[Ou >> 2] Gu = (Gu + Mu) | 0 Ku = q[Qu >> 2] if ((Iu | 0) < (Ku | 0)) { q[Gu >> 2] = Ku break d } q[Gu >> 2] = Iu } Hu = (Hu + 1) | 0 Gu = q[Ju >> 2] if ((Hu | 0) < (Gu | 0)) { continue } break } Iu = 0 if ((Gu | 0) < 1) { break c } Gu = Lu << 3 Ku = (Gu + Fu) | 0 Uu = (Mt + Gu) | 0 while (1) { Hu = Iu << 2 Gu = (Hu + Ku) | 0 Hu = (q[(Hu + Uu) >> 2] + q[(Hu + Mu) >> 2]) | 0 q[Gu >> 2] = Hu e: { if ((Hu | 0) > q[Nu >> 2]) { Hu = (Hu - q[Pu >> 2]) | 0 } else { if ((Hu | 0) >= q[Qu >> 2]) { break e } Hu = (Hu + q[Pu >> 2]) | 0 } q[Gu >> 2] = Hu } Iu = (Iu + 1) | 0 if ((Iu | 0) < q[Ju >> 2]) { continue } break } } Gu = 1 Lu = (Lu + 1) | 0 if ((Lu | 0) >= (Su | 0)) { break a } Gu = q[Tu >> 2] Hu = q[Gu >> 2] if (((q[(Gu + 4) >> 2] - Hu) >> 2) >>> 0 > Lu >>> 0) { continue } break } } cn() F() } return Gu | 0 } function Jf(Ye, Mt, Fu, Gu) { var Hu = 0, Iu = 0, Vu = 0, Wu = 0, Xu = 0, Yu = 0, Zu = 0, _u = 0, $u = 0, av = 0, bv = 0, cv = 0, dv = 0, ev = 0, fv = 0, gv = 0, hv = 0, iv = 0, jv = 0, kv = 0, lv = 0, mv = 0, nv = 0, ov = 0, pv = 0 Vu = (T - 80) | 0 T = Vu Iu = -1 Hu = -1 a: { if ((Mt | 0) == -1) { break a } Hu = (Mt + 1) | 0 Iu = (Hu >>> 0) % 3 | 0 ? Hu : (Mt + -2) | 0 Hu = (Mt + -1) | 0 if ((Mt >>> 0) % 3) { break a } Hu = (Mt + 2) | 0 } Wu = q[(Ye + 36) >> 2] Mt = q[Wu >> 2] b: { c: { d: { e: { f: { Wu = (q[(Wu + 4) >> 2] - Mt) >> 2 Xu = Iu << 2 Iu = q[(q[(Ye + 32) >> 2] + 28) >> 2] Yu = q[(Xu + Iu) >> 2] if (Wu >>> 0 <= Yu >>> 0) { break f } Hu = q[(Iu + (Hu << 2)) >> 2] if (Wu >>> 0 <= Hu >>> 0) { break f } g: { h: { $u = q[(Mt + (Yu << 2)) >> 2] cv = ($u | 0) >= (Gu | 0) if (cv) { break h } Iu = q[(Mt + (Hu << 2)) >> 2] if ((Iu | 0) >= (Gu | 0)) { break h } Mt = Iu << 3 hv = q[((Mt | 4) + Fu) >> 2] Hu = $u << 3 av = q[((Hu | 4) + Fu) >> 2] ev = q[(Mt + Fu) >> 2] gv = q[(Fu + Hu) >> 2] if (!(((ev | 0) != (gv | 0)) | ((av | 0) != (hv | 0)))) { q[(Ye + 8) >> 2] = gv q[(Ye + 12) >> 2] = av break g } Mt = q[(q[(Ye + 4) >> 2] + (Gu << 2)) >> 2] q[(Vu + 72) >> 2] = 0 q[(Vu + 76) >> 2] = 0 Hu = (Vu - -64) | 0 q[Hu >> 2] = 0 q[(Hu + 4) >> 2] = 0 q[(Vu + 56) >> 2] = 0 q[(Vu + 60) >> 2] = 0 Hu = q[Ye >> 2] if (!r[(Hu + 84) | 0]) { Mt = q[(q[(Hu + 68) >> 2] + (Mt << 2)) >> 2] } Kf(Hu, Mt, o[(Hu + 24) | 0], (Vu + 56) | 0) Mt = q[(q[(Ye + 4) >> 2] + ($u << 2)) >> 2] q[(Vu + 48) >> 2] = 0 q[(Vu + 52) >> 2] = 0 q[(Vu + 40) >> 2] = 0 q[(Vu + 44) >> 2] = 0 q[(Vu + 32) >> 2] = 0 q[(Vu + 36) >> 2] = 0 Hu = q[Ye >> 2] if (!r[(Hu + 84) | 0]) { Mt = q[(q[(Hu + 68) >> 2] + (Mt << 2)) >> 2] } Kf(Hu, Mt, o[(Hu + 24) | 0], (Vu + 32) | 0) Mt = q[(q[(Ye + 4) >> 2] + (Iu << 2)) >> 2] q[(Vu + 24) >> 2] = 0 q[(Vu + 28) >> 2] = 0 q[(Vu + 16) >> 2] = 0 q[(Vu + 20) >> 2] = 0 q[(Vu + 8) >> 2] = 0 q[(Vu + 12) >> 2] = 0 Hu = q[Ye >> 2] if (!r[(Hu + 84) | 0]) { Mt = q[(q[(Hu + 68) >> 2] + (Mt << 2)) >> 2] } Kf(Hu, Mt, o[(Hu + 24) | 0], (Vu + 8) | 0) iv = q[(Vu + 44) >> 2] Mt = q[(Vu + 16) >> 2] Xu = q[(Vu + 40) >> 2] Hu = Xu Iu = (q[(Vu + 20) >> 2] - ((iv + (Mt >>> 0 < Hu >>> 0)) | 0)) | 0 kv = (Mt - Hu) | 0 Mt = $n(kv, Iu, kv, Iu) Hu = V _u = Mt jv = q[(Vu + 36) >> 2] Mt = q[(Vu + 8) >> 2] Zu = q[(Vu + 32) >> 2] Yu = Zu Wu = (q[(Vu + 12) >> 2] - ((jv + (Mt >>> 0 < Yu >>> 0)) | 0)) | 0 lv = (Mt - Yu) | 0 Yu = $n(lv, Wu, lv, Wu) Mt = (_u + Yu) | 0 Hu = (V + Hu) | 0 Hu = Mt >>> 0 < Yu >>> 0 ? (Hu + 1) | 0 : Hu dv = Mt nv = q[(Vu + 52) >> 2] Mt = q[(Vu + 24) >> 2] _u = q[(Vu + 48) >> 2] Yu = _u bv = (q[(Vu + 28) >> 2] - ((nv + (Mt >>> 0 < Yu >>> 0)) | 0)) | 0 mv = (Mt - Yu) | 0 Yu = $n(mv, bv, mv, bv) Mt = (dv + Yu) | 0 Hu = (V + Hu) | 0 fv = Mt Yu = Mt >>> 0 < Yu >>> 0 ? (Hu + 1) | 0 : Hu if (!(Mt | Yu)) { break h } Gu = 1 Mt = 0 Hu = q[(Vu + 64) >> 2] Fu = (q[(Vu + 68) >> 2] - (((Hu >>> 0 < Xu >>> 0) + iv) | 0)) | 0 Hu = (Hu - Xu) | 0 $u = Hu cv = Fu Fu = $n(kv, Iu, Hu, Fu) Hu = V dv = Fu Xu = q[(Vu + 56) >> 2] Fu = (Xu - Zu) | 0 iv = (q[(Vu + 60) >> 2] - (((Xu >>> 0 < Zu >>> 0) + jv) | 0)) | 0 Zu = $n(Fu, iv, lv, Wu) Xu = (dv + Zu) | 0 Hu = (V + Hu) | 0 Hu = Xu >>> 0 < Zu >>> 0 ? (Hu + 1) | 0 : Hu dv = Xu Xu = q[(Vu + 72) >> 2] Zu = (Xu - _u) | 0 jv = (q[(Vu + 76) >> 2] - (((Xu >>> 0 < _u >>> 0) + nv) | 0)) | 0 _u = $n(Zu, jv, mv, bv) Xu = (dv + _u) | 0 Hu = (V + Hu) | 0 Hu = Xu >>> 0 < _u >>> 0 ? (Hu + 1) | 0 : Hu _u = Xu Xu = Hu Iu = ao($n(_u, Hu, kv, Iu), V, fv, Yu) cv = (cv - ((V + ($u >>> 0 < Iu >>> 0)) | 0)) | 0 Iu = ($u - Iu) | 0 Iu = $n(Iu, cv, Iu, cv) $u = V dv = Iu Hu = ao($n(lv, Wu, _u, Hu), V, fv, Yu) Iu = (iv - ((V + (Fu >>> 0 < Hu >>> 0)) | 0)) | 0 Fu = (Fu - Hu) | 0 Iu = $n(Fu, Iu, Fu, Iu) Fu = (dv + Iu) | 0 Hu = (V + $u) | 0 Hu = Fu >>> 0 < Iu >>> 0 ? (Hu + 1) | 0 : Hu Wu = Fu Fu = ao($n(_u, Xu, mv, bv), V, fv, Yu) Iu = (jv - ((V + (Zu >>> 0 < Fu >>> 0)) | 0)) | 0 Fu = (Zu - Fu) | 0 Iu = $n(Fu, Iu, Fu, Iu) Fu = (Wu + Iu) | 0 Hu = (V + Hu) | 0 Iu = $n(Fu, Fu >>> 0 < Iu >>> 0 ? (Hu + 1) | 0 : Hu, fv, Yu) Fu = V Wu = Fu if ((!Fu & (Iu >>> 0 <= 1)) | (Fu >>> 0 < 0)) { break e } bv = Iu Fu = Wu while (1) { Hu = (Mt << 1) | (Gu >>> 31) Gu = Gu << 1 Mt = Hu Zu = (!Fu & (bv >>> 0 > 7)) | (Fu >>> 0 > 0) bv = ((Fu & 3) << 30) | (bv >>> 2) Fu = Fu >>> 2 if (Zu) { continue } break } break d } Hu = Ye if (cv) { if ((Gu | 0) <= 0) { q[(Ye + 8) >> 2] = 0 q[(Ye + 12) >> 2] = 0 break g } Mt = ((Gu << 1) + -2) | 0 } else { Mt = $u << 1 } Mt = ((Mt << 2) + Fu) | 0 q[(Hu + 8) >> 2] = q[Mt >> 2] q[(Ye + 12) >> 2] = q[(Mt + 4) >> 2] } Fu = 1 break b } cn() F() } Gu = Iu Mt = Wu if (Iu - 1) { break c } } while (1) { Fu = (bo(Iu, Wu, Gu, Mt) + Gu) | 0 Hu = (Mt + V) | 0 Hu = Fu >>> 0 < Gu >>> 0 ? (Hu + 1) | 0 : Hu Gu = ((Hu & 1) << 31) | (Fu >>> 1) Mt = Hu >>> 1 Fu = $n(Gu, Mt, Gu, Mt) Hu = V if ((((Wu | 0) == (Hu | 0)) & (Fu >>> 0 > Iu >>> 0)) | (Hu >>> 0 > Wu >>> 0)) { continue } break } } Hu = q[(Ye + 20) >> 2] Fu = 0 if (!Hu) { break b } Wu = (Hu + -1) | 0 bv = q[(q[(Ye + 16) >> 2] + ((Wu >>> 3) & 536870908)) >> 2] q[(Ye + 20) >> 2] = Wu Fu = hv Hu = av Zu = (Fu - Hu) | 0 av = Hu >> 31 hv = ((Fu >> 31) - ((av + (Fu >>> 0 < Hu >>> 0)) | 0)) | 0 Fu = $n(_u, Xu, Zu, hv) Iu = V av = $n(Hu, av, fv, Yu) Fu = (av + Fu) | 0 Hu = (V + Iu) | 0 Hu = Fu >>> 0 < av >>> 0 ? (Hu + 1) | 0 : Hu dv = Fu Fu = ev Iu = gv $u = (Fu - Iu) | 0 gv = Iu >> 31 av = ((Fu >> 31) - ((gv + (Fu >>> 0 < Iu >>> 0)) | 0)) | 0 Fu = $n(Gu, Mt, $u, av) ev = Fu Fu = (bv >>> (Wu & 31)) & 1 cv = Fu ? (0 - ev) | 0 : ev Wu = (dv + cv) | 0 bv = Hu Hu = V Hu = (bv + (Fu ? (0 - ((Hu + (0 < ev >>> 0)) | 0)) | 0 : Hu)) | 0 ;(ov = Ye), (pv = ao(Wu, Wu >>> 0 < cv >>> 0 ? (Hu + 1) | 0 : Hu, fv, Yu)), (q[(ov + 12) >> 2] = pv) Hu = $n(_u, Xu, $u, av) Wu = V ev = Ye Iu = $n(Iu, gv, fv, Yu) Ye = (Iu + Hu) | 0 Hu = (V + Wu) | 0 Hu = Ye >>> 0 < Iu >>> 0 ? (Hu + 1) | 0 : Hu Xu = Ye Ye = $n(Gu, Mt, Zu, hv) Gu = Fu ? Ye : (0 - Ye) | 0 Mt = (Xu + Gu) | 0 Xu = Hu Hu = V Ye = (Xu + (Fu ? Hu : (0 - (((0 < Ye >>> 0) + Hu) | 0)) | 0)) | 0 ;(ov = ev), (pv = ao(Mt, Mt >>> 0 < Gu >>> 0 ? (Ye + 1) | 0 : Ye, fv, Yu)), (q[(ov + 8) >> 2] = pv) Fu = 1 } T = (Vu + 80) | 0 return Fu } function Kf(a, b, c, d) { var e = 0, f = 0, g = 0, h = 0, i = x(0), j = 0, k = 0 a: { b: { if (!d) { break b } e = (q[(a + 28) >> 2] + -1) | 0 if (e >>> 0 > 10) { break b } c: { d: { e: { switch ((e - 1) | 0) { default: e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 >= 1) { g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { e = ((f << 3) + d) | 0 h = o[b | 0] q[e >> 2] = h q[(e + 4) >> 2] = h >> 31 b = (b + 1) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } } if ((e | 0) >= (c | 0)) { break b } break a case 0: e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 >= 1) { g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { e = ((f << 3) + d) | 0 q[e >> 2] = r[b | 0] q[(e + 4) >> 2] = 0 b = (b + 1) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } } if ((e | 0) >= (c | 0)) { break b } break a case 1: e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 >= 1) { g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { e = ((f << 3) + d) | 0 h = p[b >> 1] q[e >> 2] = h q[(e + 4) >> 2] = h >> 31 b = (b + 2) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } } if ((e | 0) >= (c | 0)) { break b } break a case 2: e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 >= 1) { g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { e = ((f << 3) + d) | 0 q[e >> 2] = s[b >> 1] q[(e + 4) >> 2] = 0 b = (b + 2) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } } if ((e | 0) >= (c | 0)) { break b } break a case 3: e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 >= 1) { g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { e = ((f << 3) + d) | 0 h = q[b >> 2] q[e >> 2] = h q[(e + 4) >> 2] = h >> 31 b = (b + 4) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } } if ((e | 0) >= (c | 0)) { break b } break a case 4: e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 >= 1) { g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { e = ((f << 3) + d) | 0 q[e >> 2] = q[b >> 2] q[(e + 4) >> 2] = 0 b = (b + 4) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } } if ((e | 0) >= (c | 0)) { break b } break a case 5: e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 >= 1) { g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { h = q[(b + 4) >> 2] e = ((f << 3) + d) | 0 q[e >> 2] = q[b >> 2] q[(e + 4) >> 2] = h b = (b + 8) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } } if ((e | 0) >= (c | 0)) { break b } break a case 6: e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 >= 1) { g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { h = q[(b + 4) >> 2] e = ((f << 3) + d) | 0 q[e >> 2] = q[b >> 2] q[(e + 4) >> 2] = h b = (b + 8) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } } if ((e | 0) >= (c | 0)) { break b } break a case 7: e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 < 1) { break c } g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { e = ((f << 3) + d) | 0 g = e i = u[b >> 2] f: { if (x(y(i)) < x(0x8000000000000000)) { h = x(y(i)) >= x(1) ? i > x(0) ? ~~x(A(x(C(x(i / x(4294967296)))), x(4294967296))) >>> 0 : ~~x(D(x(x(i - x((~~i >>> 0) >>> 0)) / x(4294967296)))) >>> 0 : 0 k = ~~i >>> 0 break f } h = -2147483648 k = 0 } q[g >> 2] = k q[(e + 4) >> 2] = h b = (b + 4) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } break c case 8: e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 < 1) { break d } g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { e = ((f << 3) + d) | 0 g = e j = v[b >> 3] g: { if (y(j) < 0x8000000000000000) { h = y(j) >= 1 ? (j > 0 ? ~~A(C(j / 4294967296), 4294967295) >>> 0 : ~~D((j - +((~~j >>> 0) >>> 0)) / 4294967296) >>> 0) : 0 k = ~~j >>> 0 break g } h = -2147483648 k = 0 } q[g >> 2] = k q[(e + 4) >> 2] = h b = (b + 8) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } break d case 9: break e } } e = o[(a + 24) | 0] if ((((e | 0) > (c | 0) ? c : e) << 24) >> 24 >= 1) { g = q[q[a >> 2] >> 2] e = (q[(a + 48) >> 2] + $n(q[(a + 40) >> 2], q[(a + 44) >> 2], b, 0)) | 0 b = (g + e) | 0 while (1) { e = ((f << 3) + d) | 0 q[e >> 2] = r[b | 0] q[(e + 4) >> 2] = 0 b = (b + 1) | 0 f = (f + 1) | 0 e = o[(a + 24) | 0] if ((f | 0) < (((e | 0) > (c | 0) ? c : e) << 24) >> 24) { continue } break } } if ((e | 0) >= (c | 0)) { break b } Dn(((e << 3) + d) | 0, 0, (c - e) << 3) break b } if ((e | 0) >= (c | 0)) { break b } break a } if ((e | 0) >= (c | 0)) { break b } Dn(((e << 3) + d) | 0, 0, (c - e) << 3) } return } Dn(((e << 3) + d) | 0, 0, (c - e) << 3) } function Lf(a) { a = a | 0 var b = 0 q[a >> 2] = 4048 q[a >> 2] = 3044 b = q[(a + 32) >> 2] if (b) { q[(a + 36) >> 2] = b An(b) } return a | 0 } function Mf(a) { a = a | 0 var c = 0 q[a >> 2] = 4048 q[a >> 2] = 3044 c = q[(a + 32) >> 2] if (c) { q[(a + 36) >> 2] = c An(c) } An(a) } function Nf(a) { a = a | 0 return 6 } function Of(a) { a = a | 0 var d = 0 a: { if (!q[(a - -64) >> 2] | !q[(a + 68) >> 2] | (!q[(a + 44) >> 2] | !q[(a + 48) >> 2])) { break a } if (!q[(a + 52) >> 2] | !q[(a + 56) >> 2]) { break a } d = q[(a + 92) >> 2] != -1 } return d | 0 } function Pf(a, l) { a = a | 0 l = l | 0 var m = 0 if (!(q[(l + 56) >> 2] | (r[(l + 24) | 0] != 3))) { q[(a - -64) >> 2] = l m = 1 } return m | 0 } function Qf(a, l) { a = a | 0 l = l | 0 var n = 0, o = 0, p = 0, t = 0, u = 0, v = 0, w = 0, x = 0, y = 0, z = 0, A = 0 w = q[(l + 12) >> 2] p = w o = q[(l + 20) >> 2] u = o x = q[(l + 16) >> 2] n = (x + 4) | 0 if (n >>> 0 < 4) { o = (o + 1) | 0 } y = q[(l + 8) >> 2] t = n n = o a: { if ((p | 0) < (n | 0) ? 1 : (p | 0) <= (n | 0) ? (y >>> 0 >= t >>> 0 ? 0 : 1) : 0) { break a } z = q[l >> 2] o = (x + z) | 0 p = r[o | 0] | (r[(o + 1) | 0] << 8) | ((r[(o + 2) | 0] << 16) | (r[(o + 3) | 0] << 24)) q[(l + 16) >> 2] = t q[(l + 20) >> 2] = n n = w o = u v = (x + 8) | 0 if (v >>> 0 < 8) { o = (o + 1) | 0 } if ((n | 0) < (o | 0) ? 1 : (n | 0) <= (o | 0) ? (y >>> 0 >= v >>> 0 ? 0 : 1) : 0) { break a } n = (t + z) | 0 n = r[n | 0] | (r[(n + 1) | 0] << 8) | ((r[(n + 2) | 0] << 16) | (r[(n + 3) | 0] << 24)) q[(l + 16) >> 2] = v q[(l + 20) >> 2] = o if ((p | 0) > (n | 0)) { break a } q[(a + 16) >> 2] = n q[(a + 12) >> 2] = p t = p p = ((n >> 31) - (((p >> 31) + (n >>> 0 < p >>> 0)) | 0)) | 0 n = (n - t) | 0 if ((!p & (n >>> 0 > 2147483646)) | (p >>> 0 > 0)) { break a } p = (n + 1) | 0 q[(a + 20) >> 2] = p t = (a + 24) | 0 n = ((p | 0) / 2) | 0 q[t >> 2] = n q[(a + 28) >> 2] = 0 - n if (!(p & 1)) { q[t >> 2] = n + -1 } if (s[(l + 38) >> 1] <= 513) { if ((w | 0) < (o | 0) ? 1 : (w | 0) <= (o | 0) ? (y >>> 0 > v >>> 0 ? 0 : 1) : 0) { break a } n = r[(v + z) | 0] o = u u = (x + 9) | 0 if (u >>> 0 < 9) { o = (o + 1) | 0 } p = l q[(p + 16) >> 2] = u q[(p + 20) >> 2] = o if (n >>> 0 > 1) { break a } q[(a + 88) >> 2] = (n - 1) | 0 ? 0 : 1 } A = bh((a + 108) | 0, l) } return A | 0 } function Rf(a, l, r, s, B, C) { a = a | 0 l = l | 0 r = r | 0 s = s | 0 B = B | 0 C = C | 0 var D = 0, E = 0, G = 0, H = 0, I = 0, J = 0, K = 0, L = 0, M = 0, N = 0, O = 0, P = 0, Q = 0, R = 0, S = 0 E = (T - 32) | 0 T = E q[(a + 68) >> 2] = C s = q[(a + 56) >> 2] B = q[s >> 2] C = (s + 4) | 0 D = q[C >> 2] q[(E + 24) >> 2] = 0 q[(E + 16) >> 2] = 0 q[(E + 20) >> 2] = 0 a: { B = (D - B) | 0 if ((B | 0) < 1) { break a } s = q[s >> 2] if ((s | 0) != q[C >> 2]) { P = B >> 2 Q = (a + 60) | 0 R = (a + 108) | 0 K = (a + 8) | 0 L = (a + 16) | 0 M = (a + 32) | 0 N = (a + 20) | 0 O = (a + 12) | 0 S = (a + 56) | 0 while (1) { Sf(Q, q[((I << 2) + s) >> 2], (E + 16) | 0) B = q[(E + 20) >> 2] D = B >> 31 C = q[(E + 16) >> 2] G = C >> 31 J = q[(E + 24) >> 2] H = J >> 31 s = 0 H = H ^ (H + J) D = (H + (((D ^ (B + D)) + (G ^ (C + G))) | 0)) | 0 if (D >>> 0 < H >>> 0) { s = 1 } b: { if (!(s | D)) { q[(E + 16) >> 2] = q[(a + 104) >> 2] break b } G = q[(a + 104) >> 2] H = G >> 31 B = ao($n(G, H, B, B >> 31), V, D, s) q[(E + 20) >> 2] = B s = ao($n(G, H, C, C >> 31), V, D, s) q[(E + 16) >> 2] = s C = s s = s >> 31 s = (((G - ((C + s) ^ s)) | 0) + ((B | 0) < 0 ? B : (0 - B) | 0)) | 0 if ((J | 0) >= 0) { q[(E + 24) >> 2] = s break b } q[(E + 24) >> 2] = 0 - s } s = dh(R) C = q[(E + 16) >> 2] c: { if (!s) { B = q[(E + 20) >> 2] break c } q[(E + 24) >> 2] = 0 - q[(E + 24) >> 2] B = (0 - q[(E + 20) >> 2]) | 0 q[(E + 20) >> 2] = B C = (0 - C) | 0 q[(E + 16) >> 2] = C } d: { if ((C | 0) >= 0) { s = q[(a + 104) >> 2] C = (s + q[(E + 24) >> 2]) | 0 s = (s + B) | 0 break d } e: { if ((B | 0) <= -1) { C = q[(E + 24) >> 2] s = C >> 31 s = s ^ (s + C) break e } C = q[(E + 24) >> 2] s = C >> 31 s = (q[(a + 100) >> 2] - (s ^ (s + C))) | 0 } if ((C | 0) <= -1) { C = B B = B >> 31 C = (C + B) ^ B break d } C = B B = B >> 31 C = (q[(a + 100) >> 2] - ((C + B) ^ B)) | 0 } B = q[(a + 100) >> 2] f: { if (!(s | C)) { C = B s = B break f } if (!(((B | 0) != (C | 0)) | s)) { s = C break f } if (!(((s | 0) != (B | 0)) | C)) { C = s break f } g: { if (s) { break g } D = q[(a + 104) >> 2] if ((D | 0) >= (C | 0)) { break g } C = ((D << 1) - C) | 0 s = 0 break f } h: { if ((s | 0) != (B | 0)) { break h } D = q[(a + 104) >> 2] if ((D | 0) <= (C | 0)) { break h } C = ((D << 1) - C) | 0 break f } i: { if ((B | 0) != (C | 0)) { break i } B = q[(a + 104) >> 2] if ((B | 0) <= (s | 0)) { break i } s = ((B << 1) - s) | 0 break f } if (C) { break f } C = 0 B = q[(a + 104) >> 2] if ((B | 0) >= (s | 0)) { break f } s = ((B << 1) - s) | 0 } q[(E + 12) >> 2] = C q[(E + 8) >> 2] = s j: { if (q[K >> 2] < 1) { break j } C = 0 while (1) { D = q[L >> 2] k: { if ((s | 0) > (D | 0)) { B = q[M >> 2] q[(B + (C << 2)) >> 2] = D break k } B = q[M >> 2] D = (B + (C << 2)) | 0 G = q[O >> 2] if ((s | 0) < (G | 0)) { q[D >> 2] = G break k } q[D >> 2] = s } C = (C + 1) | 0 D = q[K >> 2] if ((C | 0) < (D | 0)) { s = q[(((E + 8) | 0) + (C << 2)) >> 2] continue } break } s = 0 if ((D | 0) < 1) { break j } C = I << 3 G = (C + r) | 0 J = (l + C) | 0 while (1) { D = s << 2 C = (D + G) | 0 D = (q[(D + J) >> 2] + q[(B + D) >> 2]) | 0 q[C >> 2] = D l: { if ((D | 0) > q[L >> 2]) { H = (D - q[N >> 2]) | 0 } else { if ((D | 0) >= q[O >> 2]) { break l } H = (D + q[N >> 2]) | 0 } q[C >> 2] = H } s = (s + 1) | 0 if ((s | 0) < q[K >> 2]) { continue } break } } I = (I + 1) | 0 if ((I | 0) >= (P | 0)) { break a } B = q[S >> 2] s = q[B >> 2] if (((q[(B + 4) >> 2] - s) >> 2) >>> 0 > I >>> 0) { continue } break } } cn() F() } T = (E + 32) | 0 return 1 } function Sf(a, l, s) { a = a | 0 l = l | 0 s = s | 0 var B = 0, C = 0, U = 0, W = 0, X = 0, Y = 0, Z = 0, _ = 0, $ = 0, aa = 0, ba = 0, ca = 0, da = 0, ea = 0, fa = 0, ga = 0, ha = 0, ia = 0, ja = 0, ka = 0, la = 0, ma = 0, na = 0, oa = 0, pa = 0, qa = 0 C = (T - 96) | 0 T = C B = q[(a + 16) >> 2] o[(C + 92) | 0] = 1 q[(C + 88) >> 2] = l q[(C + 84) >> 2] = l q[(C + 80) >> 2] = B W = q[(a + 20) >> 2] U = q[W >> 2] a: { b: { c: { d: { B = q[(q[(B + 28) >> 2] + (l << 2)) >> 2] if (((q[(W + 4) >> 2] - U) >> 2) >>> 0 > B >>> 0) { B = q[(q[(a + 8) >> 2] + (q[(U + (B << 2)) >> 2] << 2)) >> 2] U = q[(a + 4) >> 2] if (!r[(U + 84) | 0]) { B = q[(q[(U + 68) >> 2] + (B << 2)) >> 2] } q[(C + 72) >> 2] = 0 q[(C + 76) >> 2] = 0 W = (C - -64) | 0 q[W >> 2] = 0 q[(W + 4) >> 2] = 0 q[(C + 56) >> 2] = 0 q[(C + 60) >> 2] = 0 Kf(U, B, o[(U + 24) | 0], (C + 56) | 0) if ((l | 0) == -1) { break a } B = (l + 1) | 0 W = (B >>> 0) % 3 | 0 ? B : (l + -2) | 0 ea = (((l >>> 0) % 3 | 0 ? -1 : 2) + l) | 0 la = (a + 28) | 0 X = !q[la >> 2] ma = (a + 20) | 0 na = (a + 16) | 0 oa = (a + 8) | 0 while (1) { U = W B = ea e: { if (X) { break e } B = (l + 1) | 0 U = (B >>> 0) % 3 | 0 ? B : (l + -2) | 0 B = (l + -1) | 0 if ((l >>> 0) % 3) { break e } B = (l + 2) | 0 } X = q[ma >> 2] l = q[X >> 2] U = q[(q[(q[na >> 2] + 28) >> 2] + (U << 2)) >> 2] if (((q[(X + 4) >> 2] - l) >> 2) >>> 0 <= U >>> 0) { break d } U = q[(q[oa >> 2] + (q[(l + (U << 2)) >> 2] << 2)) >> 2] X = (a + 4) | 0 l = q[X >> 2] if (!r[(l + 84) | 0]) { U = q[(q[(l + 68) >> 2] + (U << 2)) >> 2] } q[(C + 48) >> 2] = 0 q[(C + 52) >> 2] = 0 q[(C + 40) >> 2] = 0 q[(C + 44) >> 2] = 0 q[(C + 32) >> 2] = 0 q[(C + 36) >> 2] = 0 Kf(l, U, o[(l + 24) | 0], (C + 32) | 0) U = q[ma >> 2] l = q[U >> 2] B = q[(q[(q[na >> 2] + 28) >> 2] + (B << 2)) >> 2] if (((q[(U + 4) >> 2] - l) >> 2) >>> 0 <= B >>> 0) { break c } U = q[(q[oa >> 2] + (q[(l + (B << 2)) >> 2] << 2)) >> 2] l = q[X >> 2] if (!r[(l + 84) | 0]) { U = q[(q[(l + 68) >> 2] + (U << 2)) >> 2] } X = (C + 24) | 0 B = X q[B >> 2] = 0 q[(B + 4) >> 2] = 0 _ = (C + 16) | 0 B = _ q[B >> 2] = 0 q[(B + 4) >> 2] = 0 q[(C + 8) >> 2] = 0 q[(C + 12) >> 2] = 0 Kf(l, U, o[(l + 24) | 0], (C + 8) | 0) B = q[(C + 8) >> 2] l = q[(C + 56) >> 2] fa = (B - l) | 0 ga = q[(C + 60) >> 2] U = (q[(C + 12) >> 2] - ((ga + (B >>> 0 < l >>> 0)) | 0)) | 0 ha = q[(C + 40) >> 2] B = q[(C + 64) >> 2] pa = (ha - B) | 0 ia = q[(C + 68) >> 2] ha = (q[(C + 44) >> 2] - ((ia + (ha >>> 0 < B >>> 0)) | 0)) | 0 ja = $n(fa, U, pa, ha) ka = (Y - ja) | 0 $ = ($ - ((V + (Y >>> 0 < ja >>> 0)) | 0)) | 0 Y = q[_ >> 2] ja = (Y - B) | 0 _ = (q[(_ + 4) >> 2] - (((Y >>> 0 < B >>> 0) + ia) | 0)) | 0 Y = q[(C + 32) >> 2] ia = (Y - l) | 0 ga = (q[(C + 36) >> 2] - (((Y >>> 0 < l >>> 0) + ga) | 0)) | 0 B = $n(ja, _, ia, ga) Y = (B + ka) | 0 l = (V + $) | 0 l = Y >>> 0 < B >>> 0 ? (l + 1) | 0 : l $ = l B = Z ba = fa qa = U Z = q[(C + 48) >> 2] l = q[(C + 72) >> 2] U = (Z - l) | 0 fa = q[(C + 76) >> 2] ka = (q[(C + 52) >> 2] - ((fa + (Z >>> 0 < l >>> 0)) | 0)) | 0 ba = $n(ba, qa, U, ka) Z = (B + ba) | 0 B = (V + ca) | 0 B = Z >>> 0 < ba >>> 0 ? (B + 1) | 0 : B ca = Z Z = q[X >> 2] ba = (Z - l) | 0 l = (q[(X + 4) >> 2] - (((Z >>> 0 < l >>> 0) + fa) | 0)) | 0 X = $n(ba, l, ia, ga) Z = (ca - X) | 0 ca = (B - ((V + (ca >>> 0 < X >>> 0)) | 0)) | 0 B = $n(ja, _, U, ka) U = (aa - B) | 0 da = (da - ((V + (aa >>> 0 < B >>> 0)) | 0)) | 0 B = $n(ba, l, pa, ha) aa = (B + U) | 0 l = (V + da) | 0 l = aa >>> 0 < B >>> 0 ? (l + 1) | 0 : l da = l Uf((C + 80) | 0) _ = q[la >> 2] X = !_ l = q[(C + 88) >> 2] if ((l | 0) != -1) { continue } break } l = ca B = l >> 31 a = l >> 31 l = (a + l) | 0 W = (B + Z) | 0 if (W >>> 0 < B >>> 0) { l = (l + 1) | 0 } B = B ^ W X = a ^ l l = da a = l >> 31 l = l >> 31 W = a ea = (da + a) | 0 U = (l + aa) | 0 if (U >>> 0 < l >>> 0) { ea = (ea + 1) | 0 } a = l ^ U U = W ^ ea f: { if (($ | 0) < -1 ? 1 : ($ | 0) <= -1 ? (Y >>> 0 > 4294967295 ? 0 : 1) : 0) { l = Y W = (a + ((B - l) | 0)) | 0 l = (U + ((X - (((B >>> 0 < l >>> 0) + $) | 0)) | 0)) | 0 B = W a = B >>> 0 < a >>> 0 ? (l + 1) | 0 : l if (!_) { break f } break b } l = (X + $) | 0 W = B B = Y W = (W + B) | 0 if (W >>> 0 < B >>> 0) { l = (l + 1) | 0 } B = a W = (B + W) | 0 a = (l + U) | 0 a = W >>> 0 < B >>> 0 ? (a + 1) | 0 : a B = W if (_) { break b } } if ((B | 0) < 536870913) { break a } a = (((a & 536870911) << 3) | (B >>> 29)) & 7 l = 0 Y = ao(Y, $, a, l) Z = ao(Z, ca, a, l) aa = ao(aa, da, a, l) break a } cn() F() } cn() F() } cn() F() } if ((a | 0) < 0 ? 1 : (a | 0) <= 0 ? (B >>> 0 >= 536870913 ? 0 : 1) : 0) { break a } l = a >>> 29 a = ((a & 536870911) << 3) | (B >>> 29) Y = ao(Y, $, a, l) Z = ao(Z, ca, a, l) aa = ao(aa, da, a, l) } q[(s + 8) >> 2] = Y q[(s + 4) >> 2] = Z q[s >> 2] = aa T = (C + 96) | 0 } function Tf(a, l) { a = a | 0 l = l | 0 if (l >>> 0 <= 1) { q[(a + 28) >> 2] = l a = 1 } else { a = 0 } return a | 0 } function Uf(a) { var l = 0, s = 0, F = 0 l = q[(a + 8) >> 2] F = q[a >> 2] a: { if (r[(a + 12) | 0]) { b: { c: { d: { e: { if ((l | 0) == -1) { break e } s = (l + 1) | 0 l = (s >>> 0) % 3 | 0 ? s : (l + -2) | 0 if (((l | 0) == -1) | ((q[(q[F >> 2] + ((l >>> 3) & 536870908)) >> 2] >>> (l & 31)) & 1)) { break e } l = q[(q[(q[(F + 64) >> 2] + 12) >> 2] + (l << 2)) >> 2] if ((l | 0) != -1) { break d } } q[(a + 8) >> 2] = -1 break c } s = (l + 1) | 0 l = (s >>> 0) % 3 | 0 ? s : (l + -2) | 0 q[(a + 8) >> 2] = l if ((l | 0) != -1) { break b } } l = -1 s = q[(a + 4) >> 2] f: { if ((s | 0) == -1) { break f } s = (s + ((s >>> 0) % 3 | 0 ? -1 : 2)) | 0 if (((s | 0) == -1) | ((q[(q[F >> 2] + ((s >>> 3) & 536870908)) >> 2] >>> (s & 31)) & 1)) { break f } F = q[(q[(q[(F + 64) >> 2] + 12) >> 2] + (s << 2)) >> 2] if ((F | 0) == -1) { break f } if ((F >>> 0) % 3) { l = (F + -1) | 0 break f } l = (F + 2) | 0 } o[(a + 12) | 0] = 0 q[(a + 8) >> 2] = l return } if ((l | 0) != q[(a + 4) >> 2]) { break a } q[(a + 8) >> 2] = -1 return } s = -1 g: { if ((l | 0) == -1) { break g } l = (l + ((l >>> 0) % 3 | 0 ? -1 : 2)) | 0 if (((l | 0) == -1) | ((q[(q[F >> 2] + ((l >>> 3) & 536870908)) >> 2] >>> (l & 31)) & 1)) { break g } l = q[(q[(q[(F + 64) >> 2] + 12) >> 2] + (l << 2)) >> 2] if ((l | 0) == -1) { break g } if ((l >>> 0) % 3) { s = (l + -1) | 0 break g } s = (l + 2) | 0 } q[(a + 8) >> 2] = s } } function Vf(a, r, T, V) { var ra = 0, sa = 0, ta = 0, ua = 0, va = 0, wa = 0, xa = 0, ya = 0 q[a >> 2] = 3044 q[(a + 4) >> 2] = r r = q[(T + 8) >> 2] ra = q[(T + 12) >> 2] sa = q[(T + 16) >> 2] ua = q[(T + 20) >> 2] va = q[T >> 2] wa = q[(T + 4) >> 2] q[(a + 40) >> 2] = 0 ta = (a + 32) | 0 q[ta >> 2] = 0 q[(ta + 4) >> 2] = 0 q[(a + 24) >> 2] = sa q[(a + 28) >> 2] = ua q[(a + 16) >> 2] = r q[(a + 20) >> 2] = ra q[(a + 8) >> 2] = va q[(a + 12) >> 2] = wa a: { r = (q[(T + 28) >> 2] - q[(T + 24) >> 2]) | 0 b: { if (!r) { break b } ra = r >> 2 if (ra >>> 0 >= 1073741824) { break a } r = Mm(r) q[(a + 32) >> 2] = r sa = (a + 36) | 0 q[sa >> 2] = r q[(a + 40) >> 2] = r + (ra << 2) ra = q[(T + 24) >> 2] T = (q[(T + 28) >> 2] - ra) | 0 if ((T | 0) < 1) { break b } ;(xa = sa), (ya = (Cn(r, ra, T) + T) | 0), (q[xa >> 2] = ya) } q[a >> 2] = 5044 r = q[(V + 4) >> 2] q[(a + 44) >> 2] = q[V >> 2] q[(a + 48) >> 2] = r r = q[(V + 12) >> 2] q[(a + 52) >> 2] = q[(V + 8) >> 2] q[(a + 56) >> 2] = r return } bn() F() } function Wf(a, r, T, V, za, Aa) { a = a | 0 r = r | 0 T = T | 0 V = V | 0 za = za | 0 Aa = Aa | 0 var Ba = 0, Ca = 0, Da = 0, Ea = 0, Ga = 0, Ha = 0, Ia = 0, Ja = 0, Ka = 0, La = 0, Ma = 0, Na = 0, Oa = 0, Pa = 0, Qa = 0, Ra = 0 q[(a + 8) >> 2] = za Aa = (a + 32) | 0 Ca = q[Aa >> 2] V = (q[(a + 36) >> 2] - Ca) >> 2 a: { if (V >>> 0 < za >>> 0) { Fa(Aa, (za - V) | 0) break a } if (V >>> 0 <= za >>> 0) { break a } q[(a + 36) >> 2] = Ca + (za << 2) } Ra = q[(a + 52) >> 2] Oa = q[(a + 48) >> 2] V = 0 Aa = (za & 1073741823) != (za | 0) ? -1 : za << 2 Na = Dn(Mm(Aa), 0, Aa) Ga = (a + 8) | 0 Aa = q[Ga >> 2] b: { if ((Aa | 0) < 1) { break b } Ia = (a + 16) | 0 Ca = (a + 32) | 0 Ja = (a + 12) | 0 while (1) { Aa = V << 2 Ba = q[(Aa + Na) >> 2] Ea = q[Ia >> 2] c: { if ((Ba | 0) > (Ea | 0)) { Ha = q[Ca >> 2] q[(Aa + Ha) >> 2] = Ea break c } Ha = q[Ca >> 2] Aa = (Aa + Ha) | 0 Ea = q[Ja >> 2] if ((Ba | 0) < (Ea | 0)) { q[Aa >> 2] = Ea break c } q[Aa >> 2] = Ba } V = (V + 1) | 0 Aa = q[Ga >> 2] if ((V | 0) < (Aa | 0)) { continue } break } if ((Aa | 0) < 1) { break b } Ca = 0 Ga = (a + 16) | 0 Ba = (a + 20) | 0 Ia = (a + 8) | 0 Ja = (a + 12) | 0 while (1) { Aa = Ca << 2 V = (Aa + T) | 0 Aa = (q[(r + Aa) >> 2] + q[(Aa + Ha) >> 2]) | 0 q[V >> 2] = Aa d: { if ((Aa | 0) > q[Ga >> 2]) { Aa = (Aa - q[Ba >> 2]) | 0 } else { if ((Aa | 0) >= q[Ja >> 2]) { break d } Aa = (Aa + q[Ba >> 2]) | 0 } q[V >> 2] = Aa } Ca = (Ca + 1) | 0 Aa = q[Ia >> 2] if ((Ca | 0) < (Aa | 0)) { continue } break } } V = q[(a + 56) >> 2] Pa = q[V >> 2] V = (q[(V + 4) >> 2] - Pa) | 0 if ((V | 0) >= 5) { Qa = V >> 2 Ha = (a + 16) | 0 Ga = (a + 32) | 0 Ia = (a + 8) | 0 Ja = (a + 20) | 0 Ea = (a + 12) | 0 Ca = 1 while (1) { e: { f: { if (Qa >>> 0 > Ca >>> 0) { Ma = w(za, Ca) a = q[((Ca << 2) + Pa) >> 2] if ((a | 0) == -1) { break f } a = q[(q[(Oa + 12) >> 2] + (a << 2)) >> 2] if ((a | 0) == -1) { break f } V = -1 Da = q[Ra >> 2] Ba = q[Oa >> 2] Ka = q[(Da + (q[(Ba + (a << 2)) >> 2] << 2)) >> 2] La = (a + 1) | 0 La = (La >>> 0) % 3 | 0 ? La : (a + -2) | 0 if ((La | 0) != -1) { La = q[(Ba + (La << 2)) >> 2] } else { La = -1 } a = (a + ((a >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((a | 0) != -1) { V = q[(Ba + (a << 2)) >> 2] } if ((Ka | 0) >= (Ca | 0)) { break f } a = q[((La << 2) + Da) >> 2] if ((a | 0) >= (Ca | 0)) { break f } V = q[(Da + (V << 2)) >> 2] if ((V | 0) >= (Ca | 0)) { break f } if ((za | 0) >= 1) { Ba = w(V, za) a = w(a, za) Da = w(za, Ka) V = 0 while (1) { q[((V << 2) + Na) >> 2] = ((q[(((V + Ba) << 2) + T) >> 2] + q[(((a + V) << 2) + T) >> 2]) | 0) - q[(((V + Da) << 2) + T) >> 2] V = (V + 1) | 0 if ((za | 0) != (V | 0)) { continue } break } } if ((Aa | 0) < 1) { break e } V = 0 while (1) { a = V << 2 Aa = q[(a + Na) >> 2] Da = q[Ha >> 2] g: { if ((Aa | 0) > (Da | 0)) { Ba = q[Ga >> 2] q[(a + Ba) >> 2] = Da break g } Ba = q[Ga >> 2] a = (a + Ba) | 0 Da = q[Ea >> 2] if ((Aa | 0) < (Da | 0)) { q[a >> 2] = Da break g } q[a >> 2] = Aa } V = (V + 1) | 0 Aa = q[Ia >> 2] if ((V | 0) < (Aa | 0)) { continue } break } V = 0 if ((Aa | 0) < 1) { break e } a = Ma << 2 Ma = (a + T) | 0 Da = (a + r) | 0 while (1) { Aa = V << 2 a = (Aa + Ma) | 0 Aa = (q[(Aa + Da) >> 2] + q[(Aa + Ba) >> 2]) | 0 q[a >> 2] = Aa h: { if ((Aa | 0) > q[Ha >> 2]) { Aa = (Aa - q[Ja >> 2]) | 0 } else { if ((Aa | 0) >= q[Ea >> 2]) { break h } Aa = (Aa + q[Ja >> 2]) | 0 } q[a >> 2] = Aa } V = (V + 1) | 0 Aa = q[Ia >> 2] if ((V | 0) < (Aa | 0)) { continue } break } break e } cn() F() } if ((Aa | 0) < 1) { break e } Da = ((w((Ca + -1) | 0, za) << 2) + T) | 0 V = 0 while (1) { a = V << 2 Aa = q[(a + Da) >> 2] Ka = q[Ha >> 2] i: { if ((Aa | 0) > (Ka | 0)) { Ba = q[Ga >> 2] q[(a + Ba) >> 2] = Ka break i } Ba = q[Ga >> 2] a = (a + Ba) | 0 Ka = q[Ea >> 2] if ((Aa | 0) < (Ka | 0)) { q[a >> 2] = Ka break i } q[a >> 2] = Aa } V = (V + 1) | 0 Aa = q[Ia >> 2] if ((V | 0) < (Aa | 0)) { continue } break } V = 0 if ((Aa | 0) < 1) { break e } a = Ma << 2 Ma = (a + T) | 0 Da = (a + r) | 0 while (1) { Aa = V << 2 a = (Aa + Ma) | 0 Aa = (q[(Aa + Da) >> 2] + q[(Aa + Ba) >> 2]) | 0 q[a >> 2] = Aa j: { if ((Aa | 0) > q[Ha >> 2]) { Aa = (Aa - q[Ja >> 2]) | 0 } else { if ((Aa | 0) >= q[Ea >> 2]) { break j } Aa = (Aa + q[Ja >> 2]) | 0 } q[a >> 2] = Aa } V = (V + 1) | 0 Aa = q[Ia >> 2] if ((V | 0) < (Aa | 0)) { continue } break } } Ca = (Ca + 1) | 0 if ((Ca | 0) < (Qa | 0)) { continue } break } } An(Na) return 1 } function Xf(a, r, T, V, za, Aa) { a = a | 0 r = r | 0 T = T | 0 V = V | 0 za = za | 0 Aa = Aa | 0 var Sa = 0, Ta = 0, Ua = 0, Va = 0, Wa = 0, Xa = 0, Ya = 0, Za = 0, _a = 0, $a = 0, ab = 0, bb = 0, cb = 0, db = 0, eb = 0, fb = 0, gb = 0, hb = 0, ib = 0, jb = 0, kb = 0, lb = 0 q[(a + 8) >> 2] = za Aa = (a + 32) | 0 Sa = q[Aa >> 2] V = (q[(a + 36) >> 2] - Sa) >> 2 a: { if (V >>> 0 < za >>> 0) { Fa(Aa, (za - V) | 0) break a } if (V >>> 0 <= za >>> 0) { break a } q[(a + 36) >> 2] = Sa + (za << 2) } Sa = 0 V = (za & 1073741823) != (za | 0) ? -1 : za << 2 $a = Dn(Mm(V), 0, V) db = Dn(Mm(V), 0, V) Va = (a + 8) | 0 Ta = q[Va >> 2] b: { if ((Ta | 0) < 1) { break b } Za = (a + 16) | 0 V = (a + 32) | 0 _a = (a + 12) | 0 while (1) { Aa = Sa << 2 Ta = q[(Aa + $a) >> 2] Wa = q[Za >> 2] c: { if ((Ta | 0) > (Wa | 0)) { Ua = q[V >> 2] q[(Aa + Ua) >> 2] = Wa break c } Ua = q[V >> 2] Aa = (Aa + Ua) | 0 Wa = q[_a >> 2] if ((Ta | 0) < (Wa | 0)) { q[Aa >> 2] = Wa break c } q[Aa >> 2] = Ta } Sa = (Sa + 1) | 0 Ta = q[Va >> 2] if ((Sa | 0) < (Ta | 0)) { continue } break } if ((Ta | 0) < 1) { break b } Aa = 0 Za = (a + 16) | 0 Va = (a + 20) | 0 _a = (a + 8) | 0 Wa = (a + 12) | 0 while (1) { Sa = Aa << 2 V = (Sa + T) | 0 Sa = (q[(r + Sa) >> 2] + q[(Sa + Ua) >> 2]) | 0 q[V >> 2] = Sa d: { if ((Sa | 0) > q[Za >> 2]) { Xa = (Sa - q[Va >> 2]) | 0 } else { if ((Sa | 0) >= q[Wa >> 2]) { break d } Xa = (Sa + q[Va >> 2]) | 0 } q[V >> 2] = Xa } Aa = (Aa + 1) | 0 Ta = q[_a >> 2] if ((Aa | 0) < (Ta | 0)) { continue } break } } V = q[(a + 56) >> 2] eb = q[V >> 2] V = (q[(V + 4) >> 2] - eb) | 0 if ((V | 0) >= 5) { fb = V >> 2 gb = q[(a + 48) >> 2] kb = za << 2 lb = q[(a + 52) >> 2] Za = (a + 16) | 0 _a = (a + 32) | 0 Wa = (a + 8) | 0 bb = (a + 20) | 0 cb = (a + 12) | 0 Va = 1 while (1) { e: { f: { g: { if (fb >>> 0 > Va >>> 0) { Aa = q[((Va << 2) + eb) >> 2] hb = (za | 0) < 1 if (!hb) { Dn($a, 0, kb) } if ((Aa | 0) == -1) { a = w(za, Va) break f } ib = q[(gb + 12) >> 2] Ya = 0 V = Aa while (1) { a = q[(ib + (V << 2)) >> 2] h: { if ((a | 0) == -1) { break h } Ua = -1 ab = q[lb >> 2] Sa = q[gb >> 2] jb = q[(ab + (q[(Sa + (a << 2)) >> 2] << 2)) >> 2] Xa = (a + 1) | 0 Xa = (Xa >>> 0) % 3 | 0 ? Xa : (a + -2) | 0 if ((Xa | 0) != -1) { Xa = q[(Sa + (Xa << 2)) >> 2] } else { Xa = -1 } a = (a + ((a >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((a | 0) != -1) { Ua = q[(Sa + (a << 2)) >> 2] } if ((jb | 0) >= (Va | 0)) { break h } a = q[((Xa << 2) + ab) >> 2] if ((a | 0) >= (Va | 0)) { break h } Sa = q[(ab + (Ua << 2)) >> 2] if ((Sa | 0) >= (Va | 0)) { break h } i: { if (hb) { break i } Ua = w(za, Sa) a = w(a, za) ab = w(za, jb) Sa = 0 while (1) { q[(db + (Sa << 2)) >> 2] = ((q[(((Sa + Ua) << 2) + T) >> 2] + q[(((a + Sa) << 2) + T) >> 2]) | 0) - q[(((Sa + ab) << 2) + T) >> 2] Sa = (Sa + 1) | 0 if ((Sa | 0) != (za | 0)) { continue } break } Sa = 0 if ((za | 0) <= 0) { break i } while (1) { a = Sa << 2 Ua = (a + $a) | 0 q[Ua >> 2] = q[Ua >> 2] + q[(a + db) >> 2] Sa = (Sa + 1) | 0 if ((Sa | 0) != (za | 0)) { continue } break } } Ya = (Ya + 1) | 0 } V = (((V >>> 0) % 3 | 0 ? -1 : 2) + V) | 0 a = -1 j: { if ((V | 0) == -1) { break j } V = q[(ib + (V << 2)) >> 2] a = -1 if ((V | 0) == -1) { break j } a = (V + -1) | 0 if ((V >>> 0) % 3) { break j } a = (V + 2) | 0 } V = (a | 0) == (Aa | 0) ? -1 : a if ((V | 0) != -1) { continue } break } a = w(za, Va) if (!Ya) { break f } Sa = 0 if ((za | 0) <= 0) { break g } while (1) { V = ((Sa << 2) + $a) | 0 q[V >> 2] = q[V >> 2] / (Ya | 0) Sa = (Sa + 1) | 0 if ((Sa | 0) != (za | 0)) { continue } break } break g } cn() F() } if ((Ta | 0) < 1) { break e } Sa = 0 while (1) { V = Sa << 2 Aa = q[(V + $a) >> 2] Ta = q[Za >> 2] k: { if ((Aa | 0) > (Ta | 0)) { Ua = q[_a >> 2] q[(V + Ua) >> 2] = Ta break k } Ua = q[_a >> 2] V = (V + Ua) | 0 Ta = q[cb >> 2] if ((Aa | 0) < (Ta | 0)) { q[V >> 2] = Ta break k } q[V >> 2] = Aa } Sa = (Sa + 1) | 0 Ta = q[Wa >> 2] if ((Sa | 0) < (Ta | 0)) { continue } break } Aa = 0 if ((Ta | 0) < 1) { break e } a = a << 2 Sa = (a + T) | 0 Ya = (a + r) | 0 while (1) { V = Aa << 2 a = (V + Sa) | 0 V = (q[(V + Ya) >> 2] + q[(V + Ua) >> 2]) | 0 q[a >> 2] = V l: { if ((V | 0) > q[Za >> 2]) { V = (V - q[bb >> 2]) | 0 } else { if ((V | 0) >= q[cb >> 2]) { break l } V = (V + q[bb >> 2]) | 0 } q[a >> 2] = V } Aa = (Aa + 1) | 0 Ta = q[Wa >> 2] if ((Aa | 0) < (Ta | 0)) { continue } break } break e } if ((Ta | 0) < 1) { break e } Ya = ((w((Va + -1) | 0, za) << 2) + T) | 0 Sa = 0 while (1) { V = Sa << 2 Aa = q[(V + Ya) >> 2] Ta = q[Za >> 2] m: { if ((Aa | 0) > (Ta | 0)) { Ua = q[_a >> 2] q[(V + Ua) >> 2] = Ta break m } Ua = q[_a >> 2] V = (V + Ua) | 0 Ta = q[cb >> 2] if ((Aa | 0) < (Ta | 0)) { q[V >> 2] = Ta break m } q[V >> 2] = Aa } Sa = (Sa + 1) | 0 Ta = q[Wa >> 2] if ((Sa | 0) < (Ta | 0)) { continue } break } Aa = 0 if ((Ta | 0) < 1) { break e } a = a << 2 Sa = (a + T) | 0 Ya = (a + r) | 0 while (1) { V = Aa << 2 a = (V + Sa) | 0 V = (q[(V + Ya) >> 2] + q[(V + Ua) >> 2]) | 0 q[a >> 2] = V n: { if ((V | 0) > q[Za >> 2]) { V = (V - q[bb >> 2]) | 0 } else { if ((V | 0) >= q[cb >> 2]) { break n } V = (V + q[bb >> 2]) | 0 } q[a >> 2] = V } Aa = (Aa + 1) | 0 Ta = q[Wa >> 2] if ((Aa | 0) < (Ta | 0)) { continue } break } } Va = (Va + 1) | 0 if ((Va | 0) < (fb | 0)) { continue } break } } An(db) An($a) return 1 } function Yf(a) { a = a | 0 var r = 0 q[a >> 2] = 5324 r = q[(a + 96) >> 2] if (r) { An(r) } r = q[(a + 84) >> 2] if (r) { An(r) } r = q[(a + 72) >> 2] if (r) { An(r) } r = q[(a + 60) >> 2] if (r) { An(r) } q[a >> 2] = 3044 r = q[(a + 32) >> 2] if (r) { q[(a + 36) >> 2] = r An(r) } return a | 0 } function Zf(a) { a = a | 0 var T = 0 q[a >> 2] = 5324 T = q[(a + 96) >> 2] if (T) { An(T) } T = q[(a + 84) >> 2] if (T) { An(T) } T = q[(a + 72) >> 2] if (T) { An(T) } T = q[(a + 60) >> 2] if (T) { An(T) } q[a >> 2] = 3044 T = q[(a + 32) >> 2] if (T) { q[(a + 36) >> 2] = T An(T) } An(a) } function _f(a, V, za, Aa, mb, nb) { a = a | 0 V = V | 0 za = za | 0 Aa = Aa | 0 mb = mb | 0 nb = nb | 0 var ob = 0, pb = 0, qb = 0, rb = 0, sb = 0, tb = 0, ub = 0, vb = 0, wb = 0, xb = 0, yb = 0, zb = 0, Ab = 0, Bb = 0, Cb = 0, Db = 0, Eb = 0, Fb = 0, Gb = 0, Hb = 0, Ib = 0, Jb = 0, Kb = 0, Lb = 0, Mb = 0 qb = (T + -64) | 0 T = qb q[(a + 8) >> 2] = mb nb = (a + 32) | 0 rb = q[nb >> 2] Aa = (q[(a + 36) >> 2] - rb) >> 2 a: { if (Aa >>> 0 < mb >>> 0) { Fa(nb, (mb - Aa) | 0) break a } if (Aa >>> 0 <= mb >>> 0) { break a } q[(a + 36) >> 2] = rb + (mb << 2) } q[(qb + 56) >> 2] = 0 q[(qb + 60) >> 2] = 0 q[(qb + 48) >> 2] = 0 q[(qb + 52) >> 2] = 0 q[(qb + 40) >> 2] = 0 q[(qb + 44) >> 2] = 0 Aa = (qb + 32) | 0 q[Aa >> 2] = 0 q[(Aa + 4) >> 2] = 0 q[(qb + 24) >> 2] = 0 q[(qb + 28) >> 2] = 0 q[(qb + 16) >> 2] = 0 q[(qb + 20) >> 2] = 0 q[qb >> 2] = 0 nb = 0 if (mb) { Ad((qb + 16) | 0, mb, qb) pb = q[(qb + 28) >> 2] nb = q[Aa >> 2] } q[qb >> 2] = 0 Aa = (nb - pb) >> 2 b: { if (Aa >>> 0 >= mb >>> 0) { if (Aa >>> 0 <= mb >>> 0) { break b } q[(qb + 32) >> 2] = (mb << 2) + pb break b } Ad((qb + 16) | 12, (mb - Aa) | 0, qb) } q[qb >> 2] = 0 nb = q[(qb + 40) >> 2] Aa = (q[(qb + 44) >> 2] - nb) >> 2 c: { if (Aa >>> 0 >= mb >>> 0) { if (Aa >>> 0 <= mb >>> 0) { break c } q[(qb + 44) >> 2] = nb + (mb << 2) break c } Ad((qb + 40) | 0, (mb - Aa) | 0, qb) } q[qb >> 2] = 0 nb = q[(qb + 52) >> 2] Aa = (q[(qb + 56) >> 2] - nb) >> 2 d: { if (Aa >>> 0 >= mb >>> 0) { if (Aa >>> 0 <= mb >>> 0) { break d } q[(qb + 56) >> 2] = nb + (mb << 2) break d } Ad((qb + 52) | 0, (mb - Aa) | 0, qb) } tb = (a + 8) | 0 e: { if (q[tb >> 2] <= 0) { break e } vb = q[(qb + 16) >> 2] pb = 0 sb = (a + 16) | 0 Aa = (a + 32) | 0 Ab = (a + 12) | 0 while (1) { nb = pb << 2 ob = q[(nb + vb) >> 2] wb = q[sb >> 2] f: { if ((ob | 0) > (wb | 0)) { rb = q[Aa >> 2] q[(nb + rb) >> 2] = wb break f } rb = q[Aa >> 2] nb = (nb + rb) | 0 wb = q[Ab >> 2] if ((ob | 0) < (wb | 0)) { q[nb >> 2] = wb break f } q[nb >> 2] = ob } pb = (pb + 1) | 0 nb = q[tb >> 2] if ((pb | 0) < (nb | 0)) { continue } break } if ((nb | 0) < 1) { break e } nb = 0 tb = (a + 16) | 0 pb = (a + 20) | 0 vb = (a + 8) | 0 sb = (a + 12) | 0 while (1) { ob = nb << 2 Aa = (ob + za) | 0 ob = (q[(V + ob) >> 2] + q[(ob + rb) >> 2]) | 0 q[Aa >> 2] = ob g: { if ((ob | 0) > q[tb >> 2]) { ob = (ob - q[pb >> 2]) | 0 } else { if ((ob | 0) >= q[sb >> 2]) { break g } ob = (ob + q[pb >> 2]) | 0 } q[Aa >> 2] = ob } nb = (nb + 1) | 0 if ((nb | 0) < q[vb >> 2]) { continue } break } } Lb = q[(a + 52) >> 2] Ib = q[(a + 48) >> 2] Hb = Mm(16) Aa = Hb q[Aa >> 2] = 0 q[(Aa + 4) >> 2] = 0 q[(Aa + 8) >> 2] = 0 q[(Aa + 12) >> 2] = 0 q[(qb + 8) >> 2] = 0 q[qb >> 2] = 0 q[(qb + 4) >> 2] = 0 h: { if (mb) { if (mb >>> 0 >= 1073741824) { break h } Aa = mb << 2 Bb = Mm(Aa) q[qb >> 2] = Bb nb = (Aa + Bb) | 0 q[(qb + 8) >> 2] = nb Dn(Bb, 0, Aa) q[(qb + 4) >> 2] = nb } rb = 1 Aa = q[(a + 56) >> 2] Jb = q[Aa >> 2] Aa = (q[(Aa + 4) >> 2] - Jb) | 0 i: { if ((Aa | 0) < 5) { break i } Kb = Aa >> 2 Mb = mb << 2 vb = (a + 8) | 0 Ab = (a + 16) | 0 wb = (a + 32) | 0 Eb = (a + 20) | 0 Fb = (a + 12) | 0 tb = 1 while (1) { j: { k: { l: { if (Kb >>> 0 > tb >>> 0) { m: { n: { rb = q[((tb << 2) + Jb) >> 2] if ((rb | 0) == -1) { break n } ub = q[(Ib + 12) >> 2] Db = (rb + ((rb >>> 0) % 3 | 0 ? -1 : 2)) | 0 Gb = (ub + (Db << 2)) | 0 sb = 1 nb = 0 Aa = rb o: { while (1) { ob = q[(ub + (Aa << 2)) >> 2] p: { if ((ob | 0) == -1) { break p } pb = -1 zb = q[Lb >> 2] xb = q[Ib >> 2] Cb = q[(zb + (q[(xb + (ob << 2)) >> 2] << 2)) >> 2] yb = (ob + 1) | 0 yb = (yb >>> 0) % 3 | 0 ? yb : (ob + -2) | 0 if ((yb | 0) != -1) { yb = q[(xb + (yb << 2)) >> 2] } else { yb = -1 } ob = (ob + ((ob >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((ob | 0) != -1) { pb = q[(xb + (ob << 2)) >> 2] } if ((Cb | 0) >= (tb | 0)) { break p } ob = q[((yb << 2) + zb) >> 2] if ((ob | 0) >= (tb | 0)) { break p } pb = q[(zb + (pb << 2)) >> 2] if ((pb | 0) >= (tb | 0)) { break p } xb = q[(((qb + 16) | 0) + w(nb, 12)) >> 2] if ((mb | 0) >= 1) { zb = w(mb, pb) ob = w(mb, ob) Cb = w(mb, Cb) pb = 0 while (1) { q[(xb + (pb << 2)) >> 2] = ((q[(((pb + zb) << 2) + za) >> 2] + q[(((ob + pb) << 2) + za) >> 2]) | 0) - q[(((pb + Cb) << 2) + za) >> 2] pb = (pb + 1) | 0 if ((pb | 0) != (mb | 0)) { continue } break } } ob = 4 nb = (nb + 1) | 0 if ((nb | 0) == 4) { break o } } q: { if (sb & 1) { xb = (Aa + 1) | 0 Aa = (xb >>> 0) % 3 | 0 ? xb : (Aa + -2) | 0 ob = -1 if ((Aa | 0) == -1) { break q } Aa = q[(ub + (Aa << 2)) >> 2] ob = -1 if ((Aa | 0) == -1) { break q } ob = (Aa + 1) | 0 ob = (ob >>> 0) % 3 | 0 ? ob : (Aa + -2) | 0 break q } Aa = (((Aa >>> 0) % 3 | 0 ? -1 : 2) + Aa) | 0 ob = -1 if ((Aa | 0) == -1) { break q } Aa = q[(ub + (Aa << 2)) >> 2] ob = -1 if ((Aa | 0) == -1) { break q } ob = (Aa + -1) | 0 if ((Aa >>> 0) % 3) { break q } ob = (Aa + 2) | 0 } r: { if ((ob | 0) == (rb | 0)) { break r } Aa = ob ob = (ob | 0) != -1 pb = (ob | (sb ^ -1)) & 1 Aa = pb ? Aa : -1 sb = ob & sb if (!(((Db | 0) == -1) | pb)) { ob = q[Gb >> 2] if ((ob | 0) == -1) { break r } sb = 0 if ((ob >>> 0) % 3) { Aa = (ob + -1) | 0 } else { Aa = (ob + 2) | 0 } } if ((Aa | 0) != -1) { continue } } break } ob = nb if ((ob | 0) < 1) { break n } } ub = (mb | 0) < 1 if (!ub) { Dn(Bb, 0, Mb) } Aa = (ob + -1) | 0 sb = ((Aa << 2) + Hb) | 0 Aa = (w(Aa, 12) + a) | 0 xb = (Aa + 60) | 0 zb = q[(Aa - -64) >> 2] rb = 0 Cb = q[qb >> 2] Aa = 0 nb = 0 while (1) { pb = q[sb >> 2] q[sb >> 2] = pb + 1 if (zb >>> 0 <= pb >>> 0) { break i } s: { if ((q[(q[xb >> 2] + ((pb >>> 3) & 536870908)) >> 2] >>> (pb & 31)) & 1) { break s } nb = (nb + 1) | 0 if (ub) { break s } yb = q[(((qb + 16) | 0) + w(Aa, 12)) >> 2] pb = 0 while (1) { Db = pb << 2 Gb = (Db + Cb) | 0 q[Gb >> 2] = q[Gb >> 2] + q[(yb + Db) >> 2] pb = (pb + 1) | 0 if ((pb | 0) != (mb | 0)) { continue } break } } Aa = (Aa + 1) | 0 if ((ob | 0) != (Aa | 0)) { continue } break } ob = w(mb, tb) Aa = ob if (!nb) { break m } pb = 0 if ((mb | 0) > 0) { break l } break k } Aa = w(mb, tb) } if (q[vb >> 2] < 1) { break j } sb = ((w((tb + -1) | 0, mb) << 2) + za) | 0 pb = 0 while (1) { nb = pb << 2 ob = q[(nb + sb) >> 2] ub = q[Ab >> 2] t: { if ((ob | 0) > (ub | 0)) { rb = q[wb >> 2] q[(nb + rb) >> 2] = ub break t } rb = q[wb >> 2] nb = (nb + rb) | 0 ub = q[Fb >> 2] if ((ob | 0) < (ub | 0)) { q[nb >> 2] = ub break t } q[nb >> 2] = ob } pb = (pb + 1) | 0 ob = q[vb >> 2] if ((pb | 0) < (ob | 0)) { continue } break } nb = 0 if ((ob | 0) < 1) { break j } Aa = Aa << 2 pb = (Aa + za) | 0 sb = (V + Aa) | 0 while (1) { ob = nb << 2 Aa = (ob + pb) | 0 ob = (q[(ob + sb) >> 2] + q[(ob + rb) >> 2]) | 0 q[Aa >> 2] = ob u: { if ((ob | 0) > q[Ab >> 2]) { ob = (ob - q[Eb >> 2]) | 0 } else { if ((ob | 0) >= q[Fb >> 2]) { break u } ob = (ob + q[Eb >> 2]) | 0 } q[Aa >> 2] = ob } nb = (nb + 1) | 0 if ((nb | 0) < q[vb >> 2]) { continue } break } break j } cn() F() } while (1) { Aa = ((pb << 2) + Bb) | 0 q[Aa >> 2] = q[Aa >> 2] / (nb | 0) pb = (pb + 1) | 0 if ((pb | 0) != (mb | 0)) { continue } break } } if (q[vb >> 2] < 1) { break j } pb = 0 while (1) { Aa = pb << 2 nb = q[(Aa + Bb) >> 2] sb = q[Ab >> 2] v: { if ((nb | 0) > (sb | 0)) { rb = q[wb >> 2] q[(Aa + rb) >> 2] = sb break v } rb = q[wb >> 2] Aa = (Aa + rb) | 0 sb = q[Fb >> 2] if ((nb | 0) < (sb | 0)) { q[Aa >> 2] = sb break v } q[Aa >> 2] = nb } pb = (pb + 1) | 0 Aa = q[vb >> 2] if ((pb | 0) < (Aa | 0)) { continue } break } nb = 0 if ((Aa | 0) < 1) { break j } Aa = ob << 2 pb = (Aa + za) | 0 sb = (V + Aa) | 0 while (1) { ob = nb << 2 Aa = (ob + pb) | 0 ob = (q[(ob + sb) >> 2] + q[(ob + rb) >> 2]) | 0 q[Aa >> 2] = ob w: { if ((ob | 0) > q[Ab >> 2]) { ob = (ob - q[Eb >> 2]) | 0 } else { if ((ob | 0) >= q[Fb >> 2]) { break w } ob = (ob + q[Eb >> 2]) | 0 } q[Aa >> 2] = ob } nb = (nb + 1) | 0 if ((nb | 0) < q[vb >> 2]) { continue } break } } rb = 1 tb = (tb + 1) | 0 if ((tb | 0) < (Kb | 0)) { continue } break } } a = q[qb >> 2] if (a) { q[(qb + 4) >> 2] = a An(a) } An(Hb) a = q[(qb + 52) >> 2] if (a) { q[(qb + 56) >> 2] = a An(a) } a = q[(qb + 40) >> 2] if (a) { q[(qb + 44) >> 2] = a An(a) } a = q[(qb + 28) >> 2] if (a) { q[(qb + 32) >> 2] = a An(a) } a = q[(qb + 16) >> 2] if (a) { q[(qb + 20) >> 2] = a An(a) } T = (qb - -64) | 0 return rb | 0 } bn() F() } function $f(a) { a = a | 0 var V = 0, za = 0 q[a >> 2] = 5560 V = q[(a + 76) >> 2] if (V) { An(V) } za = (a + 68) | 0 V = q[za >> 2] q[za >> 2] = 0 if (V) { An(V) } q[a >> 2] = 3044 V = q[(a + 32) >> 2] if (V) { q[(a + 36) >> 2] = V An(V) } return a | 0 } function ag(a) { a = a | 0 var Aa = 0, Fa = 0 q[a >> 2] = 5560 Aa = q[(a + 76) >> 2] if (Aa) { An(Aa) } Fa = (a + 68) | 0 Aa = q[Fa >> 2] q[Fa >> 2] = 0 if (Aa) { An(Aa) } q[a >> 2] = 3044 Aa = q[(a + 32) >> 2] if (Aa) { q[(a + 36) >> 2] = Aa An(Aa) } An(a) } function bg(a, mb, nb, Nb, Ob, Pb) { a = a | 0 mb = mb | 0 nb = nb | 0 Nb = Nb | 0 Ob = Ob | 0 Pb = Pb | 0 var Qb = 0, Rb = 0, Sb = 0, Tb = 0, Ub = 0, Vb = 0, Wb = 0, Xb = 0, Yb = 0, Zb = 0, _b = 0, $b = 0 q[(a + 64) >> 2] = Pb q[(a + 72) >> 2] = Ob Pb = Mm((Ob & 1073741823) != (Ob | 0) ? -1 : Ob << 2) Nb = q[(a + 68) >> 2] q[(a + 68) >> 2] = Pb if (Nb) { An(Nb) } q[(a + 8) >> 2] = Ob Pb = (a + 32) | 0 Qb = q[Pb >> 2] Nb = (q[(a + 36) >> 2] - Qb) >> 2 a: { if (Nb >>> 0 < Ob >>> 0) { Fa(Pb, (Ob - Nb) | 0) break a } if (Nb >>> 0 <= Ob >>> 0) { break a } q[(a + 36) >> 2] = Qb + (Ob << 2) } b: { Nb = q[(a + 56) >> 2] Qb = q[(Nb + 4) >> 2] Pb = q[Nb >> 2] Nb = (Qb - Pb) | 0 if ((Nb | 0) < 1) { break b } if ((Pb | 0) != (Qb | 0)) { _b = Nb >> 2 Ub = (a + 8) | 0 Wb = (a + 16) | 0 Xb = (a + 32) | 0 Yb = (a + 20) | 0 Zb = (a + 12) | 0 $b = (a + 56) | 0 while (1) { cg(a, q[((Sb << 2) + Pb) >> 2], nb, Sb) c: { if (q[Ub >> 2] < 1) { break c } Vb = q[(a + 68) >> 2] Pb = 0 while (1) { Nb = Pb << 2 Qb = q[(Nb + Vb) >> 2] Rb = q[Wb >> 2] d: { if ((Qb | 0) > (Rb | 0)) { Tb = q[Xb >> 2] q[(Nb + Tb) >> 2] = Rb break d } Tb = q[Xb >> 2] Nb = (Nb + Tb) | 0 Rb = q[Zb >> 2] if ((Qb | 0) < (Rb | 0)) { q[Nb >> 2] = Rb break d } q[Nb >> 2] = Qb } Pb = (Pb + 1) | 0 Qb = q[Ub >> 2] if ((Pb | 0) < (Qb | 0)) { continue } break } Nb = 0 if ((Qb | 0) < 1) { break c } Pb = w(Ob, Sb) << 2 Vb = (Pb + nb) | 0 Rb = (mb + Pb) | 0 while (1) { Qb = Nb << 2 Pb = (Qb + Vb) | 0 Qb = (q[(Qb + Rb) >> 2] + q[(Qb + Tb) >> 2]) | 0 q[Pb >> 2] = Qb e: { if ((Qb | 0) > q[Wb >> 2]) { Qb = (Qb - q[Yb >> 2]) | 0 } else { if ((Qb | 0) >= q[Zb >> 2]) { break e } Qb = (Qb + q[Yb >> 2]) | 0 } q[Pb >> 2] = Qb } Nb = (Nb + 1) | 0 if ((Nb | 0) < q[Ub >> 2]) { continue } break } } Sb = (Sb + 1) | 0 if ((Sb | 0) >= (_b | 0)) { break b } Nb = q[$b >> 2] Pb = q[Nb >> 2] if (((q[(Nb + 4) >> 2] - Pb) >> 2) >>> 0 > Sb >>> 0) { continue } break } } cn() F() } return 1 } function cg(a, mb, nb, Nb) { var Ob = 0, Pb = 0, ac = 0, bc = x(0), cc = 0, dc = x(0), ec = x(0), fc = x(0), gc = x(0), hc = x(0), ic = x(0), jc = x(0), kc = 0, lc = 0, mc = x(0), nc = x(0), oc = x(0), pc = x(0), qc = x(0), rc = 0, sc = x(0), tc = x(0), uc = x(0) Ob = (T - 48) | 0 T = Ob Pb = -1 cc = -1 a: { if ((mb | 0) == -1) { break a } ac = (((mb >>> 0) % 3 | 0 ? -1 : 2) + mb) | 0 kc = q[(a + 48) >> 2] rc = (mb + 1) | 0 mb = (rc >>> 0) % 3 | 0 ? rc : (mb + -2) | 0 if ((mb | 0) != -1) { Pb = q[(q[kc >> 2] + (mb << 2)) >> 2] } if ((ac | 0) == -1) { break a } cc = q[(q[kc >> 2] + (ac << 2)) >> 2] } ac = q[(a + 52) >> 2] mb = q[ac >> 2] ac = (q[(ac + 4) >> 2] - mb) >> 2 if (!((ac >>> 0 <= Pb >>> 0) | (ac >>> 0 <= cc >>> 0))) { b: { c: { Pb = q[(mb + (Pb << 2)) >> 2] kc = (Pb | 0) >= (Nb | 0) if (kc) { break c } ac = q[(mb + (cc << 2)) >> 2] if ((ac | 0) >= (Nb | 0)) { break c } mb = q[(a + 72) >> 2] cc = ((w(mb, ac) << 2) + nb) | 0 dc = x(q[(cc + 4) >> 2]) mb = ((w(mb, Pb) << 2) + nb) | 0 jc = x(q[(mb + 4) >> 2]) mc = x(q[cc >> 2]) pc = x(q[mb >> 2]) if (!((mc != pc) | (dc != jc))) { a = q[(a + 68) >> 2] mb = a if (x(y(dc)) < x(2147483648)) { nb = ~~dc } else { nb = -2147483648 } q[(mb + 4) >> 2] = nb if (x(y(mc)) < x(2147483648)) { q[a >> 2] = ~~mc break b } q[a >> 2] = -2147483648 break b } cc = q[(q[(a + 64) >> 2] + (Nb << 2)) >> 2] q[(Ob + 40) >> 2] = 0 q[(Ob + 32) >> 2] = 0 q[(Ob + 36) >> 2] = 0 mb = q[(a + 60) >> 2] if (!r[(mb + 84) | 0]) { cc = q[(q[(mb + 68) >> 2] + (cc << 2)) >> 2] } Da(mb, cc, o[(mb + 24) | 0], (Ob + 32) | 0) Pb = q[(q[(a + 64) >> 2] + (Pb << 2)) >> 2] q[(Ob + 24) >> 2] = 0 q[(Ob + 16) >> 2] = 0 q[(Ob + 20) >> 2] = 0 mb = q[(a + 60) >> 2] if (!r[(mb + 84) | 0]) { Pb = q[(q[(mb + 68) >> 2] + (Pb << 2)) >> 2] } Da(mb, Pb, o[(mb + 24) | 0], (Ob + 16) | 0) nb = q[(q[(a + 64) >> 2] + (ac << 2)) >> 2] q[(Ob + 8) >> 2] = 0 q[Ob >> 2] = 0 q[(Ob + 4) >> 2] = 0 mb = q[(a + 60) >> 2] if (!r[(mb + 84) | 0]) { nb = q[(q[(mb + 68) >> 2] + (nb << 2)) >> 2] } Da(mb, nb, o[(mb + 24) | 0], Ob) nc = u[(Ob + 40) >> 2] oc = u[(Ob + 36) >> 2] fc = u[(Ob + 32) >> 2] sc = u[(Ob + 16) >> 2] ec = x(u[Ob >> 2] - sc) tc = u[(Ob + 20) >> 2] gc = x(u[(Ob + 4) >> 2] - tc) uc = u[(Ob + 24) >> 2] hc = x(u[(Ob + 8) >> 2] - uc) qc = x(x(x(x(ec * ec) + x(0)) + x(gc * gc)) + x(hc * hc)) d: { if (!(qc > x(0))) { ic = x(0) if (q[(a + 88) >> 2] > 257) { break d } } fc = x(fc - sc) oc = x(oc - tc) nc = x(nc - uc) bc = x(x(x(x(x(ec * fc) + x(0)) + x(gc * oc)) + x(hc * nc)) / qc) hc = x(nc - x(hc * bc)) gc = x(oc - x(gc * bc)) ec = x(fc - x(ec * bc)) ic = x(E(x(x(x(hc * hc) + x(x(gc * gc) + x(x(ec * ec) + x(0)))) / qc))) } fc = ic nb = (a + 80) | 0 mb = (q[nb >> 2] + -1) | 0 Nb = q[(q[(a + 76) >> 2] + ((mb >>> 3) & 536870908)) >> 2] q[nb >> 2] = mb ec = x(dc - jc) ic = x(x(ec * bc) + jc) jc = x(mc - pc) dc = x(jc * fc) mb = (Nb >>> (mb & 31)) & 1 dc = x(ic + (mb ? dc : x(-dc))) ic = x(x(jc * bc) + pc) bc = x(ec * fc) bc = x(ic + (mb ? x(-bc) : bc)) e: { if (((k(bc), e(0)) & 2147483647) >>> 0 >= 2139095041) { mb = q[(a + 68) >> 2] q[mb >> 2] = -2147483648 break e } mb = q[(a + 68) >> 2] a = mb lc = C(+bc + 0.5) f: { if (y(lc) < 2147483648) { nb = ~~lc break f } nb = -2147483648 } q[a >> 2] = nb } nb = ((k(dc), e(0)) & 2147483647) >>> 0 > 2139095040 lc = C(+dc + 0.5) g: { if (y(lc) < 2147483648) { a = ~~lc break g } a = -2147483648 } q[(mb + 4) >> 2] = nb ? -2147483648 : a break b } h: { if (!kc) { mb = q[(a + 72) >> 2] Nb = w(Pb, mb) break h } if ((Nb | 0) <= 0) { if (q[(a + 72) >> 2] < 1) { break b } nb = q[(a + 68) >> 2] mb = 0 while (1) { q[(nb + (mb << 2)) >> 2] = 0 mb = (mb + 1) | 0 if ((mb | 0) < q[(a + 72) >> 2]) { continue } break } break b } mb = q[(a + 72) >> 2] Nb = w(mb, (Nb + -1) | 0) } if ((mb | 0) < 1) { break b } Pb = q[(a + 68) >> 2] mb = 0 while (1) { q[(Pb + (mb << 2)) >> 2] = q[(((mb + Nb) << 2) + nb) >> 2] mb = (mb + 1) | 0 if ((mb | 0) < q[(a + 72) >> 2]) { continue } break } } T = (Ob + 48) | 0 return } cn() F() } function dg(a) { a = a | 0 var mb = 0 q[a >> 2] = 5776 mb = q[(a + 76) >> 2] if (mb) { An(mb) } q[a >> 2] = 3044 mb = q[(a + 32) >> 2] if (mb) { q[(a + 36) >> 2] = mb An(mb) } return a | 0 } function eg(a) { a = a | 0 var nb = 0 q[a >> 2] = 5776 nb = q[(a + 76) >> 2] if (nb) { An(nb) } q[a >> 2] = 3044 nb = q[(a + 32) >> 2] if (nb) { q[(a + 36) >> 2] = nb An(nb) } An(a) } function fg(a, Nb, vc, wc, xc, yc) { a = a | 0 Nb = Nb | 0 vc = vc | 0 wc = wc | 0 xc = xc | 0 yc = yc | 0 var zc = 0, Ac = 0, Bc = 0, Cc = 0, Dc = 0, Ec = 0, Fc = 0, Gc = 0, Hc = 0, Ic = 0, Jc = 0, Kc = 0 wc = 0 a: { if ((xc | 0) != 2) { break a } q[(a + 8) >> 2] = 2 q[(a - -64) >> 2] = yc wc = (a + 32) | 0 xc = q[wc >> 2] yc = (q[(a + 36) >> 2] - xc) | 0 zc = yc >> 2 b: { if (zc >>> 0 <= 1) { Fa(wc, (2 - zc) | 0) break b } if ((yc | 0) == 8) { break b } q[(a + 36) >> 2] = xc + 8 } wc = 1 xc = q[(a + 56) >> 2] yc = q[(xc + 4) >> 2] xc = q[xc >> 2] zc = (yc - xc) | 0 if ((zc | 0) < 1) { break a } if ((xc | 0) != (yc | 0)) { Hc = (a + 60) | 0 Ic = zc >> 2 zc = (a + 8) | 0 Dc = (a + 16) | 0 Ec = (a + 32) | 0 Fc = (a + 20) | 0 Gc = (a + 12) | 0 Jc = (a + 56) | 0 while (1) { if (!gg(Hc, q[((Bc << 2) + xc) >> 2], vc, Bc)) { wc = 0 break a } c: { if (q[zc >> 2] < 1) { break c } xc = 0 while (1) { wc = xc << 2 yc = q[(((wc + a) | 0) + 68) >> 2] Ac = q[Dc >> 2] d: { if ((yc | 0) > (Ac | 0)) { Cc = q[Ec >> 2] q[(wc + Cc) >> 2] = Ac break d } Cc = q[Ec >> 2] wc = (wc + Cc) | 0 Ac = q[Gc >> 2] if ((yc | 0) < (Ac | 0)) { q[wc >> 2] = Ac break d } q[wc >> 2] = yc } xc = (xc + 1) | 0 wc = q[zc >> 2] if ((xc | 0) < (wc | 0)) { continue } break } yc = 0 if ((wc | 0) < 1) { break c } wc = Bc << 3 Ac = (wc + vc) | 0 Kc = (Nb + wc) | 0 while (1) { xc = yc << 2 wc = (xc + Ac) | 0 xc = (q[(xc + Kc) >> 2] + q[(xc + Cc) >> 2]) | 0 q[wc >> 2] = xc e: { if ((xc | 0) > q[Dc >> 2]) { xc = (xc - q[Fc >> 2]) | 0 } else { if ((xc | 0) >= q[Gc >> 2]) { break e } xc = (xc + q[Fc >> 2]) | 0 } q[wc >> 2] = xc } yc = (yc + 1) | 0 if ((yc | 0) < q[zc >> 2]) { continue } break } } wc = 1 Bc = (Bc + 1) | 0 if ((Bc | 0) >= (Ic | 0)) { break a } wc = q[Jc >> 2] xc = q[wc >> 2] if (((q[(wc + 4) >> 2] - xc) >> 2) >>> 0 > Bc >>> 0) { continue } break } } cn() F() } return wc | 0 } function gg(a, Nb, vc, wc) { var xc = 0, yc = 0, Lc = 0, Mc = 0, Nc = 0, Oc = 0, Pc = 0, Qc = 0, Rc = 0, Sc = 0, Tc = 0, Uc = 0, Vc = 0, Wc = 0, Xc = 0, Yc = 0, Zc = 0, _c = 0, $c = 0, ad = 0, bd = 0, cd = 0, dd = 0, ed = 0, fd = 0 Lc = (T - 80) | 0 T = Lc xc = -1 yc = -1 a: { if ((Nb | 0) == -1) { break a } Mc = (((Nb >>> 0) % 3 | 0 ? -1 : 2) + Nb) | 0 Nc = q[(a + 32) >> 2] Pc = (Nb + 1) | 0 Nb = (Pc >>> 0) % 3 | 0 ? Pc : (Nb + -2) | 0 if ((Nb | 0) != -1) { xc = q[(q[Nc >> 2] + (Nb << 2)) >> 2] } if ((Mc | 0) == -1) { break a } yc = q[(q[Nc >> 2] + (Mc << 2)) >> 2] } Mc = q[(a + 36) >> 2] Nb = q[Mc >> 2] b: { c: { d: { e: { Mc = (q[(Mc + 4) >> 2] - Nb) >> 2 if (!((Mc >>> 0 <= xc >>> 0) | (Mc >>> 0 <= yc >>> 0))) { f: { g: { Sc = q[(Nb + (xc << 2)) >> 2] Uc = (Sc | 0) >= (wc | 0) if (Uc) { break g } yc = q[(Nb + (yc << 2)) >> 2] if ((yc | 0) >= (wc | 0)) { break g } Nb = yc << 3 Zc = q[((Nb | 4) + vc) >> 2] xc = Sc << 3 Pc = q[((xc | 4) + vc) >> 2] Wc = q[(Nb + vc) >> 2] Yc = q[(vc + xc) >> 2] if (!(((Wc | 0) != (Yc | 0)) | ((Pc | 0) != (Zc | 0)))) { q[(a + 8) >> 2] = Yc q[(a + 12) >> 2] = Pc break f } Nb = q[(q[(a + 4) >> 2] + (wc << 2)) >> 2] q[(Lc + 72) >> 2] = 0 q[(Lc + 76) >> 2] = 0 xc = (Lc - -64) | 0 q[xc >> 2] = 0 q[(xc + 4) >> 2] = 0 q[(Lc + 56) >> 2] = 0 q[(Lc + 60) >> 2] = 0 xc = q[a >> 2] if (!r[(xc + 84) | 0]) { Nb = q[(q[(xc + 68) >> 2] + (Nb << 2)) >> 2] } Kf(xc, Nb, o[(xc + 24) | 0], (Lc + 56) | 0) Nb = q[(q[(a + 4) >> 2] + (Sc << 2)) >> 2] q[(Lc + 48) >> 2] = 0 q[(Lc + 52) >> 2] = 0 q[(Lc + 40) >> 2] = 0 q[(Lc + 44) >> 2] = 0 q[(Lc + 32) >> 2] = 0 q[(Lc + 36) >> 2] = 0 xc = q[a >> 2] if (!r[(xc + 84) | 0]) { Nb = q[(q[(xc + 68) >> 2] + (Nb << 2)) >> 2] } Kf(xc, Nb, o[(xc + 24) | 0], (Lc + 32) | 0) Nb = q[(q[(a + 4) >> 2] + (yc << 2)) >> 2] q[(Lc + 24) >> 2] = 0 q[(Lc + 28) >> 2] = 0 q[(Lc + 16) >> 2] = 0 q[(Lc + 20) >> 2] = 0 q[(Lc + 8) >> 2] = 0 q[(Lc + 12) >> 2] = 0 xc = q[a >> 2] if (!r[(xc + 84) | 0]) { Nb = q[(q[(xc + 68) >> 2] + (Nb << 2)) >> 2] } Kf(xc, Nb, o[(xc + 24) | 0], (Lc + 8) | 0) _c = q[(Lc + 44) >> 2] Nb = q[(Lc + 16) >> 2] Oc = q[(Lc + 40) >> 2] xc = Oc yc = (q[(Lc + 20) >> 2] - ((_c + (Nb >>> 0 < xc >>> 0)) | 0)) | 0 ad = (Nb - xc) | 0 Nb = $n(ad, yc, ad, yc) xc = V Rc = Nb $c = q[(Lc + 36) >> 2] Nb = q[(Lc + 8) >> 2] Qc = q[(Lc + 32) >> 2] Nc = Qc Mc = (q[(Lc + 12) >> 2] - (($c + (Nb >>> 0 < Nc >>> 0)) | 0)) | 0 bd = (Nb - Nc) | 0 Nc = $n(bd, Mc, bd, Mc) Nb = (Rc + Nc) | 0 xc = (V + xc) | 0 xc = Nb >>> 0 < Nc >>> 0 ? (xc + 1) | 0 : xc Vc = Nb dd = q[(Lc + 52) >> 2] Nb = q[(Lc + 24) >> 2] Rc = q[(Lc + 48) >> 2] Nc = Rc Tc = (q[(Lc + 28) >> 2] - ((dd + (Nb >>> 0 < Nc >>> 0)) | 0)) | 0 cd = (Nb - Nc) | 0 Nc = $n(cd, Tc, cd, Tc) Nb = (Vc + Nc) | 0 xc = (V + xc) | 0 Xc = Nb Nc = Nb >>> 0 < Nc >>> 0 ? (xc + 1) | 0 : xc if (!(Nb | Nc)) { break g } wc = 1 Nb = 0 xc = q[(Lc + 64) >> 2] vc = (q[(Lc + 68) >> 2] - (((xc >>> 0 < Oc >>> 0) + _c) | 0)) | 0 xc = (xc - Oc) | 0 Sc = xc Uc = vc vc = $n(ad, yc, xc, vc) xc = V Vc = vc Oc = q[(Lc + 56) >> 2] vc = (Oc - Qc) | 0 _c = (q[(Lc + 60) >> 2] - (((Oc >>> 0 < Qc >>> 0) + $c) | 0)) | 0 Qc = $n(vc, _c, bd, Mc) Oc = (Vc + Qc) | 0 xc = (V + xc) | 0 xc = Oc >>> 0 < Qc >>> 0 ? (xc + 1) | 0 : xc Vc = Oc Oc = q[(Lc + 72) >> 2] Qc = (Oc - Rc) | 0 $c = (q[(Lc + 76) >> 2] - (((Oc >>> 0 < Rc >>> 0) + dd) | 0)) | 0 Rc = $n(Qc, $c, cd, Tc) Oc = (Vc + Rc) | 0 xc = (V + xc) | 0 xc = Oc >>> 0 < Rc >>> 0 ? (xc + 1) | 0 : xc Rc = Oc Oc = xc yc = ao($n(Rc, xc, ad, yc), V, Xc, Nc) Uc = (Uc - ((V + (Sc >>> 0 < yc >>> 0)) | 0)) | 0 yc = (Sc - yc) | 0 yc = $n(yc, Uc, yc, Uc) Sc = V Vc = yc xc = ao($n(bd, Mc, Rc, xc), V, Xc, Nc) yc = (_c - ((V + (vc >>> 0 < xc >>> 0)) | 0)) | 0 vc = (vc - xc) | 0 yc = $n(vc, yc, vc, yc) vc = (Vc + yc) | 0 xc = (V + Sc) | 0 xc = vc >>> 0 < yc >>> 0 ? (xc + 1) | 0 : xc Mc = vc vc = ao($n(Rc, Oc, cd, Tc), V, Xc, Nc) yc = ($c - ((V + (Qc >>> 0 < vc >>> 0)) | 0)) | 0 vc = (Qc - vc) | 0 yc = $n(vc, yc, vc, yc) vc = (Mc + yc) | 0 xc = (V + xc) | 0 yc = $n(vc, vc >>> 0 < yc >>> 0 ? (xc + 1) | 0 : xc, Xc, Nc) vc = V Mc = vc if ((!vc & (yc >>> 0 <= 1)) | (vc >>> 0 < 0)) { break e } Tc = yc vc = Mc while (1) { xc = (Nb << 1) | (wc >>> 31) wc = wc << 1 Nb = xc Qc = (!vc & (Tc >>> 0 > 7)) | (vc >>> 0 > 0) Tc = ((vc & 3) << 30) | (Tc >>> 2) vc = vc >>> 2 if (Qc) { continue } break } break d } xc = a if (Uc) { if ((wc | 0) <= 0) { q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 break f } Nb = ((wc << 1) + -2) | 0 } else { Nb = Sc << 1 } Nb = ((Nb << 2) + vc) | 0 q[(xc + 8) >> 2] = q[Nb >> 2] q[(a + 12) >> 2] = q[(Nb + 4) >> 2] } vc = 1 break b } cn() F() } wc = yc Nb = Mc if (yc - 1) { break c } } while (1) { vc = (bo(yc, Mc, wc, Nb) + wc) | 0 xc = (Nb + V) | 0 xc = vc >>> 0 < wc >>> 0 ? (xc + 1) | 0 : xc wc = ((xc & 1) << 31) | (vc >>> 1) Nb = xc >>> 1 vc = $n(wc, Nb, wc, Nb) xc = V if ((((Mc | 0) == (xc | 0)) & (vc >>> 0 > yc >>> 0)) | (xc >>> 0 > Mc >>> 0)) { continue } break } } xc = q[(a + 20) >> 2] vc = 0 if (!xc) { break b } Mc = (xc + -1) | 0 Tc = q[(q[(a + 16) >> 2] + ((Mc >>> 3) & 536870908)) >> 2] q[(a + 20) >> 2] = Mc vc = Zc xc = Pc Qc = (vc - xc) | 0 Pc = xc >> 31 Zc = ((vc >> 31) - ((Pc + (vc >>> 0 < xc >>> 0)) | 0)) | 0 vc = $n(Rc, Oc, Qc, Zc) yc = V Pc = $n(xc, Pc, Xc, Nc) vc = (Pc + vc) | 0 xc = (V + yc) | 0 xc = vc >>> 0 < Pc >>> 0 ? (xc + 1) | 0 : xc Vc = vc vc = Wc yc = Yc Sc = (vc - yc) | 0 Yc = yc >> 31 Pc = ((vc >> 31) - ((Yc + (vc >>> 0 < yc >>> 0)) | 0)) | 0 vc = $n(wc, Nb, Sc, Pc) Wc = vc vc = (Tc >>> (Mc & 31)) & 1 Uc = vc ? (0 - Wc) | 0 : Wc Mc = (Vc + Uc) | 0 Tc = xc xc = V xc = (Tc + (vc ? (0 - ((xc + (0 < Wc >>> 0)) | 0)) | 0 : xc)) | 0 ;(ed = a), (fd = ao(Mc, Mc >>> 0 < Uc >>> 0 ? (xc + 1) | 0 : xc, Xc, Nc)), (q[(ed + 12) >> 2] = fd) xc = $n(Rc, Oc, Sc, Pc) Mc = V Wc = a yc = $n(yc, Yc, Xc, Nc) a = (yc + xc) | 0 xc = (V + Mc) | 0 xc = a >>> 0 < yc >>> 0 ? (xc + 1) | 0 : xc Oc = a a = $n(wc, Nb, Qc, Zc) wc = vc ? a : (0 - a) | 0 Nb = (Oc + wc) | 0 Oc = xc xc = V a = (Oc + (vc ? xc : (0 - (((0 < a >>> 0) + xc) | 0)) | 0)) | 0 ;(ed = Wc), (fd = ao(Nb, Nb >>> 0 < wc >>> 0 ? (a + 1) | 0 : a, Xc, Nc)), (q[(ed + 8) >> 2] = fd) vc = 1 } T = (Lc + 80) | 0 return vc } function hg(a) { a = a | 0 var Nb = 0 q[a >> 2] = 6e3 q[a >> 2] = 3044 Nb = q[(a + 32) >> 2] if (Nb) { q[(a + 36) >> 2] = Nb An(Nb) } return a | 0 } function ig(a) { a = a | 0 var vc = 0 q[a >> 2] = 6e3 q[a >> 2] = 3044 vc = q[(a + 32) >> 2] if (vc) { q[(a + 36) >> 2] = vc An(vc) } An(a) } function jg(a, wc, gd, hd, id, jd) { a = a | 0 wc = wc | 0 gd = gd | 0 hd = hd | 0 id = id | 0 jd = jd | 0 var kd = 0, ld = 0, md = 0, nd = 0, od = 0, pd = 0, qd = 0, rd = 0, sd = 0, td = 0, ud = 0, vd = 0, wd = 0, xd = 0, yd = 0 ld = (T - 32) | 0 T = ld q[(a + 68) >> 2] = jd hd = q[(a + 56) >> 2] id = q[hd >> 2] jd = (hd + 4) | 0 kd = q[jd >> 2] q[(ld + 24) >> 2] = 0 q[(ld + 16) >> 2] = 0 q[(ld + 20) >> 2] = 0 a: { id = (kd - id) | 0 if ((id | 0) < 1) { break a } hd = q[hd >> 2] if ((hd | 0) != q[jd >> 2]) { vd = id >> 2 wd = (a + 60) | 0 xd = (a + 108) | 0 qd = (a + 8) | 0 rd = (a + 16) | 0 sd = (a + 32) | 0 td = (a + 20) | 0 ud = (a + 12) | 0 yd = (a + 56) | 0 while (1) { kg(wd, q[((od << 2) + hd) >> 2], (ld + 16) | 0) id = q[(ld + 20) >> 2] kd = id >> 31 jd = q[(ld + 16) >> 2] md = jd >> 31 pd = q[(ld + 24) >> 2] nd = pd >> 31 hd = 0 nd = nd ^ (nd + pd) kd = (nd + (((kd ^ (id + kd)) + (md ^ (jd + md))) | 0)) | 0 if (kd >>> 0 < nd >>> 0) { hd = 1 } b: { if (!(hd | kd)) { q[(ld + 16) >> 2] = q[(a + 104) >> 2] break b } md = q[(a + 104) >> 2] nd = md >> 31 id = ao($n(md, nd, id, id >> 31), V, kd, hd) q[(ld + 20) >> 2] = id hd = ao($n(md, nd, jd, jd >> 31), V, kd, hd) q[(ld + 16) >> 2] = hd jd = hd hd = hd >> 31 hd = (((md - ((jd + hd) ^ hd)) | 0) + ((id | 0) < 0 ? id : (0 - id) | 0)) | 0 if ((pd | 0) >= 0) { q[(ld + 24) >> 2] = hd break b } q[(ld + 24) >> 2] = 0 - hd } hd = dh(xd) jd = q[(ld + 16) >> 2] c: { if (!hd) { id = q[(ld + 20) >> 2] break c } q[(ld + 24) >> 2] = 0 - q[(ld + 24) >> 2] id = (0 - q[(ld + 20) >> 2]) | 0 q[(ld + 20) >> 2] = id jd = (0 - jd) | 0 q[(ld + 16) >> 2] = jd } d: { if ((jd | 0) >= 0) { hd = q[(a + 104) >> 2] jd = (hd + q[(ld + 24) >> 2]) | 0 hd = (hd + id) | 0 break d } e: { if ((id | 0) <= -1) { jd = q[(ld + 24) >> 2] hd = jd >> 31 hd = hd ^ (hd + jd) break e } jd = q[(ld + 24) >> 2] hd = jd >> 31 hd = (q[(a + 100) >> 2] - (hd ^ (hd + jd))) | 0 } if ((jd | 0) <= -1) { jd = id id = id >> 31 jd = (jd + id) ^ id break d } jd = id id = id >> 31 jd = (q[(a + 100) >> 2] - ((jd + id) ^ id)) | 0 } id = q[(a + 100) >> 2] f: { if (!(hd | jd)) { jd = id hd = id break f } if (!(((id | 0) != (jd | 0)) | hd)) { hd = jd break f } if (!(((hd | 0) != (id | 0)) | jd)) { jd = hd break f } g: { if (hd) { break g } kd = q[(a + 104) >> 2] if ((kd | 0) >= (jd | 0)) { break g } jd = ((kd << 1) - jd) | 0 hd = 0 break f } h: { if ((hd | 0) != (id | 0)) { break h } kd = q[(a + 104) >> 2] if ((kd | 0) <= (jd | 0)) { break h } jd = ((kd << 1) - jd) | 0 break f } i: { if ((id | 0) != (jd | 0)) { break i } id = q[(a + 104) >> 2] if ((id | 0) <= (hd | 0)) { break i } hd = ((id << 1) - hd) | 0 break f } if (jd) { break f } jd = 0 id = q[(a + 104) >> 2] if ((id | 0) >= (hd | 0)) { break f } hd = ((id << 1) - hd) | 0 } q[(ld + 12) >> 2] = jd q[(ld + 8) >> 2] = hd j: { if (q[qd >> 2] < 1) { break j } jd = 0 while (1) { kd = q[rd >> 2] k: { if ((hd | 0) > (kd | 0)) { id = q[sd >> 2] q[(id + (jd << 2)) >> 2] = kd break k } id = q[sd >> 2] kd = (id + (jd << 2)) | 0 md = q[ud >> 2] if ((hd | 0) < (md | 0)) { q[kd >> 2] = md break k } q[kd >> 2] = hd } jd = (jd + 1) | 0 kd = q[qd >> 2] if ((jd | 0) < (kd | 0)) { hd = q[(((ld + 8) | 0) + (jd << 2)) >> 2] continue } break } hd = 0 if ((kd | 0) < 1) { break j } jd = od << 3 md = (jd + gd) | 0 pd = (wc + jd) | 0 while (1) { kd = hd << 2 jd = (kd + md) | 0 kd = (q[(kd + pd) >> 2] + q[(id + kd) >> 2]) | 0 q[jd >> 2] = kd l: { if ((kd | 0) > q[rd >> 2]) { nd = (kd - q[td >> 2]) | 0 } else { if ((kd | 0) >= q[ud >> 2]) { break l } nd = (kd + q[td >> 2]) | 0 } q[jd >> 2] = nd } hd = (hd + 1) | 0 if ((hd | 0) < q[qd >> 2]) { continue } break } } od = (od + 1) | 0 if ((od | 0) >= (vd | 0)) { break a } id = q[yd >> 2] hd = q[id >> 2] if (((q[(id + 4) >> 2] - hd) >> 2) >>> 0 > od >>> 0) { continue } break } } cn() F() } T = (ld + 32) | 0 return 1 } function kg(a, wc, gd) { a = a | 0 wc = wc | 0 gd = gd | 0 var hd = 0, id = 0, jd = 0, zd = 0, Ad = 0, Bd = 0, Cd = 0, Dd = 0, Ed = 0, Fd = 0, Gd = 0, Hd = 0, Id = 0, Jd = 0, Kd = 0, Ld = 0, Md = 0, Nd = 0, Od = 0, Pd = 0, Qd = 0, Rd = 0, Sd = 0, Td = 0, Ud = 0, Vd = 0 jd = (T - 96) | 0 T = jd id = q[(a + 16) >> 2] o[(jd + 92) | 0] = 1 q[(jd + 88) >> 2] = wc q[(jd + 84) >> 2] = wc q[(jd + 80) >> 2] = id hd = -1 hd = (wc | 0) != -1 ? q[(q[id >> 2] + (wc << 2)) >> 2] : hd zd = q[(a + 20) >> 2] id = q[zd >> 2] a: { b: { c: { d: { if (((q[(zd + 4) >> 2] - id) >> 2) >>> 0 > hd >>> 0) { id = q[(q[(a + 8) >> 2] + (q[(id + (hd << 2)) >> 2] << 2)) >> 2] hd = q[(a + 4) >> 2] if (!r[(hd + 84) | 0]) { id = q[(q[(hd + 68) >> 2] + (id << 2)) >> 2] } q[(jd + 72) >> 2] = 0 q[(jd + 76) >> 2] = 0 zd = (jd - -64) | 0 q[zd >> 2] = 0 q[(zd + 4) >> 2] = 0 q[(jd + 56) >> 2] = 0 q[(jd + 60) >> 2] = 0 Kf(hd, id, o[(hd + 24) | 0], (jd + 56) | 0) if ((wc | 0) == -1) { break a } hd = (wc + 1) | 0 zd = (hd >>> 0) % 3 | 0 ? hd : (wc + -2) | 0 Jd = (((wc >>> 0) % 3 | 0 ? -1 : 2) + wc) | 0 Qd = (a + 28) | 0 Ad = !q[Qd >> 2] Rd = (a + 20) | 0 Sd = (a + 8) | 0 Td = (jd + 48) | 0 while (1) { id = zd hd = Jd e: { if (Ad) { break e } hd = (wc + 1) | 0 id = (hd >>> 0) % 3 | 0 ? hd : (wc + -2) | 0 hd = (wc + -1) | 0 if ((wc >>> 0) % 3) { break e } hd = (wc + 2) | 0 } wc = -1 wc = (id | 0) != -1 ? q[(q[q[(a + 16) >> 2] >> 2] + (id << 2)) >> 2] : wc Ad = q[Rd >> 2] id = q[Ad >> 2] if (((q[(Ad + 4) >> 2] - id) >> 2) >>> 0 <= wc >>> 0) { break d } id = q[(q[Sd >> 2] + (q[(id + (wc << 2)) >> 2] << 2)) >> 2] Ad = (a + 4) | 0 wc = q[Ad >> 2] if (!r[(wc + 84) | 0]) { id = q[(q[(wc + 68) >> 2] + (id << 2)) >> 2] } q[Td >> 2] = 0 q[(Td + 4) >> 2] = 0 q[(jd + 40) >> 2] = 0 q[(jd + 44) >> 2] = 0 q[(jd + 32) >> 2] = 0 q[(jd + 36) >> 2] = 0 Kf(wc, id, o[(wc + 24) | 0], (jd + 32) | 0) wc = -1 wc = (hd | 0) != -1 ? q[(q[q[(a + 16) >> 2] >> 2] + (hd << 2)) >> 2] : wc id = q[Rd >> 2] hd = q[id >> 2] if (((q[(id + 4) >> 2] - hd) >> 2) >>> 0 <= wc >>> 0) { break c } hd = q[(q[Sd >> 2] + (q[(hd + (wc << 2)) >> 2] << 2)) >> 2] wc = q[Ad >> 2] if (!r[(wc + 84) | 0]) { hd = q[(q[(wc + 68) >> 2] + (hd << 2)) >> 2] } id = (jd + 24) | 0 q[id >> 2] = 0 q[(id + 4) >> 2] = 0 Ad = (jd + 16) | 0 q[Ad >> 2] = 0 q[(Ad + 4) >> 2] = 0 q[(jd + 8) >> 2] = 0 q[(jd + 12) >> 2] = 0 Kf(wc, hd, o[(wc + 24) | 0], (jd + 8) | 0) hd = q[(jd + 8) >> 2] wc = q[(jd + 56) >> 2] Kd = (hd - wc) | 0 Ld = q[(jd + 60) >> 2] Dd = (q[(jd + 12) >> 2] - ((Ld + (hd >>> 0 < wc >>> 0)) | 0)) | 0 Md = q[(jd + 40) >> 2] hd = q[(jd + 64) >> 2] Ud = (Md - hd) | 0 Nd = q[(jd + 68) >> 2] Md = (q[(jd + 44) >> 2] - ((Nd + (Md >>> 0 < hd >>> 0)) | 0)) | 0 Od = $n(Kd, Dd, Ud, Md) Pd = (Bd - Od) | 0 Ed = (Ed - ((V + (Bd >>> 0 < Od >>> 0)) | 0)) | 0 Bd = q[Ad >> 2] Od = (Bd - hd) | 0 Ad = (q[(Ad + 4) >> 2] - (((Bd >>> 0 < hd >>> 0) + Nd) | 0)) | 0 Bd = q[(jd + 32) >> 2] Nd = (Bd - wc) | 0 Ld = (q[(jd + 36) >> 2] - (((Bd >>> 0 < wc >>> 0) + Ld) | 0)) | 0 hd = $n(Od, Ad, Nd, Ld) Bd = (hd + Pd) | 0 wc = (V + Ed) | 0 wc = Bd >>> 0 < hd >>> 0 ? (wc + 1) | 0 : wc Ed = wc hd = Cd Gd = Kd Vd = Dd Cd = q[(jd + 48) >> 2] wc = q[(jd + 72) >> 2] Dd = (Cd - wc) | 0 Kd = q[(jd + 76) >> 2] Pd = (q[(jd + 52) >> 2] - ((Kd + (Cd >>> 0 < wc >>> 0)) | 0)) | 0 Gd = $n(Gd, Vd, Dd, Pd) Cd = (hd + Gd) | 0 hd = (V + Hd) | 0 hd = Cd >>> 0 < Gd >>> 0 ? (hd + 1) | 0 : hd Hd = Cd Cd = q[id >> 2] Gd = (Cd - wc) | 0 wc = (q[(id + 4) >> 2] - (((Cd >>> 0 < wc >>> 0) + Kd) | 0)) | 0 id = $n(Gd, wc, Nd, Ld) Cd = (Hd - id) | 0 Hd = (hd - ((V + (Hd >>> 0 < id >>> 0)) | 0)) | 0 hd = $n(Od, Ad, Dd, Pd) id = (Fd - hd) | 0 Id = (Id - ((V + (Fd >>> 0 < hd >>> 0)) | 0)) | 0 hd = $n(Gd, wc, Ud, Md) Fd = (hd + id) | 0 wc = (V + Id) | 0 wc = Fd >>> 0 < hd >>> 0 ? (wc + 1) | 0 : wc Id = wc lg((jd + 80) | 0) Dd = q[Qd >> 2] Ad = !Dd wc = q[(jd + 88) >> 2] if ((wc | 0) != -1) { continue } break } wc = Hd hd = wc >> 31 a = wc >> 31 wc = (a + wc) | 0 zd = (hd + Cd) | 0 if (zd >>> 0 < hd >>> 0) { wc = (wc + 1) | 0 } hd = hd ^ zd Ad = a ^ wc wc = Id a = wc >> 31 wc = wc >> 31 zd = a Jd = (Id + a) | 0 id = (wc + Fd) | 0 if (id >>> 0 < wc >>> 0) { Jd = (Jd + 1) | 0 } a = wc ^ id id = zd ^ Jd f: { if ((Ed | 0) < -1 ? 1 : (Ed | 0) <= -1 ? (Bd >>> 0 > 4294967295 ? 0 : 1) : 0) { wc = Bd zd = (a + ((hd - wc) | 0)) | 0 wc = (id + ((Ad - (((hd >>> 0 < wc >>> 0) + Ed) | 0)) | 0)) | 0 hd = zd a = hd >>> 0 < a >>> 0 ? (wc + 1) | 0 : wc if (!Dd) { break f } break b } wc = (Ad + Ed) | 0 zd = hd hd = Bd zd = (zd + hd) | 0 if (zd >>> 0 < hd >>> 0) { wc = (wc + 1) | 0 } hd = a zd = (hd + zd) | 0 a = (wc + id) | 0 a = zd >>> 0 < hd >>> 0 ? (a + 1) | 0 : a hd = zd if (Dd) { break b } } if ((hd | 0) < 536870913) { break a } a = (((a & 536870911) << 3) | (hd >>> 29)) & 7 wc = 0 Bd = ao(Bd, Ed, a, wc) Cd = ao(Cd, Hd, a, wc) Fd = ao(Fd, Id, a, wc) break a } cn() F() } cn() F() } cn() F() } if ((a | 0) < 0 ? 1 : (a | 0) <= 0 ? (hd >>> 0 >= 536870913 ? 0 : 1) : 0) { break a } wc = a >>> 29 a = ((a & 536870911) << 3) | (hd >>> 29) Bd = ao(Bd, Ed, a, wc) Cd = ao(Cd, Hd, a, wc) Fd = ao(Fd, Id, a, wc) } q[(gd + 8) >> 2] = Bd q[(gd + 4) >> 2] = Cd q[gd >> 2] = Fd T = (jd + 96) | 0 } function lg(a) { var wc = 0, gd = 0, Wd = 0 wc = q[(a + 8) >> 2] Wd = q[a >> 2] a: { if (r[(a + 12) | 0]) { b: { c: { d: { e: { if ((wc | 0) == -1) { break e } gd = (wc + 1) | 0 wc = (gd >>> 0) % 3 | 0 ? gd : (wc + -2) | 0 if ((wc | 0) == -1) { break e } wc = q[(q[(Wd + 12) >> 2] + (wc << 2)) >> 2] if ((wc | 0) != -1) { break d } } q[(a + 8) >> 2] = -1 break c } gd = (wc + 1) | 0 wc = (gd >>> 0) % 3 | 0 ? gd : (wc + -2) | 0 q[(a + 8) >> 2] = wc if ((wc | 0) != -1) { break b } } gd = q[(a + 4) >> 2] wc = -1 f: { if ((gd | 0) == -1) { break f } gd = (gd + ((gd >>> 0) % 3 | 0 ? -1 : 2)) | 0 wc = -1 if ((gd | 0) == -1) { break f } gd = q[(q[(Wd + 12) >> 2] + (gd << 2)) >> 2] wc = -1 if ((gd | 0) == -1) { break f } wc = (gd + -1) | 0 if ((gd >>> 0) % 3) { break f } wc = (gd + 2) | 0 } o[(a + 12) | 0] = 0 q[(a + 8) >> 2] = wc return } if ((wc | 0) != q[(a + 4) >> 2]) { break a } q[(a + 8) >> 2] = -1 return } gd = -1 g: { if ((wc | 0) == -1) { break g } wc = (wc + ((wc >>> 0) % 3 | 0 ? -1 : 2)) | 0 gd = -1 if ((wc | 0) == -1) { break g } wc = q[(q[(Wd + 12) >> 2] + (wc << 2)) >> 2] gd = -1 if ((wc | 0) == -1) { break g } gd = (wc + -1) | 0 if ((wc >>> 0) % 3) { break g } gd = (wc + 2) | 0 } q[(a + 8) >> 2] = gd } } function mg(a, Xd, Yd, Zd, _d, $d) { a = a | 0 Xd = Xd | 0 Yd = Yd | 0 Zd = Zd | 0 _d = _d | 0 $d = $d | 0 var ae = 0, be = 0, ce = 0, de = 0, ee = 0, fe = 0, ge = 0, he = 0, ie = 0, je = 0, ke = 0, le = 0, me = 0, ne = 0 q[(a + 8) >> 2] = _d be = (a + 32) | 0 ae = q[be >> 2] $d = (q[(a + 36) >> 2] - ae) >> 2 a: { if ($d >>> 0 < _d >>> 0) { Fa(be, (_d - $d) | 0) break a } if ($d >>> 0 <= _d >>> 0) { break a } q[(a + 36) >> 2] = ae + (_d << 2) } be = 0 $d = (_d & 1073741823) != (_d | 0) ? -1 : _d << 2 ke = Dn(Mm($d), 0, $d) ee = (a + 8) | 0 ae = q[ee >> 2] b: { if ((ae | 0) < 1) { break b } ge = (a + 16) | 0 $d = (a + 32) | 0 he = (a + 12) | 0 while (1) { ae = be << 2 de = q[(ae + ke) >> 2] ce = q[ge >> 2] c: { if ((de | 0) > (ce | 0)) { fe = q[$d >> 2] q[(ae + fe) >> 2] = ce break c } fe = q[$d >> 2] ae = (ae + fe) | 0 ce = q[he >> 2] if ((de | 0) < (ce | 0)) { q[ae >> 2] = ce break c } q[ae >> 2] = de } be = (be + 1) | 0 ae = q[ee >> 2] if ((be | 0) < (ae | 0)) { continue } break } if ((ae | 0) < 1) { break b } be = 0 ee = (a + 16) | 0 de = (a + 20) | 0 ge = (a + 8) | 0 he = (a + 12) | 0 while (1) { ae = be << 2 $d = (ae + Yd) | 0 ae = (q[(Xd + ae) >> 2] + q[(ae + fe) >> 2]) | 0 q[$d >> 2] = ae d: { if ((ae | 0) > q[ee >> 2]) { ae = (ae - q[de >> 2]) | 0 } else { if ((ae | 0) >= q[he >> 2]) { break d } ae = (ae + q[de >> 2]) | 0 } q[$d >> 2] = ae } be = (be + 1) | 0 ae = q[ge >> 2] if ((be | 0) < (ae | 0)) { continue } break } } if ((_d | 0) < (Zd | 0)) { me = (0 - _d) << 2 de = (a + 16) | 0 fe = (a + 32) | 0 ee = (a + 8) | 0 ge = (a + 20) | 0 he = (a + 12) | 0 $d = _d while (1) { e: { if ((ae | 0) < 1) { break e } je = $d << 2 le = (je + Yd) | 0 ne = (le + me) | 0 be = 0 while (1) { a = be << 2 ae = q[(a + ne) >> 2] ie = q[de >> 2] f: { if ((ae | 0) > (ie | 0)) { ce = q[fe >> 2] q[(a + ce) >> 2] = ie break f } ce = q[fe >> 2] a = (a + ce) | 0 ie = q[he >> 2] if ((ae | 0) < (ie | 0)) { q[a >> 2] = ie break f } q[a >> 2] = ae } be = (be + 1) | 0 ae = q[ee >> 2] if ((be | 0) < (ae | 0)) { continue } break } be = 0 if ((ae | 0) < 1) { break e } je = (Xd + je) | 0 while (1) { ae = be << 2 a = (ae + le) | 0 ae = (q[(ae + je) >> 2] + q[(ae + ce) >> 2]) | 0 q[a >> 2] = ae g: { if ((ae | 0) > q[de >> 2]) { ae = (ae - q[ge >> 2]) | 0 } else { if ((ae | 0) >= q[he >> 2]) { break g } ae = (ae + q[ge >> 2]) | 0 } q[a >> 2] = ae } be = (be + 1) | 0 ae = q[ee >> 2] if ((be | 0) < (ae | 0)) { continue } break } } $d = (_d + $d) | 0 if (($d | 0) < (Zd | 0)) { continue } break } } An(ke) return 1 } function ng(a, Xd, Yd) { a = a | 0 Xd = Xd | 0 Yd = Yd | 0 var Zd = 0 a: { if (!Se(a, Xd, Yd)) { break a } a = q[(a + 8) >> 2] if (r[(a + 24) | 0] != 3) { break a } Zd = q[(a + 28) >> 2] == 9 } return Zd | 0 } function og(a, Xd, Yd) { a = a | 0 Xd = Xd | 0 Yd = Yd | 0 var _d = 0, $d = 0, oe = 0, pe = 0, qe = 0 a: { if (r[(q[(a + 4) >> 2] + 36) | 0] <= 1) { _d = q[(Yd + 16) >> 2] $d = q[(Yd + 12) >> 2] oe = q[(Yd + 20) >> 2] qe = oe pe = 0 if (($d | 0) < (qe | 0) ? 1 : ($d | 0) <= (qe | 0) ? (t[(Yd + 8) >> 2] > _d >>> 0 ? 0 : 1) : 0) { break a } $d = r[(_d + q[Yd >> 2]) | 0] _d = (_d + 1) | 0 if (_d >>> 0 < 1) { oe = (oe + 1) | 0 } q[(Yd + 16) >> 2] = _d q[(Yd + 20) >> 2] = oe q[(a + 24) >> 2] = $d } pe = Xe(a, Xd, Yd) } return pe | 0 } function pg(a, Xd, Yd) { a = a | 0 Xd = Xd | 0 Yd = Yd | 0 var re = 0, se = 0, te = 0, ue = 0, ve = 0 re = (T - 16) | 0 T = re a: { b: { if (r[(q[(a + 4) >> 2] + 36) | 0] <= 1) { Xd = q[(a + 24) >> 2] break b } ue = q[(Yd + 16) >> 2] se = q[(Yd + 12) >> 2] te = q[(Yd + 20) >> 2] Xd = te ve = 0 if ((se | 0) < (Xd | 0) ? 1 : (se | 0) <= (Xd | 0) ? (t[(Yd + 8) >> 2] > ue >>> 0 ? 0 : 1) : 0) { break a } Xd = r[(ue + q[Yd >> 2]) | 0] se = (ue + 1) | 0 if (se >>> 0 < 1) { te = (te + 1) | 0 } q[(Yd + 16) >> 2] = se q[(Yd + 20) >> 2] = te q[(a + 24) >> 2] = Xd } q[(re + 12) >> 2] = -1 q[(re + 8) >> 2] = 1116 q[(((re + 8) | 0) + 4) >> 2] = Xd ve = ld((re + 8) | 0, q[(a + 16) >> 2]) } a = ve T = (re + 16) | 0 return a | 0 } function qg(a, Xd) { a = a | 0 Xd = Xd | 0 var Yd = 0, we = 0, xe = 0, ye = 0, ze = 0, Ae = x(0), Be = 0, Ce = 0 we = (T - 32) | 0 T = we ye = o[(q[(a + 8) >> 2] + 24) | 0] Yd = q[(a + 16) >> 2] if (q[(Yd + 80) >> 2]) { ze = (q[q[Yd >> 2] >> 2] + q[(Yd + 48) >> 2]) | 0 } q[(we + 8) >> 2] = -1 q[(we + 12) >> 2] = -1 q[we >> 2] = -1 q[(we + 4) >> 2] = -1 a: { Yd = q[(a + 24) >> 2] if ((Yd + -2) >>> 0 > 28) { break a } q[we >> 2] = Yd Yd = -1 << Yd xe = (-2 - Yd) | 0 q[(we + 8) >> 2] = xe q[(we + 4) >> 2] = Yd ^ -1 q[(we + 12) >> 2] = (xe | 0) / 2 if (!Xd) { xe = 1 break a } ye = ye << 2 Yd = 0 Ce = (a + 8) | 0 a = 0 while (1) { Ae = x(x(1) / x(xe | 0)) xe = Yd << 2 rg(x(Ae * x(q[(xe + ze) >> 2])), x(Ae * x(q[((xe | 4) + ze) >> 2])), (we + 20) | 0) Cn((q[q[(q[Ce >> 2] - -64) >> 2] >> 2] + a) | 0, (we + 20) | 0, ye) xe = 1 Be = (Be + 1) | 0 if ((Be | 0) == (Xd | 0)) { break a } Yd = (Yd + 2) | 0 a = (a + ye) | 0 xe = q[(we + 8) >> 2] continue } } T = (we + 32) | 0 return xe | 0 } function rg(a, Xd, De) { var Ee = 0, Fe = 0, Ge = x(0), He = x(0), Ie = x(0), Je = 0, Ke = 0 Ge = x(a + Xd) a: { b: { Ie = x(a - Xd) if (((Ie <= x(0.5)) ^ 1) | ((Ie >= x(-0.5)) ^ 1) | ((Ge >= x(0.5)) ^ 1)) { break b } Fe = 1 if (!(Ge <= x(1.5))) { break b } He = Xd break a } c: { if (!!(Ge <= x(0.5))) { He = x(x(0.5) - a) a = x(x(0.5) - Xd) break c } if (!!(Ge >= x(1.5))) { He = x(x(1.5) - a) a = x(x(1.5) - Xd) break c } if (!!(Ie <= x(-0.5))) { He = x(a + x(0.5)) a = x(Xd + x(-0.5)) break c } He = x(a + x(-0.5)) a = x(Xd + x(0.5)) } Ie = x(a - He) Ge = x(He + a) Fe = -1 } Ee = +He Xd = x(Ee + Ee + -1) Ee = +a a = x(Ee + Ee + -1) Ke = Fe Fe = +Ie Fe = Fe + Fe Ee = 1 - Fe Fe = Fe + 1 Fe = Ee < Fe ? Ee : Fe Ee = +Ge Ee = Ee + Ee Je = 3 - Ee Ee = Ee + -1 Ee = Je < Ee ? Je : Ee He = x(Ke * (Fe < Ee ? Fe : Ee)) Ge = x(x(Xd * Xd) + x(x(a * a) + x(He * He))) d: { if (!!(+Ge < 1e-6)) { q[De >> 2] = 0 Ge = x(0) a = x(0) break d } Ie = x(x(1) / x(E(Ge))) u[De >> 2] = Ie * He Ge = x(Ie * Xd) a = x(Ie * a) } u[(De + 8) >> 2] = Ge u[(De + 4) >> 2] = a } function sg(a, Xd, De, Le) { a = a | 0 Xd = Xd | 0 De = De | 0 Le = Le | 0 var Me = 0, Ne = 0, Oe = 0 Me = (T - 32) | 0 T = Me Le = (Le + -2) | 0 a: { if (Le >>> 0 <= 1) { if (Le - 1) { Le = q[(Xd + 4) >> 2] Xd = q[(Xd + 12) >> 2] q[(Me + 24) >> 2] = -1 q[(Me + 28) >> 2] = -1 q[(Me + 16) >> 2] = -1 q[(Me + 20) >> 2] = -1 if ((De | 0) == -2) { q[(Me + 8) >> 2] = 0 q[a >> 2] = 0 break a } Ne = q[(q[(q[(Le + 4) >> 2] + 8) >> 2] + (Xd << 2)) >> 2] if ((n[q[(q[Le >> 2] + 8) >> 2]](Le) | 0) == 1) { Oe = Xd Xd = s[(Le + 36) >> 1] tg((Me + 8) | 0, Le, De, Oe, (Me + 16) | 0, ((Xd << 24) | ((Xd << 8) & 16711680)) >>> 16) Xd = q[(Me + 8) >> 2] if (Xd) { q[a >> 2] = Xd break a } q[(Me + 8) >> 2] = 0 } Xd = Mm(24) q[(Xd + 4) >> 2] = Ne De = q[(Me + 20) >> 2] q[(Xd + 8) >> 2] = q[(Me + 16) >> 2] q[(Xd + 12) >> 2] = De De = q[(Me + 28) >> 2] q[(Xd + 16) >> 2] = q[(Me + 24) >> 2] q[(Xd + 20) >> 2] = De q[Xd >> 2] = 8576 q[(Me + 8) >> 2] = Xd q[a >> 2] = Xd break a } Le = q[(Xd + 4) >> 2] Xd = q[(Xd + 12) >> 2] q[(Me + 24) >> 2] = -1 q[(Me + 28) >> 2] = -1 q[(Me + 16) >> 2] = -1 q[(Me + 20) >> 2] = -1 if ((De | 0) == -2) { q[(Me + 8) >> 2] = 0 q[a >> 2] = 0 break a } Ne = q[(q[(q[(Le + 4) >> 2] + 8) >> 2] + (Xd << 2)) >> 2] if ((n[q[(q[Le >> 2] + 8) >> 2]](Le) | 0) == 1) { Oe = Xd Xd = s[(Le + 36) >> 1] ug((Me + 8) | 0, Le, De, Oe, (Me + 16) | 0, ((Xd << 24) | ((Xd << 8) & 16711680)) >>> 16) Xd = q[(Me + 8) >> 2] if (Xd) { q[a >> 2] = Xd break a } q[(Me + 8) >> 2] = 0 } Xd = Mm(24) q[(Xd + 4) >> 2] = Ne De = q[(Me + 20) >> 2] q[(Xd + 8) >> 2] = q[(Me + 16) >> 2] q[(Xd + 12) >> 2] = De De = q[(Me + 28) >> 2] q[(Xd + 16) >> 2] = q[(Me + 24) >> 2] q[(Xd + 20) >> 2] = De q[Xd >> 2] = 10580 q[(Me + 8) >> 2] = Xd q[a >> 2] = Xd break a } q[a >> 2] = 0 } T = (Me + 32) | 0 } function tg(a, Xd, De, Le, Pe, Qe) { var Re = 0, Se = 0, Te = 0, Ue = 0 Ue = q[(q[(q[(Xd + 4) >> 2] + 8) >> 2] + (Le << 2)) >> 2] a: { b: { if (((n[q[(q[Xd >> 2] + 8) >> 2]](Xd) | 0) != 1) | ((De + -1) >>> 0 > 5)) { break b } Se = n[q[(q[Xd >> 2] + 36) >> 2]](Xd) | 0 Qe = n[q[(q[Xd >> 2] + 44) >> 2]](Xd, Le) | 0 if (!Se | !Qe) { break b } Te = n[q[(q[Xd >> 2] + 40) >> 2]](Xd, Le) | 0 Le = (Qe + 12) | 0 Re = q[(Xd + 44) >> 2] c: { if (Te) { if ((De | 0) != 6) { break c } Xd = Mm(104) q[(Xd + 4) >> 2] = Ue De = q[(Pe + 4) >> 2] q[(Xd + 8) >> 2] = q[Pe >> 2] q[(Xd + 12) >> 2] = De De = q[(Pe + 12) >> 2] q[(Xd + 16) >> 2] = q[(Pe + 8) >> 2] q[(Xd + 20) >> 2] = De q[(Xd + 36) >> 2] = Qe q[(Xd + 32) >> 2] = Le q[(Xd + 28) >> 2] = Te q[(Xd + 24) >> 2] = Re q[(Xd + 64) >> 2] = Qe q[(Xd + 60) >> 2] = Le q[(Xd + 56) >> 2] = Te q[(Xd + 52) >> 2] = Re q[(Xd + 44) >> 2] = 0 q[(Xd + 48) >> 2] = 0 q[Xd >> 2] = 6860 q[(Xd + 72) >> 2] = -1 q[(Xd + 76) >> 2] = -1 q[(Xd + 68) >> 2] = 1 q[(Xd + 40) >> 2] = 7384 break a } if ((De | 0) != 6) { break c } Xd = Mm(104) q[(Xd + 4) >> 2] = Ue De = q[(Pe + 4) >> 2] q[(Xd + 8) >> 2] = q[Pe >> 2] q[(Xd + 12) >> 2] = De De = q[(Pe + 12) >> 2] q[(Xd + 16) >> 2] = q[(Pe + 8) >> 2] q[(Xd + 20) >> 2] = De q[(Xd + 36) >> 2] = Qe q[(Xd + 32) >> 2] = Le q[(Xd + 28) >> 2] = Se q[(Xd + 24) >> 2] = Re q[(Xd + 64) >> 2] = Qe q[(Xd + 60) >> 2] = Le q[(Xd + 56) >> 2] = Se q[(Xd + 52) >> 2] = Re q[(Xd + 44) >> 2] = 0 q[(Xd + 48) >> 2] = 0 q[Xd >> 2] = 7796 q[(Xd + 72) >> 2] = -1 q[(Xd + 76) >> 2] = -1 q[(Xd + 68) >> 2] = 1 q[(Xd + 40) >> 2] = 8188 break a } q[a >> 2] = 0 } q[a >> 2] = 0 return } q[(Xd + 80) >> 2] = -1 q[(Xd + 84) >> 2] = -1 ah((Xd + 88) | 0) q[a >> 2] = Xd } function ug(a, Xd, De, Le, Pe, Qe) { var Ve = 0, We = 0, Xe = 0, Ye = 0 Ye = q[(q[(q[(Xd + 4) >> 2] + 8) >> 2] + (Le << 2)) >> 2] a: { b: { if (((n[q[(q[Xd >> 2] + 8) >> 2]](Xd) | 0) != 1) | ((De + -1) >>> 0 > 5)) { break b } We = n[q[(q[Xd >> 2] + 36) >> 2]](Xd) | 0 Qe = n[q[(q[Xd >> 2] + 44) >> 2]](Xd, Le) | 0 if (!We | !Qe) { break b } Xe = n[q[(q[Xd >> 2] + 40) >> 2]](Xd, Le) | 0 Le = (Qe + 12) | 0 Ve = q[(Xd + 44) >> 2] c: { if (Xe) { if ((De | 0) != 6) { break c } Xd = Mm(104) q[(Xd + 4) >> 2] = Ye De = q[(Pe + 4) >> 2] q[(Xd + 8) >> 2] = q[Pe >> 2] q[(Xd + 12) >> 2] = De De = q[(Pe + 12) >> 2] q[(Xd + 16) >> 2] = q[(Pe + 8) >> 2] q[(Xd + 20) >> 2] = De q[(Xd + 36) >> 2] = Qe q[(Xd + 32) >> 2] = Le q[(Xd + 28) >> 2] = Xe q[(Xd + 24) >> 2] = Ve q[(Xd + 64) >> 2] = Qe q[(Xd + 60) >> 2] = Le q[(Xd + 56) >> 2] = Xe q[(Xd + 52) >> 2] = Ve q[(Xd + 44) >> 2] = 0 q[(Xd + 48) >> 2] = 0 q[Xd >> 2] = 8744 q[(Xd + 72) >> 2] = -1 q[(Xd + 76) >> 2] = -1 q[(Xd + 68) >> 2] = 1 q[(Xd + 40) >> 2] = 9308 break a } if ((De | 0) != 6) { break c } Xd = Mm(104) q[(Xd + 4) >> 2] = Ye De = q[(Pe + 4) >> 2] q[(Xd + 8) >> 2] = q[Pe >> 2] q[(Xd + 12) >> 2] = De De = q[(Pe + 12) >> 2] q[(Xd + 16) >> 2] = q[(Pe + 8) >> 2] q[(Xd + 20) >> 2] = De q[(Xd + 36) >> 2] = Qe q[(Xd + 32) >> 2] = Le q[(Xd + 28) >> 2] = We q[(Xd + 24) >> 2] = Ve q[(Xd + 64) >> 2] = Qe q[(Xd + 60) >> 2] = Le q[(Xd + 56) >> 2] = We q[(Xd + 52) >> 2] = Ve q[(Xd + 44) >> 2] = 0 q[(Xd + 48) >> 2] = 0 q[Xd >> 2] = 9748 q[(Xd + 72) >> 2] = -1 q[(Xd + 76) >> 2] = -1 q[(Xd + 68) >> 2] = 1 q[(Xd + 40) >> 2] = 10168 break a } q[a >> 2] = 0 } q[a >> 2] = 0 return } q[(Xd + 80) >> 2] = -1 q[(Xd + 84) >> 2] = -1 ah((Xd + 88) | 0) q[a >> 2] = Xd } function vg(a) { a = a | 0 q[a >> 2] = 6860 return a | 0 } function wg(a) { a = a | 0 q[a >> 2] = 6860 An(a) } function xg(a) { a = a | 0 var Xd = 0 a: { if (!q[(a + 44) >> 2] | !q[(a + 48) >> 2] | (!q[(a + 24) >> 2] | !q[(a + 28) >> 2])) { break a } if (!q[(a + 32) >> 2] | !q[(a + 36) >> 2]) { break a } Xd = q[(a + 72) >> 2] != -1 } return Xd | 0 } function yg(a, De) { a = a | 0 De = De | 0 var Le = 0 if (!(q[(De + 56) >> 2] | (r[(De + 24) | 0] != 3))) { q[(a + 44) >> 2] = De Le = 1 } return Le | 0 } function zg(a, De) { a = a | 0 De = De | 0 var Pe = 0, Qe = 0, Ze = 0, _e = 0, $e = 0, af = 0, bf = 0, cf = 0, df = 0, ef = 0, ff = 0 $e = q[(De + 12) >> 2] Pe = $e Qe = q[(De + 20) >> 2] Ze = Qe af = q[(De + 16) >> 2] _e = (af + 4) | 0 if (_e >>> 0 < 4) { Qe = (Qe + 1) | 0 } bf = q[(De + 8) >> 2] a: { if ((Pe | 0) < (Qe | 0) ? 1 : (Pe | 0) <= (Qe | 0) ? (bf >>> 0 >= _e >>> 0 ? 0 : 1) : 0) { break a } cf = q[De >> 2] Pe = (af + cf) | 0 df = r[Pe | 0] | (r[(Pe + 1) | 0] << 8) | ((r[(Pe + 2) | 0] << 16) | (r[(Pe + 3) | 0] << 24)) q[(De + 16) >> 2] = _e q[(De + 20) >> 2] = Qe ef = s[(De + 38) >> 1] if (ef >>> 0 <= 513) { Pe = $e Qe = Ze Ze = (af + 8) | 0 if (Ze >>> 0 < 8) { Qe = (Qe + 1) | 0 } _e = Ze if ((Pe | 0) < (Qe | 0) ? 1 : (Pe | 0) <= (Qe | 0) ? (bf >>> 0 >= _e >>> 0 ? 0 : 1) : 0) { break a } q[(De + 16) >> 2] = _e q[(De + 20) >> 2] = Qe } if (!(df & 1)) { break a } Pe = z(df) ^ 31 if ((Pe + -1) >>> 0 > 28) { break a } q[(a + 8) >> 2] = Pe + 1 Pe = -2 << Pe Ze = (-2 - Pe) | 0 q[(a + 16) >> 2] = Ze q[(a + 12) >> 2] = Pe ^ -1 q[(a + 20) >> 2] = (Ze | 0) / 2 if (ef >>> 0 <= 513) { if (($e | 0) < (Qe | 0) ? 1 : ($e | 0) <= (Qe | 0) ? (bf >>> 0 > _e >>> 0 ? 0 : 1) : 0) { break a } Pe = r[(_e + cf) | 0] Ze = (_e + 1) | 0 if (Ze >>> 0 < 1) { Qe = (Qe + 1) | 0 } q[(De + 16) >> 2] = Ze q[(De + 20) >> 2] = Qe if (Pe >>> 0 > 1) { break a } q[(a + 68) >> 2] = (Pe - 1) | 0 ? 0 : 1 } ff = bh((a + 88) | 0, De) } return ff | 0 } function Ag(a, De, gf, hf, jf, kf) { a = a | 0 De = De | 0 gf = gf | 0 hf = hf | 0 jf = jf | 0 kf = kf | 0 var lf = 0, mf = 0, nf = 0, of = 0, pf = 0, qf = 0, rf = 0, sf = 0, tf = 0, uf = 0, vf = 0 lf = (T - 48) | 0 T = lf rf = (a + 8) | 0 hf = q[rf >> 2] if ((hf + -2) >>> 0 <= 28) { q[(a + 72) >> 2] = hf hf = -1 << hf jf = (-2 - hf) | 0 q[(a + 80) >> 2] = jf q[(a + 76) >> 2] = hf ^ -1 q[(a + 84) >> 2] = (jf | 0) / 2 } q[(a + 48) >> 2] = kf hf = q[(a + 36) >> 2] jf = q[hf >> 2] kf = (hf + 4) | 0 mf = q[kf >> 2] q[(lf + 16) >> 2] = 0 q[(lf + 8) >> 2] = 0 q[(lf + 12) >> 2] = 0 a: { jf = (mf - jf) | 0 if ((jf | 0) < 1) { break a } hf = q[hf >> 2] if ((hf | 0) != q[kf >> 2]) { sf = jf >> 2 tf = (a + 40) | 0 uf = (a + 88) | 0 vf = (a + 36) | 0 while (1) { Sf(tf, q[((pf << 2) + hf) >> 2], (lf + 8) | 0) jf = q[(lf + 12) >> 2] mf = jf >> 31 kf = q[(lf + 8) >> 2] of = kf >> 31 qf = q[(lf + 16) >> 2] nf = qf >> 31 hf = 0 nf = nf ^ (nf + qf) mf = (nf + (((mf ^ (jf + mf)) + (of ^ (kf + of))) | 0)) | 0 if (mf >>> 0 < nf >>> 0) { hf = 1 } b: { if (!(hf | mf)) { q[(lf + 8) >> 2] = q[(a + 84) >> 2] break b } of = q[(a + 84) >> 2] nf = of nf = nf >> 31 jf = ao($n(of, nf, jf, jf >> 31), V, mf, hf) q[(lf + 12) >> 2] = jf hf = ao($n(of, nf, kf, kf >> 31), V, mf, hf) q[(lf + 8) >> 2] = hf kf = hf hf = hf >> 31 hf = (((of - ((kf + hf) ^ hf)) | 0) + ((jf | 0) < 0 ? jf : (0 - jf) | 0)) | 0 if ((qf | 0) >= 0) { q[(lf + 16) >> 2] = hf break b } q[(lf + 16) >> 2] = 0 - hf } hf = dh(uf) kf = q[(lf + 8) >> 2] c: { if (!hf) { jf = q[(lf + 12) >> 2] break c } q[(lf + 16) >> 2] = 0 - q[(lf + 16) >> 2] jf = (0 - q[(lf + 12) >> 2]) | 0 q[(lf + 12) >> 2] = jf kf = (0 - kf) | 0 q[(lf + 8) >> 2] = kf } d: { if ((kf | 0) >= 0) { kf = q[(a + 84) >> 2] hf = (kf + q[(lf + 16) >> 2]) | 0 kf = (jf + kf) | 0 break d } e: { if ((jf | 0) <= -1) { hf = q[(lf + 16) >> 2] kf = hf >> 31 kf = kf ^ (hf + kf) break e } hf = q[(lf + 16) >> 2] kf = hf >> 31 kf = (q[(a + 80) >> 2] - (kf ^ (hf + kf))) | 0 } if ((hf | 0) <= -1) { hf = jf >> 31 hf = (hf + jf) ^ hf break d } hf = jf >> 31 hf = (q[(a + 80) >> 2] - ((hf + jf) ^ hf)) | 0 } jf = q[(a + 80) >> 2] f: { if (!(hf | kf)) { hf = jf kf = hf break f } if (!(((hf | 0) != (jf | 0)) | kf)) { kf = hf break f } if (!(((jf | 0) != (kf | 0)) | hf)) { hf = kf break f } g: { if (kf) { break g } mf = q[(a + 84) >> 2] if ((mf | 0) >= (hf | 0)) { break g } hf = ((mf << 1) - hf) | 0 kf = 0 break f } h: { if ((jf | 0) != (kf | 0)) { break h } mf = q[(a + 84) >> 2] if ((mf | 0) <= (hf | 0)) { break h } hf = ((mf << 1) - hf) | 0 break f } i: { if ((hf | 0) != (jf | 0)) { break i } jf = q[(a + 84) >> 2] if ((jf | 0) <= (kf | 0)) { break i } kf = ((jf << 1) - kf) | 0 break f } if (hf) { break f } hf = 0 jf = q[(a + 84) >> 2] if ((jf | 0) >= (kf | 0)) { break f } kf = ((jf << 1) - kf) | 0 } jf = pf << 3 mf = (jf + De) | 0 of = q[(mf + 4) >> 2] q[(lf + 40) >> 2] = q[mf >> 2] q[(lf + 44) >> 2] = of q[(lf + 28) >> 2] = hf q[(lf + 24) >> 2] = kf Bg((lf + 32) | 0, rf, (lf + 24) | 0, (lf + 40) | 0) hf = (gf + jf) | 0 q[hf >> 2] = q[(lf + 32) >> 2] q[(hf + 4) >> 2] = q[(lf + 36) >> 2] pf = (pf + 1) | 0 if ((pf | 0) >= (sf | 0)) { break a } jf = q[vf >> 2] hf = q[jf >> 2] if (((q[(jf + 4) >> 2] - hf) >> 2) >>> 0 > pf >>> 0) { continue } break } } cn() F() } T = (lf + 48) | 0 return 1 } function Bg(a, De, gf, hf) { var jf = 0, kf = 0, wf = 0, xf = 0, yf = 0, zf = 0, Af = 0, Bf = 0 xf = (De + 12) | 0 Af = q[xf >> 2] kf = (q[(gf + 4) >> 2] - Af) | 0 jf = (q[gf >> 2] - Af) | 0 q[gf >> 2] = jf q[(gf + 4) >> 2] = kf wf = kf >> 31 yf = (wf + kf) ^ wf wf = jf >> 31 xf = q[xf >> 2] Bf = ((yf + ((wf + jf) ^ wf)) | 0) <= (xf | 0) if (!Bf) { a: { b: { if ((jf | 0) >= 0) { zf = 1 yf = 1 if ((kf | 0) > -1) { break a } wf = 1 zf = -1 yf = -1 if ((jf | 0) >= 1) { break b } break a } wf = -1 zf = -1 yf = -1 if ((kf | 0) < 1) { break a } } zf = (kf | 0) < 1 ? -1 : 1 yf = wf } wf = kf << 1 kf = w(xf, zf) wf = (wf - kf) | 0 q[(gf + 4) >> 2] = wf xf = w(xf, yf) jf = ((jf << 1) - xf) | 0 q[gf >> 2] = jf c: { if ((w(yf, zf) | 0) >= 0) { wf = (0 - wf) | 0 q[gf >> 2] = wf jf = (0 - jf) | 0 break c } q[gf >> 2] = wf } kf = (((jf + kf) | 0) / 2) | 0 q[(gf + 4) >> 2] = kf jf = (((xf + wf) | 0) / 2) | 0 q[gf >> 2] = jf xf = q[(De + 12) >> 2] } jf = (q[hf >> 2] + jf) | 0 q[a >> 2] = jf gf = (q[(hf + 4) >> 2] + kf) | 0 q[(a + 4) >> 2] = gf d: { if ((xf | 0) < (jf | 0)) { jf = (jf - q[(De + 4) >> 2]) | 0 break d } if ((jf | 0) >= ((0 - xf) | 0)) { break d } jf = (q[(De + 4) >> 2] + jf) | 0 } q[a >> 2] = jf e: { if ((xf | 0) < (gf | 0)) { gf = (gf - q[(De + 4) >> 2]) | 0 break e } if ((gf | 0) >= ((0 - xf) | 0)) { break e } gf = (q[(De + 4) >> 2] + gf) | 0 } q[(a + 4) >> 2] = gf if (!Bf) { f: { g: { if ((jf | 0) >= 0) { De = 1 hf = 1 if ((gf | 0) > -1) { break f } kf = 1 De = -1 hf = -1 if ((jf | 0) >= 1) { break g } break f } kf = -1 De = -1 hf = -1 if ((gf | 0) < 1) { break f } } De = (gf | 0) < 1 ? -1 : 1 hf = kf } wf = w(De, xf) kf = ((gf << 1) - wf) | 0 q[(a + 4) >> 2] = kf yf = w(hf, xf) gf = ((jf << 1) - yf) | 0 q[a >> 2] = gf h: { if ((w(De, hf) | 0) >= 0) { kf = (0 - kf) | 0 q[a >> 2] = kf gf = (0 - gf) | 0 break h } q[a >> 2] = kf } gf = (((gf + wf) | 0) / 2) | 0 q[(a + 4) >> 2] = gf jf = (((kf + yf) | 0) / 2) | 0 q[a >> 2] = jf } q[a >> 2] = jf + Af q[(a + 4) >> 2] = gf + Af } function Cg(a, De) { a = a | 0 De = De | 0 var gf = 0, hf = 0, Cf = 0, Df = 0, Ef = 0, Ff = 0, Gf = 0, Hf = 0, If = 0 gf = q[(De + 12) >> 2] Ff = gf Cf = gf gf = q[(De + 20) >> 2] Df = gf Ef = q[(De + 16) >> 2] hf = (Ef + 4) | 0 if (hf >>> 0 < 4) { gf = (gf + 1) | 0 } Gf = q[(De + 8) >> 2] Hf = hf hf = gf a: { if ((Cf | 0) < (gf | 0) ? 1 : (Cf | 0) <= (gf | 0) ? (Gf >>> 0 >= Hf >>> 0 ? 0 : 1) : 0) { break a } gf = (Ef + q[De >> 2]) | 0 Cf = r[gf | 0] | (r[(gf + 1) | 0] << 8) | ((r[(gf + 2) | 0] << 16) | (r[(gf + 3) | 0] << 24)) q[(De + 16) >> 2] = Hf q[(De + 20) >> 2] = hf if (s[(De + 38) >> 1] <= 513) { gf = Df hf = (Ef + 8) | 0 if (hf >>> 0 < 8) { gf = (gf + 1) | 0 } Df = hf hf = gf if ((Ff | 0) < (gf | 0) ? 1 : (Ff | 0) <= (gf | 0) ? (Gf >>> 0 >= Df >>> 0 ? 0 : 1) : 0) { break a } q[(De + 16) >> 2] = Df q[(De + 20) >> 2] = hf } if (!(Cf & 1)) { break a } De = z(Cf) ^ 31 if ((De + -1) >>> 0 > 28) { break a } If = 1 q[(a + 8) >> 2] = De + 1 gf = -2 << De De = (-2 - gf) | 0 q[(a + 16) >> 2] = De q[(a + 12) >> 2] = gf ^ -1 q[(a + 20) >> 2] = (De | 0) / 2 } return If | 0 } function Dg(a) { a = a | 0 q[a >> 2] = 7796 return a | 0 } function Eg(a) { a = a | 0 q[a >> 2] = 7796 An(a) } function Fg(a, De, Jf, Kf, Lf, Mf) { a = a | 0 De = De | 0 Jf = Jf | 0 Kf = Kf | 0 Lf = Lf | 0 Mf = Mf | 0 var Nf = 0, Of = 0, Pf = 0, Qf = 0, Rf = 0, Sf = 0, Tf = 0, Uf = 0, Vf = 0, Wf = 0, Xf = 0 Nf = (T - 48) | 0 T = Nf Tf = (a + 8) | 0 Kf = q[Tf >> 2] if ((Kf + -2) >>> 0 <= 28) { q[(a + 72) >> 2] = Kf Kf = -1 << Kf Lf = (-2 - Kf) | 0 q[(a + 80) >> 2] = Lf q[(a + 76) >> 2] = Kf ^ -1 q[(a + 84) >> 2] = (Lf | 0) / 2 } q[(a + 48) >> 2] = Mf Kf = q[(a + 36) >> 2] Lf = q[Kf >> 2] Mf = (Kf + 4) | 0 Of = q[Mf >> 2] q[(Nf + 16) >> 2] = 0 q[(Nf + 8) >> 2] = 0 q[(Nf + 12) >> 2] = 0 a: { Lf = (Of - Lf) | 0 if ((Lf | 0) < 1) { break a } Kf = q[Kf >> 2] if ((Kf | 0) != q[Mf >> 2]) { Uf = Lf >> 2 Vf = (a + 40) | 0 Wf = (a + 88) | 0 Xf = (a + 36) | 0 while (1) { kg(Vf, q[((Rf << 2) + Kf) >> 2], (Nf + 8) | 0) Lf = q[(Nf + 12) >> 2] Of = Lf >> 31 Mf = q[(Nf + 8) >> 2] Qf = Mf >> 31 Sf = q[(Nf + 16) >> 2] Pf = Sf >> 31 Kf = 0 Pf = Pf ^ (Pf + Sf) Of = (Pf + (((Of ^ (Lf + Of)) + (Qf ^ (Mf + Qf))) | 0)) | 0 if (Of >>> 0 < Pf >>> 0) { Kf = 1 } b: { if (!(Kf | Of)) { q[(Nf + 8) >> 2] = q[(a + 84) >> 2] break b } Qf = q[(a + 84) >> 2] Pf = Qf Pf = Pf >> 31 Lf = ao($n(Qf, Pf, Lf, Lf >> 31), V, Of, Kf) q[(Nf + 12) >> 2] = Lf Kf = ao($n(Qf, Pf, Mf, Mf >> 31), V, Of, Kf) q[(Nf + 8) >> 2] = Kf Mf = Kf Kf = Kf >> 31 Kf = (((Qf - ((Mf + Kf) ^ Kf)) | 0) + ((Lf | 0) < 0 ? Lf : (0 - Lf) | 0)) | 0 if ((Sf | 0) >= 0) { q[(Nf + 16) >> 2] = Kf break b } q[(Nf + 16) >> 2] = 0 - Kf } Kf = dh(Wf) Mf = q[(Nf + 8) >> 2] c: { if (!Kf) { Lf = q[(Nf + 12) >> 2] break c } q[(Nf + 16) >> 2] = 0 - q[(Nf + 16) >> 2] Lf = (0 - q[(Nf + 12) >> 2]) | 0 q[(Nf + 12) >> 2] = Lf Mf = (0 - Mf) | 0 q[(Nf + 8) >> 2] = Mf } d: { if ((Mf | 0) >= 0) { Mf = q[(a + 84) >> 2] Kf = (Mf + q[(Nf + 16) >> 2]) | 0 Mf = (Lf + Mf) | 0 break d } e: { if ((Lf | 0) <= -1) { Kf = q[(Nf + 16) >> 2] Mf = Kf >> 31 Mf = Mf ^ (Kf + Mf) break e } Kf = q[(Nf + 16) >> 2] Mf = Kf >> 31 Mf = (q[(a + 80) >> 2] - (Mf ^ (Kf + Mf))) | 0 } if ((Kf | 0) <= -1) { Kf = Lf >> 31 Kf = (Kf + Lf) ^ Kf break d } Kf = Lf >> 31 Kf = (q[(a + 80) >> 2] - ((Kf + Lf) ^ Kf)) | 0 } Lf = q[(a + 80) >> 2] f: { if (!(Kf | Mf)) { Kf = Lf Mf = Kf break f } if (!(((Kf | 0) != (Lf | 0)) | Mf)) { Mf = Kf break f } if (!(((Lf | 0) != (Mf | 0)) | Kf)) { Kf = Mf break f } g: { if (Mf) { break g } Of = q[(a + 84) >> 2] if ((Of | 0) >= (Kf | 0)) { break g } Kf = ((Of << 1) - Kf) | 0 Mf = 0 break f } h: { if ((Lf | 0) != (Mf | 0)) { break h } Of = q[(a + 84) >> 2] if ((Of | 0) <= (Kf | 0)) { break h } Kf = ((Of << 1) - Kf) | 0 break f } i: { if ((Kf | 0) != (Lf | 0)) { break i } Lf = q[(a + 84) >> 2] if ((Lf | 0) <= (Mf | 0)) { break i } Mf = ((Lf << 1) - Mf) | 0 break f } if (Kf) { break f } Kf = 0 Lf = q[(a + 84) >> 2] if ((Lf | 0) >= (Mf | 0)) { break f } Mf = ((Lf << 1) - Mf) | 0 } Lf = Rf << 3 Of = (Lf + De) | 0 Qf = q[(Of + 4) >> 2] q[(Nf + 40) >> 2] = q[Of >> 2] q[(Nf + 44) >> 2] = Qf q[(Nf + 28) >> 2] = Kf q[(Nf + 24) >> 2] = Mf Bg((Nf + 32) | 0, Tf, (Nf + 24) | 0, (Nf + 40) | 0) Kf = (Jf + Lf) | 0 q[Kf >> 2] = q[(Nf + 32) >> 2] q[(Kf + 4) >> 2] = q[(Nf + 36) >> 2] Rf = (Rf + 1) | 0 if ((Rf | 0) >= (Uf | 0)) { break a } Lf = q[Xf >> 2] Kf = q[Lf >> 2] if (((q[(Lf + 4) >> 2] - Kf) >> 2) >>> 0 > Rf >>> 0) { continue } break } } cn() F() } T = (Nf + 48) | 0 return 1 } function Gg(a, De, Jf, Kf, Lf, Mf) { a = a | 0 De = De | 0 Jf = Jf | 0 Kf = Kf | 0 Lf = Lf | 0 Mf = Mf | 0 var Yf = 0, Zf = 0, _f = 0, $f = 0, ag = 0, bg = 0, cg = 0, dg = 0 Mf = (T - 32) | 0 T = Mf Yf = (Lf & 1073741823) != (Lf | 0) ? -1 : Lf << 2 bg = Dn(Mm(Yf), 0, Yf) Yf = bg _f = q[Yf >> 2] Yf = q[(Yf + 4) >> 2] ag = q[(De + 4) >> 2] q[(Mf + 24) >> 2] = q[De >> 2] q[(Mf + 28) >> 2] = ag q[(Mf + 8) >> 2] = _f q[(Mf + 12) >> 2] = Yf _f = (a + 8) | 0 Bg((Mf + 16) | 0, _f, (Mf + 8) | 0, (Mf + 24) | 0) q[Jf >> 2] = q[(Mf + 16) >> 2] q[(Jf + 4) >> 2] = q[(Mf + 20) >> 2] if ((Lf | 0) < (Kf | 0)) { ag = (0 - Lf) << 2 a = Lf while (1) { Zf = a << 2 Yf = (Zf + Jf) | 0 $f = (Yf + ag) | 0 cg = q[$f >> 2] $f = q[($f + 4) >> 2] Zf = (De + Zf) | 0 dg = q[(Zf + 4) >> 2] q[(Mf + 24) >> 2] = q[Zf >> 2] q[(Mf + 28) >> 2] = dg q[(Mf + 8) >> 2] = cg q[(Mf + 12) >> 2] = $f Bg((Mf + 16) | 0, _f, (Mf + 8) | 0, (Mf + 24) | 0) q[Yf >> 2] = q[(Mf + 16) >> 2] q[(Yf + 4) >> 2] = q[(Mf + 20) >> 2] a = (a + Lf) | 0 if ((a | 0) < (Kf | 0)) { continue } break } } An(bg) T = (Mf + 32) | 0 return 1 } function Hg(a) { a = a | 0 q[a >> 2] = 8744 return a | 0 } function Ig(a) { a = a | 0 q[a >> 2] = 8744 An(a) } function Jg(a, De) { a = a | 0 De = De | 0 var Jf = 0, Kf = 0, Lf = 0, Mf = 0, eg = 0, fg = 0, gg = 0, hg = 0, ig = 0, jg = 0, kg = 0 Mf = q[(De + 12) >> 2] eg = Mf Jf = q[(De + 20) >> 2] fg = Jf gg = q[(De + 16) >> 2] Kf = (gg + 4) | 0 if (Kf >>> 0 < 4) { Jf = (Jf + 1) | 0 } hg = q[(De + 8) >> 2] Lf = Kf Kf = Jf a: { if ((eg | 0) < (Jf | 0) ? 1 : (eg | 0) <= (Jf | 0) ? (hg >>> 0 >= Lf >>> 0 ? 0 : 1) : 0) { break a } eg = q[De >> 2] Jf = (gg + eg) | 0 jg = r[Jf | 0] | (r[(Jf + 1) | 0] << 8) | ((r[(Jf + 2) | 0] << 16) | (r[(Jf + 3) | 0] << 24)) q[(De + 16) >> 2] = Lf q[(De + 20) >> 2] = Kf Kf = Mf Jf = fg Lf = (gg + 8) | 0 if (Lf >>> 0 < 8) { Jf = (Jf + 1) | 0 } ig = Lf if ((Kf | 0) < (Jf | 0) ? 1 : (Kf | 0) <= (Jf | 0) ? (hg >>> 0 >= Lf >>> 0 ? 0 : 1) : 0) { break a } q[(De + 16) >> 2] = ig q[(De + 20) >> 2] = Jf if (!(jg & 1)) { break a } Kf = z(jg) ^ 31 if ((Kf + -1) >>> 0 > 28) { break a } q[(a + 8) >> 2] = Kf + 1 Lf = -2 << Kf Kf = (-2 - Lf) | 0 q[(a + 16) >> 2] = Kf q[(a + 12) >> 2] = Lf ^ -1 q[(a + 20) >> 2] = (Kf | 0) / 2 if (s[(De + 38) >> 1] <= 513) { if ((Mf | 0) < (Jf | 0) ? 1 : (Mf | 0) <= (Jf | 0) ? (hg >>> 0 > ig >>> 0 ? 0 : 1) : 0) { break a } Mf = r[(eg + ig) | 0] Kf = (gg + 9) | 0 if (Kf >>> 0 < 9) { fg = (fg + 1) | 0 } Jf = De q[(Jf + 16) >> 2] = Kf q[(Jf + 20) >> 2] = fg if (Mf >>> 0 > 1) { break a } q[(a + 68) >> 2] = (Mf - 1) | 0 ? 0 : 1 } kg = bh((a + 88) | 0, De) } return kg | 0 } function Kg(a, De, lg, mg, ng, og) { a = a | 0 De = De | 0 lg = lg | 0 mg = mg | 0 ng = ng | 0 og = og | 0 var pg = 0, qg = 0, rg = 0, sg = 0, tg = 0, ug = 0, vg = 0, wg = 0, xg = 0, yg = 0, zg = 0 pg = (T - 48) | 0 T = pg vg = (a + 8) | 0 mg = q[vg >> 2] if ((mg + -2) >>> 0 <= 28) { q[(a + 72) >> 2] = mg mg = -1 << mg ng = (-2 - mg) | 0 q[(a + 80) >> 2] = ng q[(a + 76) >> 2] = mg ^ -1 q[(a + 84) >> 2] = (ng | 0) / 2 } q[(a + 48) >> 2] = og mg = q[(a + 36) >> 2] ng = q[mg >> 2] og = (mg + 4) | 0 qg = q[og >> 2] q[(pg + 16) >> 2] = 0 q[(pg + 8) >> 2] = 0 q[(pg + 12) >> 2] = 0 a: { ng = (qg - ng) | 0 if ((ng | 0) < 1) { break a } mg = q[mg >> 2] if ((mg | 0) != q[og >> 2]) { wg = ng >> 2 xg = (a + 40) | 0 yg = (a + 88) | 0 zg = (a + 36) | 0 while (1) { Sf(xg, q[((tg << 2) + mg) >> 2], (pg + 8) | 0) ng = q[(pg + 12) >> 2] qg = ng >> 31 og = q[(pg + 8) >> 2] sg = og >> 31 ug = q[(pg + 16) >> 2] rg = ug >> 31 mg = 0 rg = rg ^ (rg + ug) qg = (rg + (((qg ^ (ng + qg)) + (sg ^ (og + sg))) | 0)) | 0 if (qg >>> 0 < rg >>> 0) { mg = 1 } b: { if (!(mg | qg)) { q[(pg + 8) >> 2] = q[(a + 84) >> 2] break b } sg = q[(a + 84) >> 2] rg = sg rg = rg >> 31 ng = ao($n(sg, rg, ng, ng >> 31), V, qg, mg) q[(pg + 12) >> 2] = ng mg = ao($n(sg, rg, og, og >> 31), V, qg, mg) q[(pg + 8) >> 2] = mg og = mg mg = mg >> 31 mg = (((sg - ((og + mg) ^ mg)) | 0) + ((ng | 0) < 0 ? ng : (0 - ng) | 0)) | 0 if ((ug | 0) >= 0) { q[(pg + 16) >> 2] = mg break b } q[(pg + 16) >> 2] = 0 - mg } mg = dh(yg) og = q[(pg + 8) >> 2] c: { if (!mg) { ng = q[(pg + 12) >> 2] break c } q[(pg + 16) >> 2] = 0 - q[(pg + 16) >> 2] ng = (0 - q[(pg + 12) >> 2]) | 0 q[(pg + 12) >> 2] = ng og = (0 - og) | 0 q[(pg + 8) >> 2] = og } d: { if ((og | 0) >= 0) { og = q[(a + 84) >> 2] mg = (og + q[(pg + 16) >> 2]) | 0 og = (ng + og) | 0 break d } e: { if ((ng | 0) <= -1) { mg = q[(pg + 16) >> 2] og = mg >> 31 og = og ^ (mg + og) break e } mg = q[(pg + 16) >> 2] og = mg >> 31 og = (q[(a + 80) >> 2] - (og ^ (mg + og))) | 0 } if ((mg | 0) <= -1) { mg = ng >> 31 mg = (mg + ng) ^ mg break d } mg = ng >> 31 mg = (q[(a + 80) >> 2] - ((mg + ng) ^ mg)) | 0 } ng = q[(a + 80) >> 2] f: { if (!(mg | og)) { mg = ng og = mg break f } if (!(((mg | 0) != (ng | 0)) | og)) { og = mg break f } if (!(((ng | 0) != (og | 0)) | mg)) { mg = og break f } g: { if (og) { break g } qg = q[(a + 84) >> 2] if ((qg | 0) >= (mg | 0)) { break g } mg = ((qg << 1) - mg) | 0 og = 0 break f } h: { if ((ng | 0) != (og | 0)) { break h } qg = q[(a + 84) >> 2] if ((qg | 0) <= (mg | 0)) { break h } mg = ((qg << 1) - mg) | 0 break f } i: { if ((mg | 0) != (ng | 0)) { break i } ng = q[(a + 84) >> 2] if ((ng | 0) <= (og | 0)) { break i } og = ((ng << 1) - og) | 0 break f } if (mg) { break f } mg = 0 ng = q[(a + 84) >> 2] if ((ng | 0) >= (og | 0)) { break f } og = ((ng << 1) - og) | 0 } ng = tg << 3 qg = (ng + De) | 0 sg = q[(qg + 4) >> 2] qg = q[qg >> 2] q[(pg + 36) >> 2] = mg q[(pg + 32) >> 2] = og q[(pg + 24) >> 2] = qg q[(pg + 28) >> 2] = sg Lg((pg + 40) | 0, vg, (pg + 32) | 0, (pg + 24) | 0) mg = (lg + ng) | 0 q[mg >> 2] = q[(pg + 40) >> 2] q[(mg + 4) >> 2] = q[(pg + 44) >> 2] tg = (tg + 1) | 0 if ((tg | 0) >= (wg | 0)) { break a } ng = q[zg >> 2] mg = q[ng >> 2] if (((q[(ng + 4) >> 2] - mg) >> 2) >>> 0 > tg >>> 0) { continue } break } } cn() F() } T = (pg + 48) | 0 return 1 } function Lg(a, De, lg, mg) { var ng = 0, og = 0, Ag = 0, Bg = 0, Cg = 0, Dg = 0, Eg = 0, Fg = 0 Bg = (De + 12) | 0 Eg = q[Bg >> 2] og = (q[(lg + 4) >> 2] - Eg) | 0 ng = (q[lg >> 2] - Eg) | 0 q[lg >> 2] = ng q[(lg + 4) >> 2] = og Ag = og >> 31 Cg = (Ag + og) ^ Ag Ag = ng >> 31 Bg = q[Bg >> 2] Fg = ((Cg + ((Ag + ng) ^ Ag)) | 0) <= (Bg | 0) if (!Fg) { a: { b: { if ((ng | 0) >= 0) { Ag = 1 Dg = 1 if ((og | 0) > -1) { break a } Cg = 1 Ag = -1 Dg = -1 if ((ng | 0) >= 1) { break b } break a } Cg = -1 Ag = -1 Dg = -1 if ((og | 0) < 1) { break a } } Ag = (og | 0) < 1 ? -1 : 1 Dg = Cg } Cg = og << 1 og = w(Ag, Bg) Cg = (Cg - og) | 0 q[(lg + 4) >> 2] = Cg Bg = w(Bg, Dg) ng = ((ng << 1) - Bg) | 0 q[lg >> 2] = ng c: { if ((w(Ag, Dg) | 0) >= 0) { Cg = (0 - Cg) | 0 q[lg >> 2] = Cg ng = (0 - ng) | 0 break c } q[lg >> 2] = Cg } og = (((ng + og) | 0) / 2) | 0 q[(lg + 4) >> 2] = og ng = (((Bg + Cg) | 0) / 2) | 0 q[lg >> 2] = ng } d: { e: { f: { g: { h: { i: { j: { k: { if (!ng) { if (og) { break j } Bg = 1 Dg = 0 break k } Bg = 1 Ag = ((ng | 0) < 0) & ((og | 0) < 1) if ((ng | 0) >= 1) { Dg = (og | 0) > -1 ? 2 : 1 if (Ag) { break k } break i } Dg = (og | 0) > 0 ? 3 : 0 if (!Ag) { break i } } Ag = og Cg = ng break d } if ((og | 0) >= 1) { break f } break h } Ag = (Dg + -1) | 0 if (Ag >>> 0 > 2) { Ag = og og = ng Dg = 0 break e } switch ((Ag - 1) | 0) { case 0: break g case 1: break f default: break h } } Ag = (0 - ng) | 0 Dg = 1 break e } Ag = (0 - og) | 0 og = (0 - ng) | 0 Dg = 2 break e } Ag = ng og = (0 - og) | 0 Dg = 3 } ng = lg Cg = og q[ng >> 2] = og q[(ng + 4) >> 2] = Ag Bg = 0 } og = (q[mg >> 2] + Cg) | 0 q[a >> 2] = og ng = (q[(mg + 4) >> 2] + Ag) | 0 q[(a + 4) >> 2] = ng Ag = q[(De + 12) >> 2] l: { if ((Ag | 0) < (og | 0)) { og = (og - q[(De + 4) >> 2]) | 0 break l } if ((og | 0) >= ((0 - Ag) | 0)) { break l } og = (q[(De + 4) >> 2] + og) | 0 } q[a >> 2] = og m: { if ((Ag | 0) < (ng | 0)) { ng = (ng - q[(De + 4) >> 2]) | 0 break m } if ((ng | 0) >= ((0 - Ag) | 0)) { break m } ng = (q[(De + 4) >> 2] + ng) | 0 } q[(a + 4) >> 2] = ng n: { if (Bg) { lg = ng ng = og break n } De = (((4 - Dg) & 3) + -1) | 0 o: { if (De >>> 0 > 2) { lg = ng ng = og break o } p: { switch ((De - 1) | 0) { default: lg = (0 - og) | 0 break o case 0: lg = (0 - ng) | 0 ng = (0 - og) | 0 break o case 1: break p } } ng = (0 - ng) | 0 lg = og } q[a >> 2] = ng q[(a + 4) >> 2] = lg } if (!Fg) { q: { r: { if ((ng | 0) >= 0) { De = 1 Bg = 1 if ((lg | 0) > -1) { break q } og = 1 De = -1 Bg = -1 if ((ng | 0) >= 1) { break r } break q } og = -1 De = -1 Bg = -1 if ((lg | 0) < 1) { break q } } De = (lg | 0) < 1 ? -1 : 1 Bg = og } mg = lg << 1 lg = w(De, Ag) og = (mg - lg) | 0 q[(a + 4) >> 2] = og mg = w(Ag, Bg) ng = ((ng << 1) - mg) | 0 q[a >> 2] = ng s: { if ((w(De, Bg) | 0) >= 0) { og = (0 - og) | 0 q[a >> 2] = og ng = (0 - ng) | 0 break s } q[a >> 2] = og } lg = (((lg + ng) | 0) / 2) | 0 q[(a + 4) >> 2] = lg ng = (((mg + og) | 0) / 2) | 0 q[a >> 2] = ng } q[a >> 2] = ng + Eg q[(a + 4) >> 2] = lg + Eg } function Mg(a, De) { a = a | 0 De = De | 0 var lg = 0, mg = 0, Gg = 0, Hg = 0, Ig = 0, Jg = 0, Kg = 0, Lg = 0, Mg = 0 lg = q[(De + 12) >> 2] Jg = lg Gg = lg lg = q[(De + 20) >> 2] Hg = lg Ig = q[(De + 16) >> 2] mg = (Ig + 4) | 0 if (mg >>> 0 < 4) { lg = (lg + 1) | 0 } Kg = q[(De + 8) >> 2] Lg = mg mg = lg a: { if ((Gg | 0) < (lg | 0) ? 1 : (Gg | 0) <= (lg | 0) ? (Kg >>> 0 >= Lg >>> 0 ? 0 : 1) : 0) { break a } lg = (Ig + q[De >> 2]) | 0 Gg = r[lg | 0] | (r[(lg + 1) | 0] << 8) | ((r[(lg + 2) | 0] << 16) | (r[(lg + 3) | 0] << 24)) q[(De + 16) >> 2] = Lg q[(De + 20) >> 2] = mg lg = Hg mg = (Ig + 8) | 0 if (mg >>> 0 < 8) { lg = (lg + 1) | 0 } Hg = mg mg = lg if ((Jg | 0) < (lg | 0) ? 1 : (Jg | 0) <= (lg | 0) ? (Kg >>> 0 >= Hg >>> 0 ? 0 : 1) : 0) { break a } q[(De + 16) >> 2] = Hg q[(De + 20) >> 2] = mg if (!(Gg & 1)) { break a } De = z(Gg) ^ 31 if ((De + -1) >>> 0 > 28) { break a } Mg = 1 q[(a + 8) >> 2] = De + 1 lg = -2 << De De = (-2 - lg) | 0 q[(a + 16) >> 2] = De q[(a + 12) >> 2] = lg ^ -1 q[(a + 20) >> 2] = (De | 0) / 2 } return Mg | 0 } function Ng(a) { a = a | 0 q[a >> 2] = 9748 return a | 0 } function Og(a) { a = a | 0 q[a >> 2] = 9748 An(a) } function Pg(a, De, Ng, Og, Pg, Qg) { a = a | 0 De = De | 0 Ng = Ng | 0 Og = Og | 0 Pg = Pg | 0 Qg = Qg | 0 var Rg = 0, Sg = 0, Tg = 0, Ug = 0, Vg = 0, Wg = 0, Xg = 0, Yg = 0, Zg = 0, _g = 0, $g = 0 Rg = (T - 48) | 0 T = Rg Xg = (a + 8) | 0 Og = q[Xg >> 2] if ((Og + -2) >>> 0 <= 28) { q[(a + 72) >> 2] = Og Og = -1 << Og Pg = (-2 - Og) | 0 q[(a + 80) >> 2] = Pg q[(a + 76) >> 2] = Og ^ -1 q[(a + 84) >> 2] = (Pg | 0) / 2 } q[(a + 48) >> 2] = Qg Og = q[(a + 36) >> 2] Pg = q[Og >> 2] Qg = (Og + 4) | 0 Sg = q[Qg >> 2] q[(Rg + 16) >> 2] = 0 q[(Rg + 8) >> 2] = 0 q[(Rg + 12) >> 2] = 0 a: { Pg = (Sg - Pg) | 0 if ((Pg | 0) < 1) { break a } Og = q[Og >> 2] if ((Og | 0) != q[Qg >> 2]) { Yg = Pg >> 2 Zg = (a + 40) | 0 _g = (a + 88) | 0 $g = (a + 36) | 0 while (1) { kg(Zg, q[((Vg << 2) + Og) >> 2], (Rg + 8) | 0) Pg = q[(Rg + 12) >> 2] Sg = Pg >> 31 Qg = q[(Rg + 8) >> 2] Ug = Qg >> 31 Wg = q[(Rg + 16) >> 2] Tg = Wg >> 31 Og = 0 Tg = Tg ^ (Tg + Wg) Sg = (Tg + (((Sg ^ (Pg + Sg)) + (Ug ^ (Qg + Ug))) | 0)) | 0 if (Sg >>> 0 < Tg >>> 0) { Og = 1 } b: { if (!(Og | Sg)) { q[(Rg + 8) >> 2] = q[(a + 84) >> 2] break b } Ug = q[(a + 84) >> 2] Tg = Ug Tg = Tg >> 31 Pg = ao($n(Ug, Tg, Pg, Pg >> 31), V, Sg, Og) q[(Rg + 12) >> 2] = Pg Og = ao($n(Ug, Tg, Qg, Qg >> 31), V, Sg, Og) q[(Rg + 8) >> 2] = Og Qg = Og Og = Og >> 31 Og = (((Ug - ((Qg + Og) ^ Og)) | 0) + ((Pg | 0) < 0 ? Pg : (0 - Pg) | 0)) | 0 if ((Wg | 0) >= 0) { q[(Rg + 16) >> 2] = Og break b } q[(Rg + 16) >> 2] = 0 - Og } Og = dh(_g) Qg = q[(Rg + 8) >> 2] c: { if (!Og) { Pg = q[(Rg + 12) >> 2] break c } q[(Rg + 16) >> 2] = 0 - q[(Rg + 16) >> 2] Pg = (0 - q[(Rg + 12) >> 2]) | 0 q[(Rg + 12) >> 2] = Pg Qg = (0 - Qg) | 0 q[(Rg + 8) >> 2] = Qg } d: { if ((Qg | 0) >= 0) { Qg = q[(a + 84) >> 2] Og = (Qg + q[(Rg + 16) >> 2]) | 0 Qg = (Pg + Qg) | 0 break d } e: { if ((Pg | 0) <= -1) { Og = q[(Rg + 16) >> 2] Qg = Og >> 31 Qg = Qg ^ (Og + Qg) break e } Og = q[(Rg + 16) >> 2] Qg = Og >> 31 Qg = (q[(a + 80) >> 2] - (Qg ^ (Og + Qg))) | 0 } if ((Og | 0) <= -1) { Og = Pg >> 31 Og = (Og + Pg) ^ Og break d } Og = Pg >> 31 Og = (q[(a + 80) >> 2] - ((Og + Pg) ^ Og)) | 0 } Pg = q[(a + 80) >> 2] f: { if (!(Og | Qg)) { Og = Pg Qg = Og break f } if (!(((Og | 0) != (Pg | 0)) | Qg)) { Qg = Og break f } if (!(((Pg | 0) != (Qg | 0)) | Og)) { Og = Qg break f } g: { if (Qg) { break g } Sg = q[(a + 84) >> 2] if ((Sg | 0) >= (Og | 0)) { break g } Og = ((Sg << 1) - Og) | 0 Qg = 0 break f } h: { if ((Pg | 0) != (Qg | 0)) { break h } Sg = q[(a + 84) >> 2] if ((Sg | 0) <= (Og | 0)) { break h } Og = ((Sg << 1) - Og) | 0 break f } i: { if ((Og | 0) != (Pg | 0)) { break i } Pg = q[(a + 84) >> 2] if ((Pg | 0) <= (Qg | 0)) { break i } Qg = ((Pg << 1) - Qg) | 0 break f } if (Og) { break f } Og = 0 Pg = q[(a + 84) >> 2] if ((Pg | 0) >= (Qg | 0)) { break f } Qg = ((Pg << 1) - Qg) | 0 } Pg = Vg << 3 Sg = (Pg + De) | 0 Ug = q[(Sg + 4) >> 2] Sg = q[Sg >> 2] q[(Rg + 36) >> 2] = Og q[(Rg + 32) >> 2] = Qg q[(Rg + 24) >> 2] = Sg q[(Rg + 28) >> 2] = Ug Lg((Rg + 40) | 0, Xg, (Rg + 32) | 0, (Rg + 24) | 0) Og = (Ng + Pg) | 0 q[Og >> 2] = q[(Rg + 40) >> 2] q[(Og + 4) >> 2] = q[(Rg + 44) >> 2] Vg = (Vg + 1) | 0 if ((Vg | 0) >= (Yg | 0)) { break a } Pg = q[$g >> 2] Og = q[Pg >> 2] if (((q[(Pg + 4) >> 2] - Og) >> 2) >>> 0 > Vg >>> 0) { continue } break } } cn() F() } T = (Rg + 48) | 0 return 1 } function Qg(a, De, Ng, Og, Pg, Qg) { a = a | 0 De = De | 0 Ng = Ng | 0 Og = Og | 0 Pg = Pg | 0 Qg = Qg | 0 var ah = 0, bh = 0, ch = 0, dh = 0, eh = 0, fh = 0, gh = 0, hh = 0 Qg = (T - 32) | 0 T = Qg bh = (Pg & 1073741823) != (Pg | 0) ? -1 : Pg << 2 bh = Dn(Mm(bh), 0, bh) ah = q[De >> 2] ch = q[(De + 4) >> 2] eh = q[(bh + 4) >> 2] q[(Qg + 16) >> 2] = q[bh >> 2] q[(Qg + 20) >> 2] = eh q[(Qg + 8) >> 2] = ah q[(Qg + 12) >> 2] = ch ch = (a + 8) | 0 Lg((Qg + 24) | 0, ch, (Qg + 16) | 0, (Qg + 8) | 0) q[Ng >> 2] = q[(Qg + 24) >> 2] q[(Ng + 4) >> 2] = q[(Qg + 28) >> 2] if ((Pg | 0) < (Og | 0)) { eh = (0 - Pg) << 2 a = Pg while (1) { ah = a << 2 dh = (ah + De) | 0 gh = q[dh >> 2] dh = q[(dh + 4) >> 2] ah = (Ng + ah) | 0 fh = (ah + eh) | 0 hh = q[(fh + 4) >> 2] q[(Qg + 16) >> 2] = q[fh >> 2] q[(Qg + 20) >> 2] = hh q[(Qg + 8) >> 2] = gh q[(Qg + 12) >> 2] = dh Lg((Qg + 24) | 0, ch, (Qg + 16) | 0, (Qg + 8) | 0) q[ah >> 2] = q[(Qg + 24) >> 2] q[(ah + 4) >> 2] = q[(Qg + 28) >> 2] a = (a + Pg) | 0 if ((a | 0) < (Og | 0)) { continue } break } } An(bh) T = (Qg + 32) | 0 return 1 } function Rg(a, De, Ng) { a = a | 0 De = De | 0 Ng = Ng | 0 if (Se(a, De, Ng)) { a = q[(q[(q[(q[(De + 4) >> 2] + 8) >> 2] + (Ng << 2)) >> 2] + 28) >> 2] == 9 } else { a = 0 } return a | 0 } function Sg(a, De, Ng) { a = a | 0 De = De | 0 Ng = Ng | 0 var Og = 0 a: { if (r[(q[(a + 4) >> 2] + 36) | 0] <= 1) { Og = 0 if (!n[q[(q[a >> 2] + 52) >> 2]](a)) { break a } } Og = Xe(a, De, Ng) } return Og | 0 } function Tg(a, De, Ng) { a = a | 0 De = De | 0 Ng = Ng | 0 De = (T - 32) | 0 T = De a: { if (r[(q[(a + 4) >> 2] + 36) | 0] >= 2) { Ng = 0 if (!n[q[(q[a >> 2] + 52) >> 2]](a)) { break a } } q[(De + 24) >> 2] = 0 q[(De + 28) >> 2] = 0 q[(De + 16) >> 2] = 0 q[(De + 20) >> 2] = 0 q[(De + 12) >> 2] = -1 q[(De + 8) >> 2] = 1232 gd((De + 8) | 0, q[(a + 24) >> 2], q[(a + 28) >> 2], o[(q[(a + 8) >> 2] + 24) | 0], u[(a + 32) >> 2]) Ng = ld((De + 8) | 0, q[(a + 16) >> 2]) q[(De + 8) >> 2] = 1232 a = q[(De + 16) >> 2] if (!a) { break a } q[(De + 20) >> 2] = a An(a) } T = (De + 32) | 0 return Ng | 0 } function Ug(a, De) { a = a | 0 De = De | 0 return n[q[(q[a >> 2] + 56) >> 2]](a, De) | 0 } function Vg(a) { a = a | 0 var De = 0, Ng = 0, Pg = 0, Qg = 0, ih = 0, jh = 0, kh = 0, lh = 0, mh = 0, nh = 0 De = o[(q[(a + 8) >> 2] + 24) | 0] Pg = De << 2 De = Mm((De | 0) != (De & 1073741823) ? -1 : Pg) Ng = q[(a + 28) >> 2] q[(a + 28) >> 2] = De if (Ng) { An(Ng) } lh = (a + 4) | 0 Ng = q[(q[lh >> 2] + 32) >> 2] De = q[(Ng + 8) >> 2] mh = q[(Ng + 12) >> 2] jh = De ih = q[(Ng + 20) >> 2] kh = q[(Ng + 16) >> 2] De = Pg Qg = (kh + De) | 0 if (Qg >>> 0 < De >>> 0) { ih = (ih + 1) | 0 } a: { if ((mh | 0) < (ih | 0) ? 1 : (mh | 0) <= (ih | 0) ? (jh >>> 0 >= Qg >>> 0 ? 0 : 1) : 0) { break a } Cn(q[(a + 28) >> 2], (kh + q[Ng >> 2]) | 0, Pg) Pg = Ng jh = Ng Qg = q[(Ng + 20) >> 2] Ng = (De + q[(Ng + 16) >> 2]) | 0 if (Ng >>> 0 < De >>> 0) { Qg = (Qg + 1) | 0 } q[(jh + 16) >> 2] = Ng q[(Pg + 20) >> 2] = Qg Qg = q[lh >> 2] Pg = q[(Qg + 32) >> 2] De = q[(Pg + 8) >> 2] ih = q[(Pg + 12) >> 2] jh = De kh = q[(Pg + 20) >> 2] Ng = q[(Pg + 16) >> 2] De = (Ng + 4) | 0 if (De >>> 0 < 4) { kh = (kh + 1) | 0 } if ((ih | 0) < (kh | 0) ? 1 : (ih | 0) <= (kh | 0) ? (jh >>> 0 >= De >>> 0 ? 0 : 1) : 0) { break a } De = (Ng + q[Pg >> 2]) | 0 q[(a + 32) >> 2] = r[De | 0] | (r[(De + 1) | 0] << 8) | ((r[(De + 2) | 0] << 16) | (r[(De + 3) | 0] << 24)) De = Pg jh = De Ng = q[(De + 20) >> 2] Pg = (q[(De + 16) >> 2] + 4) | 0 if (Pg >>> 0 < 4) { Ng = (Ng + 1) | 0 } q[(jh + 16) >> 2] = Pg q[(De + 20) >> 2] = Ng De = q[(Qg + 32) >> 2] ih = q[(De + 16) >> 2] Qg = q[(De + 12) >> 2] Pg = q[(De + 20) >> 2] Ng = Pg if ((Qg | 0) < (Ng | 0) ? 1 : (Qg | 0) <= (Ng | 0) ? (t[(De + 8) >> 2] > ih >>> 0 ? 0 : 1) : 0) { break a } Qg = r[(ih + q[De >> 2]) | 0] Ng = (ih + 1) | 0 if (Ng >>> 0 < 1) { Pg = (Pg + 1) | 0 } q[(De + 16) >> 2] = Ng q[(De + 20) >> 2] = Pg if (Qg >>> 0 > 31) { break a } q[(a + 24) >> 2] = Qg nh = 1 } return nh | 0 } function Wg(a, oh) { a = a | 0 oh = oh | 0 var ph = 0, qh = 0, rh = 0, sh = 0, th = 0, uh = 0, vh = 0, wh = 0, xh = 0, yh = 0, zh = 0, Ah = 0, Bh = 0, Ch = 0, Dh = x(0) sh = (T - 16) | 0 T = sh qh = q[(a + 24) >> 2] rh = o[(q[(a + 8) >> 2] + 24) | 0] th = rh << 2 uh = Mm((rh & 1073741823) != (rh | 0) ? -1 : th) vh = hk((sh + 8) | 0) a: { if (!ik(vh, u[(a + 32) >> 2], (-1 << qh) ^ -1)) { break a } ph = q[(a + 16) >> 2] qh = 0 b: { if (!q[(ph + 80) >> 2]) { break b } qh = (q[q[ph >> 2] >> 2] + q[(ph + 48) >> 2]) | 0 } if (!oh) { ph = 1 break a } zh = (rh | 0) < 1 Ah = (a + 28) | 0 Bh = (a + 8) | 0 a = 0 while (1) { if (!zh) { Ch = q[Ah >> 2] Dh = u[vh >> 2] ph = 0 while (1) { wh = ph << 2 u[(wh + uh) >> 2] = x(Dh * x(q[((a << 2) + qh) >> 2])) + u[(Ch + wh) >> 2] a = (a + 1) | 0 ph = (ph + 1) | 0 if ((rh | 0) != (ph | 0)) { continue } break } } Cn((q[q[(q[Bh >> 2] - -64) >> 2] >> 2] + xh) | 0, uh, th) xh = (th + xh) | 0 ph = 1 yh = (yh + 1) | 0 if ((yh | 0) != (oh | 0)) { continue } break } } An(uh) T = (sh + 16) | 0 return ph | 0 } function Xg(a) { a = a | 0 var oh = 0, Eh = 0 q[a >> 2] = 10764 Eh = (a + 28) | 0 oh = q[Eh >> 2] q[Eh >> 2] = 0 if (oh) { An(oh) } q[a >> 2] = 2220 Eh = (a + 20) | 0 oh = q[Eh >> 2] q[Eh >> 2] = 0 if (oh) { n[q[(q[oh >> 2] + 4) >> 2]](oh) } q[a >> 2] = 1908 Eh = (a + 16) | 0 oh = q[Eh >> 2] q[Eh >> 2] = 0 if (oh) { Hb(oh) } return a | 0 } function Yg(a) { a = a | 0 var Fh = 0, Gh = 0 q[a >> 2] = 10764 Gh = (a + 28) | 0 Fh = q[Gh >> 2] q[Gh >> 2] = 0 if (Fh) { An(Fh) } q[a >> 2] = 2220 Gh = (a + 20) | 0 Fh = q[Gh >> 2] q[Gh >> 2] = 0 if (Fh) { n[q[(q[Fh >> 2] + 4) >> 2]](Fh) } q[a >> 2] = 1908 Gh = (a + 16) | 0 Fh = q[Gh >> 2] q[Gh >> 2] = 0 if (Fh) { Hb(Fh) } An(a) } function Zg(a) { q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 16) >> 2] = 0 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 } function _g(a) { var Hh = 0, Ih = 0 q[(a + 16) >> 2] = 0 Ih = (a + 4) | 0 Hh = q[a >> 2] q[Ih >> 2] = Hh q[(a + 12) >> 2] = Hh if (Hh) { q[Ih >> 2] = Hh An(Hh) } } function $g(a, Jh) { var Kh = 0, Lh = 0, Mh = 0, Nh = 0, Oh = 0, Ph = 0, Qh = 0, Rh = 0, Sh = 0 q[(a + 16) >> 2] = 0 Kh = q[a >> 2] q[(a + 4) >> 2] = Kh q[(a + 12) >> 2] = Kh Qh = q[(Jh + 12) >> 2] Kh = Qh Lh = q[(Jh + 20) >> 2] Mh = q[(Jh + 16) >> 2] Nh = (Mh + 4) | 0 if (Nh >>> 0 < 4) { Lh = (Lh + 1) | 0 } Ph = q[(Jh + 8) >> 2] Oh = Nh Nh = Lh a: { if ((Kh | 0) < (Lh | 0) ? 1 : (Kh | 0) <= (Lh | 0) ? (Ph >>> 0 >= Oh >>> 0 ? 0 : 1) : 0) { break a } Kh = (Mh + q[Jh >> 2]) | 0 Lh = r[Kh | 0] | (r[(Kh + 1) | 0] << 8) | ((r[(Kh + 2) | 0] << 16) | (r[(Kh + 3) | 0] << 24)) q[(Jh + 16) >> 2] = Oh q[(Jh + 20) >> 2] = Nh if (!Lh | (Lh & 3)) { break a } Mh = Ph Kh = Lh Rh = (Mh - Oh) >>> 0 >= Kh >>> 0 ? 0 : 1 Mh = (Qh - ((Nh + (Mh >>> 0 < Oh >>> 0)) | 0)) | 0 if ((Mh | 0) < 0 ? 1 : (Mh | 0) <= 0 ? Rh : 0) { break a } Mh = Lh >>> 2 if (Mh) { Fa(a, Mh) Ph = q[(Jh + 8) >> 2] Qh = q[(Jh + 12) >> 2] Oh = q[(Jh + 16) >> 2] Nh = q[(Jh + 20) >> 2] } Mh = (Kh + Oh) | 0 if (Mh >>> 0 < Kh >>> 0) { Nh = (Nh + 1) | 0 } if ((Qh | 0) < (Nh | 0) ? 1 : (Qh | 0) <= (Nh | 0) ? (Ph >>> 0 >= Mh >>> 0 ? 0 : 1) : 0) { break a } Cn(q[a >> 2], (Oh + q[Jh >> 2]) | 0, Lh) Nh = Jh Ph = Jh Lh = q[(Jh + 20) >> 2] Jh = (Kh + q[(Jh + 16) >> 2]) | 0 if (Jh >>> 0 < Kh >>> 0) { Lh = (Lh + 1) | 0 } q[(Ph + 16) >> 2] = Jh q[(Nh + 20) >> 2] = Lh q[(a + 16) >> 2] = 0 q[(a + 12) >> 2] = q[a >> 2] Sh = 1 } return Sh } function ah(a) { q[a >> 2] = 0 q[(a + 4) >> 2] = 0 o[(a + 5) | 0] = 0 o[(a + 6) | 0] = 0 o[(a + 7) | 0] = 0 o[(a + 8) | 0] = 0 o[(a + 9) | 0] = 0 o[(a + 10) | 0] = 0 o[(a + 11) | 0] = 0 o[(a + 12) | 0] = 0 return a } function bh(a, Jh) { var Th = 0, Uh = 0, Vh = 0, Wh = 0, Xh = 0, Yh = 0, Zh = 0, _h = 0, $h = 0, ai = 0, bi = 0 _h = (T - 16) | 0 T = _h Wh = q[(Jh + 16) >> 2] Th = q[(Jh + 12) >> 2] Uh = q[(Jh + 20) >> 2] a: { if ((Th | 0) < (Uh | 0) ? 1 : (Th | 0) <= (Uh | 0) ? (t[(Jh + 8) >> 2] > Wh >>> 0 ? 0 : 1) : 0) { break a } o[(a + 12) | 0] = r[(Wh + q[Jh >> 2]) | 0] Th = q[(Jh + 20) >> 2] Wh = Th Xh = q[(Jh + 16) >> 2] Yh = (Xh + 1) | 0 if (Yh >>> 0 < 1) { Th = (Th + 1) | 0 } Vh = Yh q[(Jh + 16) >> 2] = Vh q[(Jh + 20) >> 2] = Th b: { if (s[(Jh + 38) >> 1] <= 513) { Zh = q[(Jh + 12) >> 2] $h = Zh Uh = Wh Th = (Xh + 5) | 0 if (Th >>> 0 < 5) { Uh = (Uh + 1) | 0 } Yh = q[(Jh + 8) >> 2] Xh = Th Th = Uh if (($h | 0) < (Th | 0) ? 1 : ($h | 0) <= (Th | 0) ? (Yh >>> 0 >= Xh >>> 0 ? 0 : 1) : 0) { break a } Uh = (Vh + q[Jh >> 2]) | 0 Vh = r[Uh | 0] | (r[(Uh + 1) | 0] << 8) | ((r[(Uh + 2) | 0] << 16) | (r[(Uh + 3) | 0] << 24)) q[(_h + 12) >> 2] = Vh q[(Jh + 16) >> 2] = Xh q[(Jh + 20) >> 2] = Th break b } if (!ch(1, (_h + 12) | 0, Jh)) { break a } Xh = q[(Jh + 16) >> 2] Th = q[(Jh + 20) >> 2] Yh = q[(Jh + 8) >> 2] Zh = q[(Jh + 12) >> 2] Vh = q[(_h + 12) >> 2] } Uh = Vh Wh = (Zh - ((Th + (Yh >>> 0 < Xh >>> 0)) | 0)) | 0 if (((Wh | 0) < 0 ? 1 : (Wh | 0) <= 0 ? ((Yh - Xh) >>> 0 >= Uh >>> 0 ? 0 : 1) : 0) | ((Uh | 0) < 1)) { break a } Wh = (Xh + q[Jh >> 2]) | 0 q[a >> 2] = Wh Zh = (Vh + -1) | 0 $h = (Zh + Wh) | 0 Yh = r[$h | 0] >>> 6 if ((Yh | 0) == 3) { break a } ai = a c: { d: { switch ((Yh - 1) | 0) { default: q[(a + 4) >> 2] = Zh a = r[$h | 0] & 63 break c case 0: if ((Vh | 0) < 2) { break a } q[(a + 4) >> 2] = Vh + -2 a = (((Vh + Wh) | 0) + -2) | 0 a = ((r[(a + 1) | 0] << 8) & 16128) | r[a | 0] break c case 1: break d } } if ((Vh | 0) < 3) { break a } q[(a + 4) >> 2] = Vh + -3 a = (((Vh + Wh) | 0) + -3) | 0 a = (r[(a + 1) | 0] << 8) | ((r[(a + 2) | 0] << 16) & 4128768) | r[a | 0] } a = (a + 4096) | 0 q[(ai + 8) >> 2] = a if (a >>> 0 > 1048575) { break a } a = (Uh + Xh) | 0 if (a >>> 0 < Uh >>> 0) { Th = (Th + 1) | 0 } q[(Jh + 16) >> 2] = a q[(Jh + 20) >> 2] = Th bi = 1 } T = (_h + 16) | 0 return bi } function ch(a, Jh, ci) { var di = 0, ei = 0, fi = 0, gi = 0 a: { if (a >>> 0 > 5) { break a } fi = q[(ci + 16) >> 2] di = q[(ci + 12) >> 2] ei = q[(ci + 20) >> 2] if ((di | 0) < (ei | 0) ? 1 : (di | 0) <= (ei | 0) ? (t[(ci + 8) >> 2] > fi >>> 0 ? 0 : 1) : 0) { break a } di = r[(fi + q[ci >> 2]) | 0] fi = (fi + 1) | 0 if (fi >>> 0 < 1) { ei = (ei + 1) | 0 } q[(ci + 16) >> 2] = fi q[(ci + 20) >> 2] = ei ei = Jh if (di & 128) { if (!ch((a + 1) | 0, Jh, ci)) { break a } a = q[Jh >> 2] << 7 q[Jh >> 2] = a di = a | (di & 127) } q[ei >> 2] = di gi = 1 } return gi } function dh(a) { var Jh = 0, ci = 0, hi = 0, ii = 0, ji = 0 hi = (0 - r[(a + 12) | 0]) | 0 ci = q[(a + 8) >> 2] a: { if (ci >>> 0 > 4095) { break a } Jh = q[(a + 4) >> 2] if ((Jh | 0) < 1) { break a } Jh = (Jh + -1) | 0 q[(a + 4) >> 2] = Jh ci = r[(Jh + q[a >> 2]) | 0] | (ci << 8) q[(a + 8) >> 2] = ci } hi = hi & 255 Jh = w(hi, ci >>> 8) ii = ci & 255 ji = ii >>> 0 < hi >>> 0 q[(a + 8) >> 2] = ji ? (Jh + ii) | 0 : (((ci - hi) | 0) - Jh) | 0 return ji } function eh(a, ki, li) { var mi = 0, ni = 0, oi = 0, pi = 0, qi = 0, ri = 0 if (!ki) { q[li >> 2] = 0 return } pi = (0 - r[(a + 12) | 0]) & 255 ni = q[(a + 8) >> 2] while (1) { qi = mi << 1 a: { if (ni >>> 0 > 4095) { break a } mi = q[(a + 4) >> 2] if ((mi | 0) < 1) { break a } mi = (mi + -1) | 0 q[(a + 4) >> 2] = mi ni = r[(mi + q[a >> 2]) | 0] | (ni << 8) q[(a + 8) >> 2] = ni } oi = ni & 255 mi = oi >>> 0 < pi >>> 0 ri = oi oi = w(ni >>> 8, pi) ni = mi ? (ri + oi) | 0 : (((ni - pi) | 0) - oi) | 0 q[(a + 8) >> 2] = ni mi = mi | qi ki = (ki + -1) | 0 if (ki) { continue } break } q[li >> 2] = mi } function fh(a, ki) { var li = 0, si = 0, ti = 0 ti = (T - 32) | 0 T = ti a: { if (ki >>> 0 <= 1) { if (ki - 1) { li = Mm(44) ki = li q[ki >> 2] = 0 q[(ki + 4) >> 2] = 0 q[(ki + 40) >> 2] = 0 q[(ki + 32) >> 2] = 0 q[(ki + 36) >> 2] = 0 q[(ki + 24) >> 2] = 0 q[(ki + 28) >> 2] = 0 q[(ki + 16) >> 2] = 0 q[(ki + 20) >> 2] = 0 q[(ki + 8) >> 2] = 0 q[(ki + 12) >> 2] = 0 Ij(ki) q[ki >> 2] = 13760 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 16) >> 2] = ki break a } li = Mm(44) ki = li q[ki >> 2] = 0 q[(ki + 4) >> 2] = 0 q[(ki + 40) >> 2] = 0 q[(ki + 32) >> 2] = 0 q[(ki + 36) >> 2] = 0 q[(ki + 24) >> 2] = 0 q[(ki + 28) >> 2] = 0 q[(ki + 16) >> 2] = 0 q[(ki + 20) >> 2] = 0 q[(ki + 8) >> 2] = 0 q[(ki + 12) >> 2] = 0 Ij(ki) q[ki >> 2] = 13668 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 16) >> 2] = ki break a } ki = Mm(32) q[ti >> 2] = ki q[(ti + 4) >> 2] = 28 q[(ti + 8) >> 2] = -2147483616 o[(ki + 28) | 0] = 0 li = r[10912] | (r[10913] << 8) | ((r[10914] << 16) | (r[10915] << 24)) o[(ki + 24) | 0] = li o[(ki + 25) | 0] = li >>> 8 o[(ki + 26) | 0] = li >>> 16 o[(ki + 27) | 0] = li >>> 24 li = r[10908] | (r[10909] << 8) | ((r[10910] << 16) | (r[10911] << 24)) si = r[10904] | (r[10905] << 8) | ((r[10906] << 16) | (r[10907] << 24)) o[(ki + 16) | 0] = si o[(ki + 17) | 0] = si >>> 8 o[(ki + 18) | 0] = si >>> 16 o[(ki + 19) | 0] = si >>> 24 o[(ki + 20) | 0] = li o[(ki + 21) | 0] = li >>> 8 o[(ki + 22) | 0] = li >>> 16 o[(ki + 23) | 0] = li >>> 24 li = r[10900] | (r[10901] << 8) | ((r[10902] << 16) | (r[10903] << 24)) si = r[10896] | (r[10897] << 8) | ((r[10898] << 16) | (r[10899] << 24)) o[(ki + 8) | 0] = si o[(ki + 9) | 0] = si >>> 8 o[(ki + 10) | 0] = si >>> 16 o[(ki + 11) | 0] = si >>> 24 o[(ki + 12) | 0] = li o[(ki + 13) | 0] = li >>> 8 o[(ki + 14) | 0] = li >>> 16 o[(ki + 15) | 0] = li >>> 24 li = r[10892] | (r[10893] << 8) | ((r[10894] << 16) | (r[10895] << 24)) si = r[10888] | (r[10889] << 8) | ((r[10890] << 16) | (r[10891] << 24)) o[ki | 0] = si o[(ki + 1) | 0] = si >>> 8 o[(ki + 2) | 0] = si >>> 16 o[(ki + 3) | 0] = si >>> 24 o[(ki + 4) | 0] = li o[(ki + 5) | 0] = li >>> 8 o[(ki + 6) | 0] = li >>> 16 o[(ki + 7) | 0] = li >>> 24 q[(ti + 16) >> 2] = -1 ki = Rm((ti + 16) | 4, ti) q[a >> 2] = q[(ti + 16) >> 2] Rm((a + 4) | 0, ki) q[(a + 16) >> 2] = 0 if (o[(ki + 11) | 0] <= -1) { An(q[ki >> 2]) } if (o[(ti + 11) | 0] > -1) { break a } An(q[ti >> 2]) } T = (ti + 32) | 0 } function gh(a, ki) { var ui = 0, vi = 0, wi = 0 wi = (T - 32) | 0 T = wi a: { if (ki >>> 0 <= 1) { if (ki - 1) { ki = Mm(48) Rh(ki) q[ki >> 2] = 13064 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 16) >> 2] = ki break a } ki = Mm(52) Rh(ki) q[(ki + 48) >> 2] = 0 q[ki >> 2] = 11164 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 16) >> 2] = ki break a } ki = Mm(32) q[wi >> 2] = ki q[(wi + 4) >> 2] = 28 q[(wi + 8) >> 2] = -2147483616 o[(ki + 28) | 0] = 0 ui = r[10912] | (r[10913] << 8) | ((r[10914] << 16) | (r[10915] << 24)) o[(ki + 24) | 0] = ui o[(ki + 25) | 0] = ui >>> 8 o[(ki + 26) | 0] = ui >>> 16 o[(ki + 27) | 0] = ui >>> 24 ui = r[10908] | (r[10909] << 8) | ((r[10910] << 16) | (r[10911] << 24)) vi = r[10904] | (r[10905] << 8) | ((r[10906] << 16) | (r[10907] << 24)) o[(ki + 16) | 0] = vi o[(ki + 17) | 0] = vi >>> 8 o[(ki + 18) | 0] = vi >>> 16 o[(ki + 19) | 0] = vi >>> 24 o[(ki + 20) | 0] = ui o[(ki + 21) | 0] = ui >>> 8 o[(ki + 22) | 0] = ui >>> 16 o[(ki + 23) | 0] = ui >>> 24 ui = r[10900] | (r[10901] << 8) | ((r[10902] << 16) | (r[10903] << 24)) vi = r[10896] | (r[10897] << 8) | ((r[10898] << 16) | (r[10899] << 24)) o[(ki + 8) | 0] = vi o[(ki + 9) | 0] = vi >>> 8 o[(ki + 10) | 0] = vi >>> 16 o[(ki + 11) | 0] = vi >>> 24 o[(ki + 12) | 0] = ui o[(ki + 13) | 0] = ui >>> 8 o[(ki + 14) | 0] = ui >>> 16 o[(ki + 15) | 0] = ui >>> 24 ui = r[10892] | (r[10893] << 8) | ((r[10894] << 16) | (r[10895] << 24)) vi = r[10888] | (r[10889] << 8) | ((r[10890] << 16) | (r[10891] << 24)) o[ki | 0] = vi o[(ki + 1) | 0] = vi >>> 8 o[(ki + 2) | 0] = vi >>> 16 o[(ki + 3) | 0] = vi >>> 24 o[(ki + 4) | 0] = ui o[(ki + 5) | 0] = ui >>> 8 o[(ki + 6) | 0] = ui >>> 16 o[(ki + 7) | 0] = ui >>> 24 q[(wi + 16) >> 2] = -1 ki = Rm((wi + 16) | 4, wi) q[a >> 2] = q[(wi + 16) >> 2] Rm((a + 4) | 0, ki) q[(a + 16) >> 2] = 0 if (o[(ki + 11) | 0] <= -1) { An(q[ki >> 2]) } if (o[(wi + 11) | 0] > -1) { break a } An(q[wi >> 2]) } T = (wi + 32) | 0 } function hh(a, ki) { var xi = 0, yi = 0, zi = 0 xi = (T - 80) | 0 T = xi yi = q[(ki + 36) >> 2] q[(xi + 72) >> 2] = q[(ki + 32) >> 2] q[(xi + 76) >> 2] = yi zi = q[(ki + 28) >> 2] yi = (xi - -64) | 0 q[yi >> 2] = q[(ki + 24) >> 2] q[(yi + 4) >> 2] = zi yi = q[(ki + 20) >> 2] q[(xi + 56) >> 2] = q[(ki + 16) >> 2] q[(xi + 60) >> 2] = yi yi = q[(ki + 12) >> 2] q[(xi + 48) >> 2] = q[(ki + 8) >> 2] q[(xi + 52) >> 2] = yi yi = q[(ki + 4) >> 2] q[(xi + 40) >> 2] = q[ki >> 2] q[(xi + 44) >> 2] = yi Jj((xi + 8) | 0, (xi + 40) | 0, (xi + 24) | 0) ki = q[(xi + 8) >> 2] a: { if (ki) { q[a >> 2] = ki Rm((a + 4) | 0, (xi + 8) | 4) if (o[(xi + 23) | 0] >= 0) { break a } An(q[(xi + 12) >> 2]) break a } if (o[(xi + 23) | 0] <= -1) { An(q[(xi + 12) >> 2]) } ki = r[(xi + 31) | 0] q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 16) >> 2] = ki q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 } T = (xi + 80) | 0 } function ih(a, ki, Ai, Bi) { var Ci = 0, Di = 0, Ei = 0 Ci = (T - 80) | 0 T = Ci Di = q[(Ai + 36) >> 2] q[(Ci + 72) >> 2] = q[(Ai + 32) >> 2] q[(Ci + 76) >> 2] = Di Ei = q[(Ai + 28) >> 2] Di = (Ci - -64) | 0 q[Di >> 2] = q[(Ai + 24) >> 2] q[(Di + 4) >> 2] = Ei Di = q[(Ai + 20) >> 2] q[(Ci + 56) >> 2] = q[(Ai + 16) >> 2] q[(Ci + 60) >> 2] = Di Di = q[(Ai + 12) >> 2] q[(Ci + 48) >> 2] = q[(Ai + 8) >> 2] q[(Ci + 52) >> 2] = Di Di = q[(Ai + 4) >> 2] q[(Ci + 40) >> 2] = q[Ai >> 2] q[(Ci + 44) >> 2] = Di Jj(a, (Ci + 40) | 0, (Ci + 24) | 0) a: { if (q[a >> 2]) { break a } Ei = (a + 4) | 0 if (o[(a + 15) | 0] <= -1) { An(q[Ei >> 2]) } if (r[(Ci + 31) | 0]) { q[(Ci + 8) >> 2] = 0 q[Ci >> 2] = 0 q[(Ci + 4) >> 2] = 0 ki = Mm(32) q[Ci >> 2] = ki q[(Ci + 4) >> 2] = 27 q[(Ci + 8) >> 2] = -2147483616 o[(ki + 27) | 0] = 0 Ai = r[10940] | (r[10941] << 8) | ((r[10942] << 16) | (r[10943] << 24)) o[(ki + 23) | 0] = Ai o[(ki + 24) | 0] = Ai >>> 8 o[(ki + 25) | 0] = Ai >>> 16 o[(ki + 26) | 0] = Ai >>> 24 Ai = r[10937] | (r[10938] << 8) | ((r[10939] << 16) | (r[10940] << 24)) Bi = r[10933] | (r[10934] << 8) | ((r[10935] << 16) | (r[10936] << 24)) o[(ki + 16) | 0] = Bi o[(ki + 17) | 0] = Bi >>> 8 o[(ki + 18) | 0] = Bi >>> 16 o[(ki + 19) | 0] = Bi >>> 24 o[(ki + 20) | 0] = Ai o[(ki + 21) | 0] = Ai >>> 8 o[(ki + 22) | 0] = Ai >>> 16 o[(ki + 23) | 0] = Ai >>> 24 Ai = r[10929] | (r[10930] << 8) | ((r[10931] << 16) | (r[10932] << 24)) Bi = r[10925] | (r[10926] << 8) | ((r[10927] << 16) | (r[10928] << 24)) o[(ki + 8) | 0] = Bi o[(ki + 9) | 0] = Bi >>> 8 o[(ki + 10) | 0] = Bi >>> 16 o[(ki + 11) | 0] = Bi >>> 24 o[(ki + 12) | 0] = Ai o[(ki + 13) | 0] = Ai >>> 8 o[(ki + 14) | 0] = Ai >>> 16 o[(ki + 15) | 0] = Ai >>> 24 Ai = r[10921] | (r[10922] << 8) | ((r[10923] << 16) | (r[10924] << 24)) Bi = r[10917] | (r[10918] << 8) | ((r[10919] << 16) | (r[10920] << 24)) o[ki | 0] = Bi o[(ki + 1) | 0] = Bi >>> 8 o[(ki + 2) | 0] = Bi >>> 16 o[(ki + 3) | 0] = Bi >>> 24 o[(ki + 4) | 0] = Ai o[(ki + 5) | 0] = Ai >>> 8 o[(ki + 6) | 0] = Ai >>> 16 o[(ki + 7) | 0] = Ai >>> 24 q[a >> 2] = -1 Rm(Ei, Ci) if (o[(Ci + 11) | 0] > -1) { break a } An(q[Ci >> 2]) break a } fh(Ci, o[(Ci + 32) | 0]) Di = q[Ci >> 2] b: { if (Di) { q[a >> 2] = Di Rm(Ei, Ci | 4) break b } Di = q[(Ci + 16) >> 2] q[(Ci + 16) >> 2] = 0 Mj(a, Di, ki, Ai, Bi) if (!q[a >> 2]) { if (o[(Ei + 11) | 0] <= -1) { An(q[Ei >> 2]) } q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 } if (!Di) { break b } n[q[(q[Di >> 2] + 4) >> 2]](Di) } a = q[(Ci + 16) >> 2] q[(Ci + 16) >> 2] = 0 if (a) { n[q[(q[a >> 2] + 4) >> 2]](a) } if (o[(Ci + 15) | 0] > -1) { break a } An(q[(Ci + 4) >> 2]) } T = (Ci + 80) | 0 } function jh(a, ki, Ai, Bi) { var Fi = 0, Gi = 0, Hi = 0 Fi = (T - 80) | 0 T = Fi Gi = q[(Ai + 36) >> 2] q[(Fi + 72) >> 2] = q[(Ai + 32) >> 2] q[(Fi + 76) >> 2] = Gi Hi = q[(Ai + 28) >> 2] Gi = (Fi - -64) | 0 q[Gi >> 2] = q[(Ai + 24) >> 2] q[(Gi + 4) >> 2] = Hi Gi = q[(Ai + 20) >> 2] q[(Fi + 56) >> 2] = q[(Ai + 16) >> 2] q[(Fi + 60) >> 2] = Gi Gi = q[(Ai + 12) >> 2] q[(Fi + 48) >> 2] = q[(Ai + 8) >> 2] q[(Fi + 52) >> 2] = Gi Gi = q[(Ai + 4) >> 2] q[(Fi + 40) >> 2] = q[Ai >> 2] q[(Fi + 44) >> 2] = Gi Jj(a, (Fi + 40) | 0, (Fi + 24) | 0) a: { if (q[a >> 2]) { break a } Gi = (a + 4) | 0 if (o[(a + 15) | 0] <= -1) { An(q[Gi >> 2]) } if (r[(Fi + 31) | 0] != 1) { q[(Fi + 8) >> 2] = 0 q[Fi >> 2] = 0 q[(Fi + 4) >> 2] = 0 ki = Mm(32) q[Fi >> 2] = ki q[(Fi + 4) >> 2] = 20 q[(Fi + 8) >> 2] = -2147483616 o[(ki + 20) | 0] = 0 Ai = r[10961] | (r[10962] << 8) | ((r[10963] << 16) | (r[10964] << 24)) o[(ki + 16) | 0] = Ai o[(ki + 17) | 0] = Ai >>> 8 o[(ki + 18) | 0] = Ai >>> 16 o[(ki + 19) | 0] = Ai >>> 24 Ai = r[10957] | (r[10958] << 8) | ((r[10959] << 16) | (r[10960] << 24)) Bi = r[10953] | (r[10954] << 8) | ((r[10955] << 16) | (r[10956] << 24)) o[(ki + 8) | 0] = Bi o[(ki + 9) | 0] = Bi >>> 8 o[(ki + 10) | 0] = Bi >>> 16 o[(ki + 11) | 0] = Bi >>> 24 o[(ki + 12) | 0] = Ai o[(ki + 13) | 0] = Ai >>> 8 o[(ki + 14) | 0] = Ai >>> 16 o[(ki + 15) | 0] = Ai >>> 24 Ai = r[10949] | (r[10950] << 8) | ((r[10951] << 16) | (r[10952] << 24)) Bi = r[10945] | (r[10946] << 8) | ((r[10947] << 16) | (r[10948] << 24)) o[ki | 0] = Bi o[(ki + 1) | 0] = Bi >>> 8 o[(ki + 2) | 0] = Bi >>> 16 o[(ki + 3) | 0] = Bi >>> 24 o[(ki + 4) | 0] = Ai o[(ki + 5) | 0] = Ai >>> 8 o[(ki + 6) | 0] = Ai >>> 16 o[(ki + 7) | 0] = Ai >>> 24 q[a >> 2] = -1 Rm(Gi, Fi) if (o[(Fi + 11) | 0] > -1) { break a } An(q[Fi >> 2]) break a } gh(Fi, r[(Fi + 32) | 0]) Hi = q[Fi >> 2] b: { if (Hi) { q[a >> 2] = Hi Rm(Gi, Fi | 4) break b } Hi = q[(Fi + 16) >> 2] q[(Fi + 16) >> 2] = 0 q[(Hi + 44) >> 2] = Bi Mj(a, Hi, ki, Ai, Bi) if (!q[a >> 2]) { if (o[(Gi + 11) | 0] <= -1) { An(q[Gi >> 2]) } q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 } if (!Hi) { break b } n[q[(q[Hi >> 2] + 4) >> 2]](Hi) } a = q[(Fi + 16) >> 2] q[(Fi + 16) >> 2] = 0 if (a) { n[q[(q[a >> 2] + 4) >> 2]](a) } if (o[(Fi + 15) | 0] > -1) { break a } An(q[(Fi + 4) >> 2]) } T = (Fi + 80) | 0 } function kh(a, ki) { var Ai = 0, Bi = 0, Ii = 0 Ii = (T - 16) | 0 T = Ii q[(Ii + 12) >> 2] = ki ki = Mm(32) q[Ii >> 2] = ki q[(Ii + 4) >> 2] = 24 q[(Ii + 8) >> 2] = -2147483616 o[(ki + 24) | 0] = 0 Ai = r[10986] | (r[10987] << 8) | ((r[10988] << 16) | (r[10989] << 24)) Bi = r[10982] | (r[10983] << 8) | ((r[10984] << 16) | (r[10985] << 24)) o[(ki + 16) | 0] = Bi o[(ki + 17) | 0] = Bi >>> 8 o[(ki + 18) | 0] = Bi >>> 16 o[(ki + 19) | 0] = Bi >>> 24 o[(ki + 20) | 0] = Ai o[(ki + 21) | 0] = Ai >>> 8 o[(ki + 22) | 0] = Ai >>> 16 o[(ki + 23) | 0] = Ai >>> 24 Ai = r[10978] | (r[10979] << 8) | ((r[10980] << 16) | (r[10981] << 24)) Bi = r[10974] | (r[10975] << 8) | ((r[10976] << 16) | (r[10977] << 24)) o[(ki + 8) | 0] = Bi o[(ki + 9) | 0] = Bi >>> 8 o[(ki + 10) | 0] = Bi >>> 16 o[(ki + 11) | 0] = Bi >>> 24 o[(ki + 12) | 0] = Ai o[(ki + 13) | 0] = Ai >>> 8 o[(ki + 14) | 0] = Ai >>> 16 o[(ki + 15) | 0] = Ai >>> 24 Ai = r[10970] | (r[10971] << 8) | ((r[10972] << 16) | (r[10973] << 24)) Bi = r[10966] | (r[10967] << 8) | ((r[10968] << 16) | (r[10969] << 24)) o[ki | 0] = Bi o[(ki + 1) | 0] = Bi >>> 8 o[(ki + 2) | 0] = Bi >>> 16 o[(ki + 3) | 0] = Bi >>> 24 o[(ki + 4) | 0] = Ai o[(ki + 5) | 0] = Ai >>> 8 o[(ki + 6) | 0] = Ai >>> 16 o[(ki + 7) | 0] = Ai >>> 24 ek(lh(a, (Ii + 12) | 0), Ii) if (o[(Ii + 11) | 0] <= -1) { An(q[Ii >> 2]) } T = (Ii + 16) | 0 } function lh(a, ki) { var Ji = 0, Ki = 0, Li = 0, Mi = 0, Ni = 0, Oi = 0, Pi = 0, Qi = 0 Li = (T - 32) | 0 T = Li Mi = (a + 16) | 0 Ki = q[Mi >> 2] a: { b: { if (!Ki) { break b } Oi = q[ki >> 2] Ji = Mi while (1) { Ni = q[(Ki + 16) >> 2] < (Oi | 0) Ji = Ni ? Ji : Ki Ki = q[((Ni << 2) + Ki) >> 2] if (Ki) { continue } break } if ((Ji | 0) == (Mi | 0)) { break b } if ((Oi | 0) >= q[(Ji + 16) >> 2]) { break a } } Oi = ck((Li + 16) | 0) ki = q[ki >> 2] Ni = (Li + 8) | 0 q[Ni >> 2] = 0 q[(Ni + 4) >> 2] = 0 q[Li >> 2] = ki q[(Li + 4) >> 2] = Ni Ji = q[Oi >> 2] Pi = (Oi + 4) | 0 if ((Ji | 0) != (Pi | 0)) { Qi = Li | 4 while (1) { ki = Ji Ki = (Ji + 16) | 0 mh(Qi, Ni, Ki, Ki) Ki = q[(Ji + 4) >> 2] c: { if (!Ki) { Ji = q[(ki + 8) >> 2] if ((ki | 0) == q[Ji >> 2]) { break c } ki = (ki + 8) | 0 while (1) { Ki = q[ki >> 2] ki = (Ki + 8) | 0 Ji = q[(Ki + 8) >> 2] if ((Ki | 0) != q[Ji >> 2]) { continue } break } break c } while (1) { Ji = Ki Ki = q[Ji >> 2] if (Ki) { continue } break } } if ((Ji | 0) != (Pi | 0)) { continue } break } } ki = (a + 16) | 0 Ki = q[ki >> 2] d: { if (Ki) { Mi = q[Li >> 2] while (1) { Ji = q[(Ki + 16) >> 2] e: { if ((Mi | 0) < (Ji | 0)) { Ji = q[Ki >> 2] if (Ji) { break e } ki = Ki break d } if ((Ji | 0) >= (Mi | 0)) { break d } ki = (Ki + 4) | 0 Ji = q[(Ki + 4) >> 2] if (!Ji) { break d } Ki = ki } ki = Ki Ki = Ji continue } } Ki = Mi ki = Ki } Ji = q[ki >> 2] if (!Ji) { Ji = Mm(32) q[(Ji + 16) >> 2] = q[Li >> 2] q[(Ji + 20) >> 2] = q[(Li + 4) >> 2] Mi = (Ji + 24) | 0 Pi = q[(Li + 8) >> 2] q[Mi >> 2] = Pi Qi = q[(Li + 12) >> 2] q[(Ji + 28) >> 2] = Qi f: { if (!Qi) { q[(Ji + 20) >> 2] = Mi break f } q[(Pi + 8) >> 2] = Mi q[(Li + 8) >> 2] = 0 q[(Li + 12) >> 2] = 0 q[(Li + 4) >> 2] = Ni } q[(Ji + 8) >> 2] = Ki q[Ji >> 2] = 0 q[(Ji + 4) >> 2] = 0 q[ki >> 2] = Ji Mi = q[q[(a + 12) >> 2] >> 2] Ki = Ji g: { if (!Mi) { break g } q[(a + 12) >> 2] = Mi Ki = q[ki >> 2] } nh(q[(a + 16) >> 2], Ki) a = (a + 20) | 0 q[a >> 2] = q[a >> 2] + 1 } Cc(Li | 4, q[(Li + 8) >> 2]) Cc(Oi, q[(Oi + 4) >> 2]) } T = (Li + 32) | 0 return (Ji + 20) | 0 } function mh(a, ki, Ri, Si) { var Ti = 0 Ti = (T - 16) | 0 T = Ti Ri = oh(a, ki, (Ti + 12) | 0, (Ti + 8) | 0, Ri) if (!q[Ri >> 2]) { ki = Mm(40) Rm((ki + 16) | 0, Si) Rm((ki + 28) | 0, (Si + 12) | 0) q[(ki + 8) >> 2] = q[(Ti + 12) >> 2] q[ki >> 2] = 0 q[(ki + 4) >> 2] = 0 q[Ri >> 2] = ki Si = ki ki = q[q[a >> 2] >> 2] if (ki) { q[a >> 2] = ki Si = q[Ri >> 2] } nh(q[(a + 4) >> 2], Si) a = (a + 8) | 0 q[a >> 2] = q[a >> 2] + 1 } T = (Ti + 16) | 0 } function nh(a, ki) { var Ri = 0, Si = 0, Ui = 0 Ri = (a | 0) == (ki | 0) o[(ki + 12) | 0] = Ri a: { if (Ri) { break a } while (1) { Si = q[(ki + 8) >> 2] if (r[(Si + 12) | 0]) { break a } b: { Ri = q[(Si + 8) >> 2] Ui = q[Ri >> 2] if ((Ui | 0) == (Si | 0)) { Ui = q[(Ri + 4) >> 2] if (!(!Ui | r[(Ui + 12) | 0])) { break b } c: { if (q[Si >> 2] == (ki | 0)) { ki = Si break c } ki = q[(Si + 4) >> 2] Ui = q[ki >> 2] q[(Si + 4) >> 2] = Ui a = ki if (Ui) { q[(Ui + 8) >> 2] = Si Ri = q[(Si + 8) >> 2] } q[(a + 8) >> 2] = Ri a = q[(Si + 8) >> 2] q[((Si | 0) == q[a >> 2] ? a : (a + 4) | 0) >> 2] = ki q[ki >> 2] = Si q[(Si + 8) >> 2] = ki Ri = q[(ki + 8) >> 2] } o[(ki + 12) | 0] = 1 o[(Ri + 12) | 0] = 0 a = q[Ri >> 2] ki = q[(a + 4) >> 2] q[Ri >> 2] = ki if (ki) { q[(ki + 8) >> 2] = Ri } q[(a + 8) >> 2] = q[(Ri + 8) >> 2] ki = q[(Ri + 8) >> 2] q[(q[ki >> 2] == (Ri | 0) ? ki : (ki + 4) | 0) >> 2] = a q[(a + 4) >> 2] = Ri q[(Ri + 8) >> 2] = a return } if (!(r[(Ui + 12) | 0] | !Ui)) { break b } d: { if (q[Si >> 2] != (ki | 0)) { ki = Si break d } Ui = q[(ki + 4) >> 2] q[Si >> 2] = Ui a = ki if (Ui) { q[(Ui + 8) >> 2] = Si Ri = q[(Si + 8) >> 2] } q[(a + 8) >> 2] = Ri a = q[(Si + 8) >> 2] q[((Si | 0) == q[a >> 2] ? a : (a + 4) | 0) >> 2] = ki q[(ki + 4) >> 2] = Si q[(Si + 8) >> 2] = ki Ri = q[(ki + 8) >> 2] } o[(ki + 12) | 0] = 1 o[(Ri + 12) | 0] = 0 a = q[(Ri + 4) >> 2] ki = q[a >> 2] q[(Ri + 4) >> 2] = ki if (ki) { q[(ki + 8) >> 2] = Ri } q[(a + 8) >> 2] = q[(Ri + 8) >> 2] ki = q[(Ri + 8) >> 2] q[(q[ki >> 2] == (Ri | 0) ? ki : (ki + 4) | 0) >> 2] = a q[a >> 2] = Ri q[(Ri + 8) >> 2] = a break a } ki = (Ui + 12) | 0 o[(Si + 12) | 0] = 1 o[(Ri + 12) | 0] = (a | 0) == (Ri | 0) o[ki | 0] = 1 ki = Ri if ((ki | 0) != (a | 0)) { continue } break } } } function oh(a, ki, Vi, Wi, Xi) { var Yi = 0, Zi = 0, _i = 0, $i = 0, aj = 0, bj = 0, cj = 0, dj = 0, ej = 0, fj = 0, gj = 0 a: { b: { c: { d: { e: { ej = (a + 4) | 0 f: { if ((ej | 0) == (ki | 0)) { break f } Yi = (ki + 16) | 0 _i = r[(ki + 27) | 0] fj = (_i << 24) >> 24 Zi = (fj | 0) < 0 $i = r[(Xi + 11) | 0] aj = ($i << 24) >> 24 bj = (aj | 0) < 0 cj = Zi ? q[(ki + 20) >> 2] : _i $i = bj ? q[(Xi + 4) >> 2] : $i dj = cj >>> 0 < $i >>> 0 g: { _i = dj ? cj : $i if (_i) { bj = bj ? q[Xi >> 2] : Xi Zi = Zi ? q[Yi >> 2] : Yi gj = cm(bj, Zi, _i) if (gj) { break g } } if ($i >>> 0 < cj >>> 0) { break f } if (!_i) { break d } bj = (aj | 0) < 0 ? q[Xi >> 2] : Xi Zi = (fj | 0) < 0 ? q[Yi >> 2] : Yi break e } if ((gj | 0) > -1) { break e } } _i = q[ki >> 2] h: { i: { if (q[a >> 2] == (ki | 0)) { Yi = ki break i } j: { if (!_i) { Wi = ki while (1) { Yi = q[(Wi + 8) >> 2] $i = q[Yi >> 2] == (Wi | 0) Wi = Yi if ($i) { continue } break } break j } Wi = _i while (1) { Yi = Wi Wi = q[(Yi + 4) >> 2] if (Wi) { continue } break } } Zi = r[(Xi + 11) | 0] Wi = (Zi << 24) >> 24 < 0 aj = r[(Yi + 27) | 0] $i = (aj << 24) >> 24 < 0 k: { Zi = Wi ? q[(Xi + 4) >> 2] : Zi aj = $i ? q[(Yi + 20) >> 2] : aj bj = Zi >>> 0 < aj >>> 0 ? Zi : aj if (bj) { cj = (Yi + 16) | 0 Wi = cm($i ? q[cj >> 2] : cj, Wi ? q[Xi >> 2] : Xi, bj) if (Wi) { break k } } if (aj >>> 0 < Zi >>> 0) { break i } break h } if ((Wi | 0) > -1) { break h } } if (!_i) { q[Vi >> 2] = ki return ki } q[Vi >> 2] = Yi return (Yi + 4) | 0 } return ph(a, Vi, Xi) } Yi = cm(Zi, bj, _i) if (Yi) { break c } } if (dj) { break b } break a } if ((Yi | 0) > -1) { break a } } bj = (ki + 4) | 0 _i = q[bj >> 2] l: { if (_i) { Yi = _i while (1) { Wi = Yi Yi = q[Yi >> 2] if (Yi) { continue } break } break l } Wi = q[(ki + 8) >> 2] if (q[Wi >> 2] == (ki | 0)) { break l } Yi = (ki + 8) | 0 while (1) { Zi = q[Yi >> 2] Yi = (Zi + 8) | 0 Wi = q[(Zi + 8) >> 2] if ((Zi | 0) != q[Wi >> 2]) { continue } break } } m: { n: { if ((Wi | 0) == (ej | 0)) { break n } Zi = r[(Wi + 27) | 0] Yi = (Zi << 24) >> 24 < 0 o: { Zi = Yi ? q[(Wi + 20) >> 2] : Zi cj = Zi >>> 0 < $i >>> 0 ? Zi : $i if (cj) { dj = (aj | 0) < 0 ? q[Xi >> 2] : Xi aj = (Wi + 16) | 0 Yi = cm(dj, Yi ? q[aj >> 2] : aj, cj) if (Yi) { break o } } if ($i >>> 0 < Zi >>> 0) { break n } break m } if ((Yi | 0) > -1) { break m } } if (!_i) { q[Vi >> 2] = ki return bj } q[Vi >> 2] = Wi return Wi } return ph(a, Vi, Xi) } q[Vi >> 2] = ki q[Wi >> 2] = ki return Wi } function ph(a, ki, Vi) { var Wi = 0, Xi = 0, hj = 0, ij = 0, jj = 0, kj = 0, lj = 0, mj = 0, nj = 0 a: { Wi = (a + 4) | 0 a = q[Wi >> 2] if (a) { hj = r[(Vi + 11) | 0] ij = (hj << 24) >> 24 < 0 hj = ij ? q[(Vi + 4) >> 2] : hj lj = ij ? q[Vi >> 2] : Vi while (1) { Vi = (a + 16) | 0 Xi = r[(a + 27) | 0] ij = (Xi << 24) >> 24 < 0 jj = ij ? q[(a + 20) >> 2] : Xi mj = jj >>> 0 < hj >>> 0 b: { c: { d: { e: { f: { g: { h: { Xi = mj ? jj : hj if (Xi) { kj = ij ? q[Vi >> 2] : Vi nj = cm(lj, kj, Xi) if (nj) { break h } } if (hj >>> 0 < jj >>> 0) { break g } if (!Xi) { break e } kj = ij ? q[Vi >> 2] : Vi break f } if ((nj | 0) > -1) { break f } } Vi = q[a >> 2] if (Vi) { break b } q[ki >> 2] = a return a } Vi = cm(kj, lj, Xi) if (Vi) { break d } } if (mj) { break c } break a } if ((Vi | 0) > -1) { break a } } Wi = (a + 4) | 0 Vi = q[(a + 4) >> 2] if (!Vi) { break a } a = Wi } Wi = a a = Vi continue } } q[ki >> 2] = Wi return Wi } q[ki >> 2] = a return Wi } function qh(a, ki, Vi, oj) { var pj = 0, qj = 0, rj = 0, sj = 0, tj = 0 if (!a) { return 1 } pj = q[(Vi + 16) >> 2] sj = q[(Vi + 12) >> 2] rj = q[(Vi + 20) >> 2] qj = rj a: { if ((sj | 0) < (qj | 0) ? 1 : (sj | 0) <= (qj | 0) ? (t[(Vi + 8) >> 2] > pj >>> 0 ? 0 : 1) : 0) { break a } qj = r[(pj + q[Vi >> 2]) | 0] pj = (pj + 1) | 0 if (pj >>> 0 < 1) { rj = (rj + 1) | 0 } q[(Vi + 16) >> 2] = pj q[(Vi + 20) >> 2] = rj if (qj >>> 0 > 1) { break a } if (qj - 1) { return rh(a, ki, Vi, oj) } tj = sh(a, Vi, oj) } return tj } function rh(a, ki, Vi, oj) { var uj = 0, vj = 0, wj = 0, xj = 0, yj = 0, zj = 0, Aj = 0, Bj = 0, Cj = 0, Dj = 0, Ej = 0, Fj = 0, Gj = 0, Hj = 0, Ij = 0, Jj = 0 uj = (T + -64) | 0 T = uj q[(uj + 56) >> 2] = 0 q[(uj + 48) >> 2] = 0 q[(uj + 52) >> 2] = 0 q[(uj + 40) >> 2] = 0 q[(uj + 44) >> 2] = 0 q[(uj + 32) >> 2] = 0 q[(uj + 36) >> 2] = 0 q[(uj + 24) >> 2] = 0 q[(uj + 28) >> 2] = 0 q[(uj + 16) >> 2] = 0 q[(uj + 20) >> 2] = 0 q[(uj + 8) >> 2] = 0 q[(uj + 12) >> 2] = 0 a: { if (!th((uj + 8) | 0, Vi)) { break a } if (!uh((uj + 8) | 0, Vi) | (q[(uj + 20) >> 2] ? 0 : a)) { break a } _j(Vi, 0, 0) if (a) { xj = q[(uj + 56) >> 2] Fj = q[(uj + 36) >> 2] Gj = q[(uj + 48) >> 2] Hj = q[(uj + 24) >> 2] while (1) { b: { if (xj >>> 0 > 16383) { break b } vj = q[(uj + 52) >> 2] while (1) { if ((vj | 0) < 1) { break b } vj = (vj + -1) | 0 q[(uj + 52) >> 2] = vj xj = r[(vj + Gj) | 0] | (xj << 8) q[(uj + 56) >> 2] = xj if (xj >>> 0 < 16384) { continue } break } } wj = xj & 4095 Dj = q[((wj << 2) + Hj) >> 2] yj = ((Dj << 3) + Fj) | 0 xj = (((w(q[yj >> 2], xj >>> 12) + wj) | 0) - q[(yj + 4) >> 2]) | 0 q[(uj + 56) >> 2] = xj if ((ki | 0) >= 1) { if (!r[(Vi + 36) | 0]) { wj = 0 break a } yj = (ki + zj) | 0 while (1) { c: { if ((Dj | 0) < 1) { Bj = 0 break c } wj = q[(Vi + 32) >> 2] Ij = q[(Vi + 28) >> 2] Jj = q[(Vi + 24) >> 2] vj = 0 Bj = 0 while (1) { Aj = ((wj >>> 3) + Jj) | 0 d: { if (Aj >>> 0 >= Ij >>> 0) { Cj = 0 break d } Cj = r[Aj | 0] Aj = (wj + 1) | 0 q[(Vi + 32) >> 2] = Aj Cj = (Cj >>> (wj & 7)) & 1 wj = Aj } Bj = (Cj << vj) | Bj vj = (vj + 1) | 0 if ((Dj | 0) != (vj | 0)) { continue } break } } q[((zj << 2) + oj) >> 2] = Bj zj = (zj + 1) | 0 if ((yj | 0) != (zj | 0)) { continue } break } zj = yj } Ej = (ki + Ej) | 0 if (Ej >>> 0 < a >>> 0) { continue } break } } ak(Vi) wj = 1 } a = q[(uj + 36) >> 2] if (a) { q[(uj + 40) >> 2] = a An(a) } a = q[(uj + 24) >> 2] if (a) { q[(uj + 28) >> 2] = a An(a) } a = q[(uj + 8) >> 2] if (a) { q[(uj + 12) >> 2] = a An(a) } T = (uj - -64) | 0 return wj } function sh(a, ki, Vi) { var oj = 0, Kj = 0, Lj = 0, Mj = 0 a: { b: { Kj = q[(ki + 16) >> 2] Lj = q[(ki + 12) >> 2] oj = q[(ki + 20) >> 2] c: { if ((Lj | 0) < (oj | 0) ? 1 : (Lj | 0) <= (oj | 0) ? (t[(ki + 8) >> 2] > Kj >>> 0 ? 0 : 1) : 0) { break c } Lj = r[(Kj + q[ki >> 2]) | 0] Kj = (Kj + 1) | 0 if (Kj >>> 0 < 1) { oj = (oj + 1) | 0 } q[(ki + 16) >> 2] = Kj q[(ki + 20) >> 2] = oj oj = (Lj + -1) | 0 if (oj >>> 0 > 17) { break c } d: { e: { switch ((oj - 1) | 0) { case 7: return wh(a, ki, Vi) case 8: return xh(a, ki, Vi) case 9: return yh(a, ki, Vi) case 10: return zh(a, ki, Vi) case 12: case 13: case 14: case 15: break a case 16: break d case 11: break e default: break b } } return Ah(a, ki, Vi) } Mj = Bh(a, ki, Vi) } return Mj } return vh(a, ki, Vi) } return Bh(a, ki, Vi) } function th(a, ki) { var Vi = 0, Nj = 0, Oj = 0, Pj = 0, Qj = 0, Rj = 0, Sj = 0, Tj = 0, Uj = 0, Vj = 0, Wj = 0, Xj = 0, Yj = 0 a: { Vi = s[(ki + 38) >> 1] if (!Vi) { break a } Sj = (a + 12) | 0 b: { if (Vi >>> 0 <= 511) { Nj = q[(ki + 12) >> 2] Vi = q[(ki + 20) >> 2] Oj = q[(ki + 16) >> 2] Qj = (Oj + 4) | 0 if (Qj >>> 0 < 4) { Vi = (Vi + 1) | 0 } if ((Nj | 0) < (Vi | 0) ? 1 : (Nj | 0) <= (Vi | 0) ? (t[(ki + 8) >> 2] >= Qj >>> 0 ? 0 : 1) : 0) { break a } Vi = (Oj + q[ki >> 2]) | 0 Oj = r[Vi | 0] | (r[(Vi + 1) | 0] << 8) | ((r[(Vi + 2) | 0] << 16) | (r[(Vi + 3) | 0] << 24)) q[Sj >> 2] = Oj Nj = q[(ki + 20) >> 2] Qj = (q[(ki + 16) >> 2] + 4) | 0 if (Qj >>> 0 < 4) { Nj = (Nj + 1) | 0 } Vi = ki q[(Vi + 16) >> 2] = Qj q[(Vi + 20) >> 2] = Nj break b } if (!Ch(1, Sj, ki)) { break a } Oj = q[Sj >> 2] } Nj = q[a >> 2] Vi = (q[(a + 4) >> 2] - Nj) >> 2 c: { if (Oj >>> 0 > Vi >>> 0) { Fa(a, (Oj - Vi) | 0) Oj = q[(a + 12) >> 2] break c } if (Oj >>> 0 >= Vi >>> 0) { break c } q[(a + 4) >> 2] = Nj + (Oj << 2) } if (!Oj) { Yj = 1 break a } Wj = q[(ki + 8) >> 2] Qj = q[(ki + 12) >> 2] while (1) { Pj = q[(ki + 16) >> 2] Vi = q[(ki + 20) >> 2] if ((Qj | 0) < (Vi | 0) ? 1 : (Qj | 0) <= (Vi | 0) ? (Wj >>> 0 > Pj >>> 0 ? 0 : 1) : 0) { break a } Xj = q[ki >> 2] Tj = r[(Xj + Pj) | 0] Pj = (Pj + 1) | 0 if (Pj >>> 0 < 1) { Vi = (Vi + 1) | 0 } q[(ki + 16) >> 2] = Pj q[(ki + 20) >> 2] = Vi Uj = Tj >>> 2 d: { e: { f: { Vj = Tj & 3 if (Vj >>> 0 > 3) { Nj = 0 break f } Nj = 0 g: { switch ((Vj - 1) | 0) { case 0: case 1: break f case 2: break g default: break e } } Vi = (Rj + Uj) | 0 if (Vi >>> 0 >= Oj >>> 0) { return 0 } Dn((q[a >> 2] + (Rj << 2)) | 0, 0, ((Tj & 252) + 4) | 0) Rj = Vi break d } while (1) { if ((Qj | 0) < (Vi | 0) ? 1 : (Qj | 0) <= (Vi | 0) ? (Wj >>> 0 > Pj >>> 0 ? 0 : 1) : 0) { return 0 } Tj = r[(Pj + Xj) | 0] Pj = (Pj + 1) | 0 if (Pj >>> 0 < 1) { Vi = (Vi + 1) | 0 } q[(ki + 16) >> 2] = Pj q[(ki + 20) >> 2] = Vi Uj = (Tj << ((Nj << 3) | 6)) | Uj Nj = (Nj + 1) | 0 if ((Vj | 0) != (Nj | 0)) { continue } break } } q[(q[a >> 2] + (Rj << 2)) >> 2] = Uj } Rj = (Rj + 1) | 0 Oj = q[Sj >> 2] if (Rj >>> 0 < Oj >>> 0) { continue } break } Rj = (a + 16) | 0 Sj = q[a >> 2] ki = q[(a + 16) >> 2] Vi = (q[(a + 20) >> 2] - ki) | 0 Nj = Vi >> 2 h: { if (Nj >>> 0 <= 4095) { Fa(Rj, (4096 - Nj) | 0) break h } if ((Vi | 0) == 16384) { break h } q[(a + 20) >> 2] = ki + 16384 } i: { ki = (a + 28) | 0 Vi = q[ki >> 2] Nj = (q[(a + 32) >> 2] - Vi) >> 3 if (Oj >>> 0 > Nj >>> 0) { Dh(ki, (Oj - Nj) | 0) Vi = q[ki >> 2] break i } if (Oj >>> 0 < Nj >>> 0) { q[(a + 32) >> 2] = (Oj << 3) + Vi } if (Oj) { break i } return 0 } ki = 0 Nj = 0 while (1) { a = (Sj + (ki << 2)) | 0 Qj = q[a >> 2] Pj = ((ki << 3) + Vi) | 0 q[(Pj + 4) >> 2] = Nj q[Pj >> 2] = Qj a = (q[a >> 2] + Nj) | 0 if (a >>> 0 > 4096) { break a } if (Nj >>> 0 < a >>> 0) { Qj = q[Rj >> 2] while (1) { q[(Qj + (Nj << 2)) >> 2] = ki Nj = (Nj + 1) | 0 if ((a | 0) != (Nj | 0)) { continue } break } } Nj = a ki = (ki + 1) | 0 if ((Oj | 0) != (ki | 0)) { continue } break } return (a | 0) == 4096 } return Yj } function uh(a, ki) { var Zj = 0, _j = 0, $j = 0, ak = 0, bk = 0, ck = 0, dk = 0, ek = 0, fk = 0 bk = (T - 16) | 0 T = bk a: { b: { if (s[(ki + 38) >> 1] <= 511) { _j = q[(ki + 12) >> 2] ek = _j Zj = q[(ki + 20) >> 2] $j = q[(ki + 16) >> 2] ak = ($j + 8) | 0 if (ak >>> 0 < 8) { Zj = (Zj + 1) | 0 } ck = q[(ki + 8) >> 2] if ((_j | 0) < (Zj | 0) ? 1 : (_j | 0) <= (Zj | 0) ? (ck >>> 0 >= ak >>> 0 ? 0 : 1) : 0) { break a } _j = ($j + q[ki >> 2]) | 0 $j = r[(_j + 4) | 0] | (r[(_j + 5) | 0] << 8) | ((r[(_j + 6) | 0] << 16) | (r[(_j + 7) | 0] << 24)) _j = r[_j | 0] | (r[(_j + 1) | 0] << 8) | ((r[(_j + 2) | 0] << 16) | (r[(_j + 3) | 0] << 24)) q[(bk + 8) >> 2] = _j q[(bk + 12) >> 2] = $j q[(ki + 16) >> 2] = ak q[(ki + 20) >> 2] = Zj break b } if (!Eh(1, (bk + 8) | 0, ki)) { break a } ak = q[(ki + 16) >> 2] Zj = q[(ki + 20) >> 2] ck = q[(ki + 8) >> 2] ek = q[(ki + 12) >> 2] _j = q[(bk + 8) >> 2] $j = q[(bk + 12) >> 2] } dk = (ck - ak) | 0 ck = (ek - ((Zj + (ck >>> 0 < ak >>> 0)) | 0)) | 0 if ((((ck | 0) == ($j | 0)) & (_j >>> 0 > dk >>> 0)) | ($j >>> 0 > ck >>> 0)) { break a } $j = (Zj + $j) | 0 Zj = ak dk = (Zj + _j) | 0 if (dk >>> 0 < Zj >>> 0) { $j = ($j + 1) | 0 } q[(ki + 16) >> 2] = dk q[(ki + 20) >> 2] = $j Zj = _j if ((Zj | 0) < 1) { break a } ak = (ak + q[ki >> 2]) | 0 q[(a + 40) >> 2] = ak ki = a c: { d: { e: { f: { g: { _j = (Zj + -1) | 0 $j = (ak + _j) | 0 switch (((r[$j | 0] >>> 6) - 1) | 0) { case 2: break d case 1: break e case 0: break f default: break g } } q[(a + 44) >> 2] = _j a = r[$j | 0] & 63 break c } if ((Zj | 0) < 2) { break a } q[(a + 44) >> 2] = Zj + -2 a = (((Zj + ak) | 0) + -2) | 0 a = ((r[(a + 1) | 0] << 8) & 16128) | r[a | 0] break c } if ((Zj | 0) < 3) { break a } q[(a + 44) >> 2] = Zj + -3 a = (((Zj + ak) | 0) + -3) | 0 a = (r[(a + 1) | 0] << 8) | ((r[(a + 2) | 0] << 16) & 4128768) | r[a | 0] break c } q[(a + 44) >> 2] = Zj + -4 a = (((Zj + ak) | 0) + -4) | 0 a = (r[(a + 2) | 0] << 16) | ((r[(a + 3) | 0] << 24) & 1056964608) | (r[(a + 1) | 0] << 8) | r[a | 0] } a = (a + 16384) | 0 q[(ki + 48) >> 2] = a fk = a >>> 0 < 4194304 } T = (bk + 16) | 0 return fk } function vh(a, ki, gk) { var hk = 0, ik = 0, jk = 0, kk = 0, lk = 0, mk = 0, nk = 0, ok = 0 hk = (T + -64) | 0 T = hk q[(hk + 56) >> 2] = 0 q[(hk + 48) >> 2] = 0 q[(hk + 52) >> 2] = 0 q[(hk + 40) >> 2] = 0 q[(hk + 44) >> 2] = 0 q[(hk + 32) >> 2] = 0 q[(hk + 36) >> 2] = 0 q[(hk + 24) >> 2] = 0 q[(hk + 28) >> 2] = 0 q[(hk + 16) >> 2] = 0 q[(hk + 20) >> 2] = 0 q[(hk + 8) >> 2] = 0 q[(hk + 12) >> 2] = 0 a: { if (!th((hk + 8) | 0, ki) | (q[(hk + 20) >> 2] ? 0 : a)) { break a } ik = uh((hk + 8) | 0, ki) if (!a | !ik) { break a } ki = q[(hk + 56) >> 2] mk = q[(hk + 36) >> 2] nk = q[(hk + 48) >> 2] ok = q[(hk + 24) >> 2] while (1) { b: { if (ki >>> 0 > 16383) { break b } ik = q[(hk + 52) >> 2] while (1) { if ((ik | 0) < 1) { break b } ik = (ik + -1) | 0 q[(hk + 52) >> 2] = ik ki = r[(ik + nk) | 0] | (ki << 8) q[(hk + 56) >> 2] = ki if (ki >>> 0 < 16384) { continue } break } } ik = ki & 4095 kk = q[((ik << 2) + ok) >> 2] lk = ((kk << 3) + mk) | 0 ki = (((w(q[lk >> 2], ki >>> 12) + ik) | 0) - q[(lk + 4) >> 2]) | 0 q[(hk + 56) >> 2] = ki q[((jk << 2) + gk) >> 2] = kk ik = 1 jk = (jk + 1) | 0 if ((jk | 0) != (a | 0)) { continue } break } } a = q[(hk + 36) >> 2] if (a) { q[(hk + 40) >> 2] = a An(a) } a = q[(hk + 24) >> 2] if (a) { q[(hk + 28) >> 2] = a An(a) } a = q[(hk + 8) >> 2] if (a) { q[(hk + 12) >> 2] = a An(a) } T = (hk - -64) | 0 return ik } function wh(a, ki, gk) { var pk = 0, qk = 0, rk = 0, sk = 0, tk = 0, uk = 0, vk = 0, wk = 0 pk = (T + -64) | 0 T = pk q[(pk + 56) >> 2] = 0 q[(pk + 48) >> 2] = 0 q[(pk + 52) >> 2] = 0 q[(pk + 40) >> 2] = 0 q[(pk + 44) >> 2] = 0 q[(pk + 32) >> 2] = 0 q[(pk + 36) >> 2] = 0 q[(pk + 24) >> 2] = 0 q[(pk + 28) >> 2] = 0 q[(pk + 16) >> 2] = 0 q[(pk + 20) >> 2] = 0 q[(pk + 8) >> 2] = 0 q[(pk + 12) >> 2] = 0 a: { if (!Fh((pk + 8) | 0, ki) | (q[(pk + 20) >> 2] ? 0 : a)) { break a } qk = Gh((pk + 8) | 0, ki) if (!a | !qk) { break a } ki = q[(pk + 56) >> 2] uk = q[(pk + 36) >> 2] vk = q[(pk + 48) >> 2] wk = q[(pk + 24) >> 2] while (1) { b: { if (ki >>> 0 > 32767) { break b } qk = q[(pk + 52) >> 2] while (1) { if ((qk | 0) < 1) { break b } qk = (qk + -1) | 0 q[(pk + 52) >> 2] = qk ki = r[(qk + vk) | 0] | (ki << 8) q[(pk + 56) >> 2] = ki if (ki >>> 0 < 32768) { continue } break } } qk = ki & 8191 sk = q[((qk << 2) + wk) >> 2] tk = ((sk << 3) + uk) | 0 ki = (((w(q[tk >> 2], ki >>> 13) + qk) | 0) - q[(tk + 4) >> 2]) | 0 q[(pk + 56) >> 2] = ki q[((rk << 2) + gk) >> 2] = sk qk = 1 rk = (rk + 1) | 0 if ((rk | 0) != (a | 0)) { continue } break } } a = q[(pk + 36) >> 2] if (a) { q[(pk + 40) >> 2] = a An(a) } a = q[(pk + 24) >> 2] if (a) { q[(pk + 28) >> 2] = a An(a) } a = q[(pk + 8) >> 2] if (a) { q[(pk + 12) >> 2] = a An(a) } T = (pk - -64) | 0 return qk } function xh(a, ki, gk) { var xk = 0, yk = 0, zk = 0, Ak = 0, Bk = 0, Ck = 0, Dk = 0, Ek = 0 xk = (T + -64) | 0 T = xk q[(xk + 56) >> 2] = 0 q[(xk + 48) >> 2] = 0 q[(xk + 52) >> 2] = 0 q[(xk + 40) >> 2] = 0 q[(xk + 44) >> 2] = 0 q[(xk + 32) >> 2] = 0 q[(xk + 36) >> 2] = 0 q[(xk + 24) >> 2] = 0 q[(xk + 28) >> 2] = 0 q[(xk + 16) >> 2] = 0 q[(xk + 20) >> 2] = 0 q[(xk + 8) >> 2] = 0 q[(xk + 12) >> 2] = 0 a: { if (!Hh((xk + 8) | 0, ki) | (q[(xk + 20) >> 2] ? 0 : a)) { break a } yk = Ih((xk + 8) | 0, ki) if (!a | !yk) { break a } ki = q[(xk + 56) >> 2] Ck = q[(xk + 36) >> 2] Dk = q[(xk + 48) >> 2] Ek = q[(xk + 24) >> 2] while (1) { b: { if (ki >>> 0 > 131071) { break b } yk = q[(xk + 52) >> 2] while (1) { if ((yk | 0) < 1) { break b } yk = (yk + -1) | 0 q[(xk + 52) >> 2] = yk ki = r[(yk + Dk) | 0] | (ki << 8) q[(xk + 56) >> 2] = ki if (ki >>> 0 < 131072) { continue } break } } yk = ki & 32767 Ak = q[((yk << 2) + Ek) >> 2] Bk = ((Ak << 3) + Ck) | 0 ki = (((w(q[Bk >> 2], ki >>> 15) + yk) | 0) - q[(Bk + 4) >> 2]) | 0 q[(xk + 56) >> 2] = ki q[((zk << 2) + gk) >> 2] = Ak yk = 1 zk = (zk + 1) | 0 if ((zk | 0) != (a | 0)) { continue } break } } a = q[(xk + 36) >> 2] if (a) { q[(xk + 40) >> 2] = a An(a) } a = q[(xk + 24) >> 2] if (a) { q[(xk + 28) >> 2] = a An(a) } a = q[(xk + 8) >> 2] if (a) { q[(xk + 12) >> 2] = a An(a) } T = (xk - -64) | 0 return yk } function yh(a, ki, gk) { var Fk = 0, Gk = 0, Hk = 0, Ik = 0, Jk = 0, Kk = 0, Lk = 0, Mk = 0 Fk = (T + -64) | 0 T = Fk q[(Fk + 56) >> 2] = 0 q[(Fk + 48) >> 2] = 0 q[(Fk + 52) >> 2] = 0 q[(Fk + 40) >> 2] = 0 q[(Fk + 44) >> 2] = 0 q[(Fk + 32) >> 2] = 0 q[(Fk + 36) >> 2] = 0 q[(Fk + 24) >> 2] = 0 q[(Fk + 28) >> 2] = 0 q[(Fk + 16) >> 2] = 0 q[(Fk + 20) >> 2] = 0 q[(Fk + 8) >> 2] = 0 q[(Fk + 12) >> 2] = 0 a: { if (!Jh((Fk + 8) | 0, ki) | (q[(Fk + 20) >> 2] ? 0 : a)) { break a } Gk = Kh((Fk + 8) | 0, ki) if (!a | !Gk) { break a } ki = q[(Fk + 56) >> 2] Kk = q[(Fk + 36) >> 2] Lk = q[(Fk + 48) >> 2] Mk = q[(Fk + 24) >> 2] while (1) { b: { if (ki >>> 0 > 262143) { break b } Gk = q[(Fk + 52) >> 2] while (1) { if ((Gk | 0) < 1) { break b } Gk = (Gk + -1) | 0 q[(Fk + 52) >> 2] = Gk ki = r[(Gk + Lk) | 0] | (ki << 8) q[(Fk + 56) >> 2] = ki if (ki >>> 0 < 262144) { continue } break } } Gk = ki & 65535 Ik = q[((Gk << 2) + Mk) >> 2] Jk = ((Ik << 3) + Kk) | 0 ki = (((w(q[Jk >> 2], ki >>> 16) + Gk) | 0) - q[(Jk + 4) >> 2]) | 0 q[(Fk + 56) >> 2] = ki q[((Hk << 2) + gk) >> 2] = Ik Gk = 1 Hk = (Hk + 1) | 0 if ((Hk | 0) != (a | 0)) { continue } break } } a = q[(Fk + 36) >> 2] if (a) { q[(Fk + 40) >> 2] = a An(a) } a = q[(Fk + 24) >> 2] if (a) { q[(Fk + 28) >> 2] = a An(a) } a = q[(Fk + 8) >> 2] if (a) { q[(Fk + 12) >> 2] = a An(a) } T = (Fk - -64) | 0 return Gk } function zh(a, ki, gk) { var Nk = 0, Ok = 0, Pk = 0, Qk = 0, Rk = 0, Sk = 0, Tk = 0, Uk = 0 Nk = (T + -64) | 0 T = Nk q[(Nk + 56) >> 2] = 0 q[(Nk + 48) >> 2] = 0 q[(Nk + 52) >> 2] = 0 q[(Nk + 40) >> 2] = 0 q[(Nk + 44) >> 2] = 0 q[(Nk + 32) >> 2] = 0 q[(Nk + 36) >> 2] = 0 q[(Nk + 24) >> 2] = 0 q[(Nk + 28) >> 2] = 0 q[(Nk + 16) >> 2] = 0 q[(Nk + 20) >> 2] = 0 q[(Nk + 8) >> 2] = 0 q[(Nk + 12) >> 2] = 0 a: { if (!Lh((Nk + 8) | 0, ki) | (q[(Nk + 20) >> 2] ? 0 : a)) { break a } Ok = Mh((Nk + 8) | 0, ki) if (!a | !Ok) { break a } ki = q[(Nk + 56) >> 2] Sk = q[(Nk + 36) >> 2] Tk = q[(Nk + 48) >> 2] Uk = q[(Nk + 24) >> 2] while (1) { b: { if (ki >>> 0 > 1048575) { break b } Ok = q[(Nk + 52) >> 2] while (1) { if ((Ok | 0) < 1) { break b } Ok = (Ok + -1) | 0 q[(Nk + 52) >> 2] = Ok ki = r[(Ok + Tk) | 0] | (ki << 8) q[(Nk + 56) >> 2] = ki if (ki >>> 0 < 1048576) { continue } break } } Ok = ki & 262143 Qk = q[((Ok << 2) + Uk) >> 2] Rk = ((Qk << 3) + Sk) | 0 ki = (((w(q[Rk >> 2], ki >>> 18) + Ok) | 0) - q[(Rk + 4) >> 2]) | 0 q[(Nk + 56) >> 2] = ki q[((Pk << 2) + gk) >> 2] = Qk Ok = 1 Pk = (Pk + 1) | 0 if ((Pk | 0) != (a | 0)) { continue } break } } a = q[(Nk + 36) >> 2] if (a) { q[(Nk + 40) >> 2] = a An(a) } a = q[(Nk + 24) >> 2] if (a) { q[(Nk + 28) >> 2] = a An(a) } a = q[(Nk + 8) >> 2] if (a) { q[(Nk + 12) >> 2] = a An(a) } T = (Nk - -64) | 0 return Ok } function Ah(a, ki, gk) { var Vk = 0, Wk = 0, Xk = 0, Yk = 0, Zk = 0, _k = 0, $k = 0, al = 0 Vk = (T + -64) | 0 T = Vk q[(Vk + 56) >> 2] = 0 q[(Vk + 48) >> 2] = 0 q[(Vk + 52) >> 2] = 0 q[(Vk + 40) >> 2] = 0 q[(Vk + 44) >> 2] = 0 q[(Vk + 32) >> 2] = 0 q[(Vk + 36) >> 2] = 0 q[(Vk + 24) >> 2] = 0 q[(Vk + 28) >> 2] = 0 q[(Vk + 16) >> 2] = 0 q[(Vk + 20) >> 2] = 0 q[(Vk + 8) >> 2] = 0 q[(Vk + 12) >> 2] = 0 a: { if (!Nh((Vk + 8) | 0, ki) | (q[(Vk + 20) >> 2] ? 0 : a)) { break a } Wk = Oh((Vk + 8) | 0, ki) if (!a | !Wk) { break a } ki = q[(Vk + 56) >> 2] _k = q[(Vk + 36) >> 2] $k = q[(Vk + 48) >> 2] al = q[(Vk + 24) >> 2] while (1) { b: { if (ki >>> 0 > 2097151) { break b } Wk = q[(Vk + 52) >> 2] while (1) { if ((Wk | 0) < 1) { break b } Wk = (Wk + -1) | 0 q[(Vk + 52) >> 2] = Wk ki = r[(Wk + $k) | 0] | (ki << 8) q[(Vk + 56) >> 2] = ki if (ki >>> 0 < 2097152) { continue } break } } Wk = ki & 524287 Yk = q[((Wk << 2) + al) >> 2] Zk = ((Yk << 3) + _k) | 0 ki = (((w(q[Zk >> 2], ki >>> 19) + Wk) | 0) - q[(Zk + 4) >> 2]) | 0 q[(Vk + 56) >> 2] = ki q[((Xk << 2) + gk) >> 2] = Yk Wk = 1 Xk = (Xk + 1) | 0 if ((Xk | 0) != (a | 0)) { continue } break } } a = q[(Vk + 36) >> 2] if (a) { q[(Vk + 40) >> 2] = a An(a) } a = q[(Vk + 24) >> 2] if (a) { q[(Vk + 28) >> 2] = a An(a) } a = q[(Vk + 8) >> 2] if (a) { q[(Vk + 12) >> 2] = a An(a) } T = (Vk - -64) | 0 return Wk } function Bh(a, ki, gk) { var bl = 0, cl = 0, dl = 0, el = 0, fl = 0, gl = 0, hl = 0, il = 0 bl = (T + -64) | 0 T = bl q[(bl + 56) >> 2] = 0 q[(bl + 48) >> 2] = 0 q[(bl + 52) >> 2] = 0 q[(bl + 40) >> 2] = 0 q[(bl + 44) >> 2] = 0 q[(bl + 32) >> 2] = 0 q[(bl + 36) >> 2] = 0 q[(bl + 24) >> 2] = 0 q[(bl + 28) >> 2] = 0 q[(bl + 16) >> 2] = 0 q[(bl + 20) >> 2] = 0 q[(bl + 8) >> 2] = 0 q[(bl + 12) >> 2] = 0 a: { if (!Ph((bl + 8) | 0, ki) | (q[(bl + 20) >> 2] ? 0 : a)) { break a } cl = Qh((bl + 8) | 0, ki) if (!a | !cl) { break a } ki = q[(bl + 56) >> 2] gl = q[(bl + 36) >> 2] hl = q[(bl + 48) >> 2] il = q[(bl + 24) >> 2] while (1) { b: { if (ki >>> 0 > 4194303) { break b } cl = q[(bl + 52) >> 2] while (1) { if ((cl | 0) < 1) { break b } cl = (cl + -1) | 0 q[(bl + 52) >> 2] = cl ki = r[(cl + hl) | 0] | (ki << 8) q[(bl + 56) >> 2] = ki if (ki >>> 0 < 4194304) { continue } break } } cl = ki & 1048575 el = q[((cl << 2) + il) >> 2] fl = ((el << 3) + gl) | 0 ki = (((w(q[fl >> 2], ki >>> 20) + cl) | 0) - q[(fl + 4) >> 2]) | 0 q[(bl + 56) >> 2] = ki q[((dl << 2) + gk) >> 2] = el cl = 1 dl = (dl + 1) | 0 if ((dl | 0) != (a | 0)) { continue } break } } a = q[(bl + 36) >> 2] if (a) { q[(bl + 40) >> 2] = a An(a) } a = q[(bl + 24) >> 2] if (a) { q[(bl + 28) >> 2] = a An(a) } a = q[(bl + 8) >> 2] if (a) { q[(bl + 12) >> 2] = a An(a) } T = (bl - -64) | 0 return cl } function Ch(a, ki, gk) { var jl = 0, kl = 0, ll = 0, ml = 0 a: { if (a >>> 0 > 5) { break a } ll = q[(gk + 16) >> 2] jl = q[(gk + 12) >> 2] kl = q[(gk + 20) >> 2] if ((jl | 0) < (kl | 0) ? 1 : (jl | 0) <= (kl | 0) ? (t[(gk + 8) >> 2] > ll >>> 0 ? 0 : 1) : 0) { break a } jl = r[(ll + q[gk >> 2]) | 0] ll = (ll + 1) | 0 if (ll >>> 0 < 1) { kl = (kl + 1) | 0 } q[(gk + 16) >> 2] = ll q[(gk + 20) >> 2] = kl kl = ki if (jl & 128) { if (!Ch((a + 1) | 0, ki, gk)) { break a } a = q[ki >> 2] << 7 q[ki >> 2] = a jl = a | (jl & 127) } q[kl >> 2] = jl ml = 1 } return ml } function Dh(a, ki) { var gk = 0, nl = 0, ol = 0, pl = 0, ql = 0, rl = 0, sl = 0 a: { b: { ol = q[(a + 8) >> 2] gk = (a + 4) | 0 nl = q[gk >> 2] c: { if (((ol - nl) >> 3) >>> 0 >= ki >>> 0) { while (1) { q[nl >> 2] = 0 q[(nl + 4) >> 2] = 0 nl = (q[gk >> 2] + 8) | 0 q[gk >> 2] = nl ki = (ki + -1) | 0 if (ki) { continue } break c } } pl = q[a >> 2] ql = (nl - pl) | 0 gk = ql >> 3 nl = (gk + ki) | 0 if (nl >>> 0 >= 536870912) { break b } sl = gk << 3 ol = (ol - pl) | 0 gk = ol >> 2 ol = (ol >> 3) >>> 0 < 268435455 ? (gk >>> 0 < nl >>> 0 ? nl : gk) : 536870911 gk = 0 d: { if (!ol) { break d } if (ol >>> 0 >= 536870912) { break a } rl = Mm(ol << 3) gk = rl } nl = (sl + gk) | 0 Dn(nl, 0, ki << 3) ol = (gk + (ol << 3)) | 0 while (1) { nl = (nl + 8) | 0 ki = (ki + -1) | 0 if (ki) { continue } break } if ((ql | 0) >= 1) { Cn(rl, pl, ql) } q[a >> 2] = gk q[(a + 8) >> 2] = ol q[(a + 4) >> 2] = nl if (!pl) { break c } An(pl) } return } bn() F() } ab(10991) F() } function Eh(a, ki, tl) { var ul = 0, vl = 0, wl = 0, xl = 0, yl = 0, zl = 0 a: { if (a >>> 0 > 10) { break a } wl = q[(tl + 16) >> 2] ul = q[(tl + 12) >> 2] vl = q[(tl + 20) >> 2] xl = vl if ((ul | 0) < (xl | 0) ? 1 : (ul | 0) <= (xl | 0) ? (t[(tl + 8) >> 2] > wl >>> 0 ? 0 : 1) : 0) { break a } yl = o[(wl + q[tl >> 2]) | 0] ul = (wl + 1) | 0 if (ul >>> 0 < 1) { vl = (vl + 1) | 0 } q[(tl + 16) >> 2] = ul q[(tl + 20) >> 2] = vl xl = ki wl = ki ul = yl b: { if ((ul | 0) <= -1) { if (!Eh((a + 1) | 0, ki, tl)) { break a } a = ki tl = q[(ki + 4) >> 2] ki = q[ki >> 2] vl = (tl << 7) | (ki >>> 25) ki = ki << 7 q[a >> 2] = ki q[(a + 4) >> 2] = vl a = (ul & 127) | ki break b } vl = 0 a = ul & 255 } q[wl >> 2] = a q[(xl + 4) >> 2] = vl zl = 1 } return zl } function Fh(a, ki) { var tl = 0, Al = 0, Bl = 0, Cl = 0, Dl = 0, El = 0, Fl = 0, Gl = 0, Hl = 0, Il = 0, Jl = 0, Kl = 0, Ll = 0 a: { tl = s[(ki + 38) >> 1] if (!tl) { break a } Fl = (a + 12) | 0 b: { if (tl >>> 0 <= 511) { Al = q[(ki + 12) >> 2] tl = q[(ki + 20) >> 2] Bl = q[(ki + 16) >> 2] Dl = (Bl + 4) | 0 if (Dl >>> 0 < 4) { tl = (tl + 1) | 0 } if ((Al | 0) < (tl | 0) ? 1 : (Al | 0) <= (tl | 0) ? (t[(ki + 8) >> 2] >= Dl >>> 0 ? 0 : 1) : 0) { break a } tl = (Bl + q[ki >> 2]) | 0 Bl = r[tl | 0] | (r[(tl + 1) | 0] << 8) | ((r[(tl + 2) | 0] << 16) | (r[(tl + 3) | 0] << 24)) q[Fl >> 2] = Bl Al = q[(ki + 20) >> 2] Dl = (q[(ki + 16) >> 2] + 4) | 0 if (Dl >>> 0 < 4) { Al = (Al + 1) | 0 } tl = ki q[(tl + 16) >> 2] = Dl q[(tl + 20) >> 2] = Al break b } if (!Ch(1, Fl, ki)) { break a } Bl = q[Fl >> 2] } Al = q[a >> 2] tl = (q[(a + 4) >> 2] - Al) >> 2 c: { if (Bl >>> 0 > tl >>> 0) { Fa(a, (Bl - tl) | 0) Bl = q[(a + 12) >> 2] break c } if (Bl >>> 0 >= tl >>> 0) { break c } q[(a + 4) >> 2] = Al + (Bl << 2) } if (!Bl) { Ll = 1 break a } Jl = q[(ki + 8) >> 2] Dl = q[(ki + 12) >> 2] while (1) { Cl = q[(ki + 16) >> 2] tl = q[(ki + 20) >> 2] if ((Dl | 0) < (tl | 0) ? 1 : (Dl | 0) <= (tl | 0) ? (Jl >>> 0 > Cl >>> 0 ? 0 : 1) : 0) { break a } Kl = q[ki >> 2] Gl = r[(Kl + Cl) | 0] Cl = (Cl + 1) | 0 if (Cl >>> 0 < 1) { tl = (tl + 1) | 0 } q[(ki + 16) >> 2] = Cl q[(ki + 20) >> 2] = tl Hl = Gl >>> 2 d: { e: { f: { Il = Gl & 3 if (Il >>> 0 > 3) { Al = 0 break f } Al = 0 g: { switch ((Il - 1) | 0) { case 0: case 1: break f case 2: break g default: break e } } tl = (El + Hl) | 0 if (tl >>> 0 >= Bl >>> 0) { return 0 } Dn((q[a >> 2] + (El << 2)) | 0, 0, ((Gl & 252) + 4) | 0) El = tl break d } while (1) { if ((Dl | 0) < (tl | 0) ? 1 : (Dl | 0) <= (tl | 0) ? (Jl >>> 0 > Cl >>> 0 ? 0 : 1) : 0) { return 0 } Gl = r[(Cl + Kl) | 0] Cl = (Cl + 1) | 0 if (Cl >>> 0 < 1) { tl = (tl + 1) | 0 } q[(ki + 16) >> 2] = Cl q[(ki + 20) >> 2] = tl Hl = (Gl << ((Al << 3) | 6)) | Hl Al = (Al + 1) | 0 if ((Il | 0) != (Al | 0)) { continue } break } } q[(q[a >> 2] + (El << 2)) >> 2] = Hl } El = (El + 1) | 0 Bl = q[Fl >> 2] if (El >>> 0 < Bl >>> 0) { continue } break } El = (a + 16) | 0 Fl = q[a >> 2] ki = q[(a + 16) >> 2] tl = (q[(a + 20) >> 2] - ki) | 0 Al = tl >> 2 h: { if (Al >>> 0 <= 8191) { Fa(El, (8192 - Al) | 0) break h } if ((tl | 0) == 32768) { break h } q[(a + 20) >> 2] = ki + 32768 } i: { ki = (a + 28) | 0 tl = q[ki >> 2] Al = (q[(a + 32) >> 2] - tl) >> 3 if (Bl >>> 0 > Al >>> 0) { Dh(ki, (Bl - Al) | 0) tl = q[ki >> 2] break i } if (Bl >>> 0 < Al >>> 0) { q[(a + 32) >> 2] = (Bl << 3) + tl } if (Bl) { break i } return 0 } ki = 0 Al = 0 while (1) { a = (Fl + (ki << 2)) | 0 Dl = q[a >> 2] Cl = ((ki << 3) + tl) | 0 q[(Cl + 4) >> 2] = Al q[Cl >> 2] = Dl a = (q[a >> 2] + Al) | 0 if (a >>> 0 > 8192) { break a } if (Al >>> 0 < a >>> 0) { Dl = q[El >> 2] while (1) { q[(Dl + (Al << 2)) >> 2] = ki Al = (Al + 1) | 0 if ((a | 0) != (Al | 0)) { continue } break } } Al = a ki = (ki + 1) | 0 if ((Bl | 0) != (ki | 0)) { continue } break } return (a | 0) == 8192 } return Ll } function Gh(a, ki) { var Ml = 0, Nl = 0, Ol = 0, Pl = 0, Ql = 0, Rl = 0, Sl = 0, Tl = 0, Ul = 0 Ql = (T - 16) | 0 T = Ql a: { b: { if (s[(ki + 38) >> 1] <= 511) { Nl = q[(ki + 12) >> 2] Tl = Nl Ml = q[(ki + 20) >> 2] Ol = q[(ki + 16) >> 2] Pl = (Ol + 8) | 0 if (Pl >>> 0 < 8) { Ml = (Ml + 1) | 0 } Rl = q[(ki + 8) >> 2] if ((Nl | 0) < (Ml | 0) ? 1 : (Nl | 0) <= (Ml | 0) ? (Rl >>> 0 >= Pl >>> 0 ? 0 : 1) : 0) { break a } Nl = (Ol + q[ki >> 2]) | 0 Ol = r[(Nl + 4) | 0] | (r[(Nl + 5) | 0] << 8) | ((r[(Nl + 6) | 0] << 16) | (r[(Nl + 7) | 0] << 24)) Nl = r[Nl | 0] | (r[(Nl + 1) | 0] << 8) | ((r[(Nl + 2) | 0] << 16) | (r[(Nl + 3) | 0] << 24)) q[(Ql + 8) >> 2] = Nl q[(Ql + 12) >> 2] = Ol q[(ki + 16) >> 2] = Pl q[(ki + 20) >> 2] = Ml break b } if (!Eh(1, (Ql + 8) | 0, ki)) { break a } Pl = q[(ki + 16) >> 2] Ml = q[(ki + 20) >> 2] Rl = q[(ki + 8) >> 2] Tl = q[(ki + 12) >> 2] Nl = q[(Ql + 8) >> 2] Ol = q[(Ql + 12) >> 2] } Sl = (Rl - Pl) | 0 Rl = (Tl - ((Ml + (Rl >>> 0 < Pl >>> 0)) | 0)) | 0 if ((((Rl | 0) == (Ol | 0)) & (Nl >>> 0 > Sl >>> 0)) | (Ol >>> 0 > Rl >>> 0)) { break a } Ol = (Ml + Ol) | 0 Ml = Pl Sl = (Ml + Nl) | 0 if (Sl >>> 0 < Ml >>> 0) { Ol = (Ol + 1) | 0 } q[(ki + 16) >> 2] = Sl q[(ki + 20) >> 2] = Ol Ml = Nl if ((Ml | 0) < 1) { break a } Pl = (Pl + q[ki >> 2]) | 0 q[(a + 40) >> 2] = Pl ki = a c: { d: { e: { f: { g: { Nl = (Ml + -1) | 0 Ol = (Pl + Nl) | 0 switch (((r[Ol | 0] >>> 6) - 1) | 0) { case 2: break d case 1: break e case 0: break f default: break g } } q[(a + 44) >> 2] = Nl a = r[Ol | 0] & 63 break c } if ((Ml | 0) < 2) { break a } q[(a + 44) >> 2] = Ml + -2 a = (((Ml + Pl) | 0) + -2) | 0 a = ((r[(a + 1) | 0] << 8) & 16128) | r[a | 0] break c } if ((Ml | 0) < 3) { break a } q[(a + 44) >> 2] = Ml + -3 a = (((Ml + Pl) | 0) + -3) | 0 a = (r[(a + 1) | 0] << 8) | ((r[(a + 2) | 0] << 16) & 4128768) | r[a | 0] break c } q[(a + 44) >> 2] = Ml + -4 a = (((Ml + Pl) | 0) + -4) | 0 a = (r[(a + 2) | 0] << 16) | ((r[(a + 3) | 0] << 24) & 1056964608) | (r[(a + 1) | 0] << 8) | r[a | 0] } a = (a + 32768) | 0 q[(ki + 48) >> 2] = a Ul = a >>> 0 < 8388608 } T = (Ql + 16) | 0 return Ul } function Hh(a, ki) { var Vl = 0, Wl = 0, Xl = 0, Yl = 0, Zl = 0, _l = 0, $l = 0, am = 0, bm = 0, cm = 0, dm = 0, em = 0, fm = 0 a: { Vl = s[(ki + 38) >> 1] if (!Vl) { break a } $l = (a + 12) | 0 b: { if (Vl >>> 0 <= 511) { Wl = q[(ki + 12) >> 2] Vl = q[(ki + 20) >> 2] Xl = q[(ki + 16) >> 2] Zl = (Xl + 4) | 0 if (Zl >>> 0 < 4) { Vl = (Vl + 1) | 0 } if ((Wl | 0) < (Vl | 0) ? 1 : (Wl | 0) <= (Vl | 0) ? (t[(ki + 8) >> 2] >= Zl >>> 0 ? 0 : 1) : 0) { break a } Vl = (Xl + q[ki >> 2]) | 0 Xl = r[Vl | 0] | (r[(Vl + 1) | 0] << 8) | ((r[(Vl + 2) | 0] << 16) | (r[(Vl + 3) | 0] << 24)) q[$l >> 2] = Xl Wl = q[(ki + 20) >> 2] Zl = (q[(ki + 16) >> 2] + 4) | 0 if (Zl >>> 0 < 4) { Wl = (Wl + 1) | 0 } Vl = ki q[(Vl + 16) >> 2] = Zl q[(Vl + 20) >> 2] = Wl break b } if (!Ch(1, $l, ki)) { break a } Xl = q[$l >> 2] } Wl = q[a >> 2] Vl = (q[(a + 4) >> 2] - Wl) >> 2 c: { if (Xl >>> 0 > Vl >>> 0) { Fa(a, (Xl - Vl) | 0) Xl = q[(a + 12) >> 2] break c } if (Xl >>> 0 >= Vl >>> 0) { break c } q[(a + 4) >> 2] = Wl + (Xl << 2) } if (!Xl) { fm = 1 break a } dm = q[(ki + 8) >> 2] Zl = q[(ki + 12) >> 2] while (1) { Yl = q[(ki + 16) >> 2] Vl = q[(ki + 20) >> 2] if ((Zl | 0) < (Vl | 0) ? 1 : (Zl | 0) <= (Vl | 0) ? (dm >>> 0 > Yl >>> 0 ? 0 : 1) : 0) { break a } em = q[ki >> 2] am = r[(em + Yl) | 0] Yl = (Yl + 1) | 0 if (Yl >>> 0 < 1) { Vl = (Vl + 1) | 0 } q[(ki + 16) >> 2] = Yl q[(ki + 20) >> 2] = Vl bm = am >>> 2 d: { e: { f: { cm = am & 3 if (cm >>> 0 > 3) { Wl = 0 break f } Wl = 0 g: { switch ((cm - 1) | 0) { case 0: case 1: break f case 2: break g default: break e } } Vl = (_l + bm) | 0 if (Vl >>> 0 >= Xl >>> 0) { return 0 } Dn((q[a >> 2] + (_l << 2)) | 0, 0, ((am & 252) + 4) | 0) _l = Vl break d } while (1) { if ((Zl | 0) < (Vl | 0) ? 1 : (Zl | 0) <= (Vl | 0) ? (dm >>> 0 > Yl >>> 0 ? 0 : 1) : 0) { return 0 } am = r[(Yl + em) | 0] Yl = (Yl + 1) | 0 if (Yl >>> 0 < 1) { Vl = (Vl + 1) | 0 } q[(ki + 16) >> 2] = Yl q[(ki + 20) >> 2] = Vl bm = (am << ((Wl << 3) | 6)) | bm Wl = (Wl + 1) | 0 if ((cm | 0) != (Wl | 0)) { continue } break } } q[(q[a >> 2] + (_l << 2)) >> 2] = bm } _l = (_l + 1) | 0 Xl = q[$l >> 2] if (_l >>> 0 < Xl >>> 0) { continue } break } _l = (a + 16) | 0 $l = q[a >> 2] ki = q[(a + 16) >> 2] Vl = (q[(a + 20) >> 2] - ki) | 0 Wl = Vl >> 2 h: { if (Wl >>> 0 <= 32767) { Fa(_l, (32768 - Wl) | 0) break h } if ((Vl | 0) == 131072) { break h } q[(a + 20) >> 2] = ki + 131072 } i: { ki = (a + 28) | 0 Vl = q[ki >> 2] Wl = (q[(a + 32) >> 2] - Vl) >> 3 if (Xl >>> 0 > Wl >>> 0) { Dh(ki, (Xl - Wl) | 0) Vl = q[ki >> 2] break i } if (Xl >>> 0 < Wl >>> 0) { q[(a + 32) >> 2] = (Xl << 3) + Vl } if (Xl) { break i } return 0 } ki = 0 Wl = 0 while (1) { a = ($l + (ki << 2)) | 0 Zl = q[a >> 2] Yl = ((ki << 3) + Vl) | 0 q[(Yl + 4) >> 2] = Wl q[Yl >> 2] = Zl a = (q[a >> 2] + Wl) | 0 if (a >>> 0 > 32768) { break a } if (Wl >>> 0 < a >>> 0) { Zl = q[_l >> 2] while (1) { q[(Zl + (Wl << 2)) >> 2] = ki Wl = (Wl + 1) | 0 if ((a | 0) != (Wl | 0)) { continue } break } } Wl = a ki = (ki + 1) | 0 if ((Xl | 0) != (ki | 0)) { continue } break } return (a | 0) == 32768 } return fm } function Ih(a, ki) { var gm = 0, hm = 0, im = 0, jm = 0, km = 0, lm = 0, mm = 0, nm = 0, om = 0 km = (T - 16) | 0 T = km a: { b: { if (s[(ki + 38) >> 1] <= 511) { hm = q[(ki + 12) >> 2] nm = hm gm = q[(ki + 20) >> 2] im = q[(ki + 16) >> 2] jm = (im + 8) | 0 if (jm >>> 0 < 8) { gm = (gm + 1) | 0 } lm = q[(ki + 8) >> 2] if ((hm | 0) < (gm | 0) ? 1 : (hm | 0) <= (gm | 0) ? (lm >>> 0 >= jm >>> 0 ? 0 : 1) : 0) { break a } hm = (im + q[ki >> 2]) | 0 im = r[(hm + 4) | 0] | (r[(hm + 5) | 0] << 8) | ((r[(hm + 6) | 0] << 16) | (r[(hm + 7) | 0] << 24)) hm = r[hm | 0] | (r[(hm + 1) | 0] << 8) | ((r[(hm + 2) | 0] << 16) | (r[(hm + 3) | 0] << 24)) q[(km + 8) >> 2] = hm q[(km + 12) >> 2] = im q[(ki + 16) >> 2] = jm q[(ki + 20) >> 2] = gm break b } if (!Eh(1, (km + 8) | 0, ki)) { break a } jm = q[(ki + 16) >> 2] gm = q[(ki + 20) >> 2] lm = q[(ki + 8) >> 2] nm = q[(ki + 12) >> 2] hm = q[(km + 8) >> 2] im = q[(km + 12) >> 2] } mm = (lm - jm) | 0 lm = (nm - ((gm + (lm >>> 0 < jm >>> 0)) | 0)) | 0 if ((((lm | 0) == (im | 0)) & (hm >>> 0 > mm >>> 0)) | (im >>> 0 > lm >>> 0)) { break a } im = (gm + im) | 0 gm = jm mm = (gm + hm) | 0 if (mm >>> 0 < gm >>> 0) { im = (im + 1) | 0 } q[(ki + 16) >> 2] = mm q[(ki + 20) >> 2] = im gm = hm if ((gm | 0) < 1) { break a } jm = (jm + q[ki >> 2]) | 0 q[(a + 40) >> 2] = jm ki = a c: { d: { e: { f: { g: { hm = (gm + -1) | 0 im = (jm + hm) | 0 switch (((r[im | 0] >>> 6) - 1) | 0) { case 2: break d case 1: break e case 0: break f default: break g } } q[(a + 44) >> 2] = hm a = r[im | 0] & 63 break c } if ((gm | 0) < 2) { break a } q[(a + 44) >> 2] = gm + -2 a = (((gm + jm) | 0) + -2) | 0 a = ((r[(a + 1) | 0] << 8) & 16128) | r[a | 0] break c } if ((gm | 0) < 3) { break a } q[(a + 44) >> 2] = gm + -3 a = (((gm + jm) | 0) + -3) | 0 a = (r[(a + 1) | 0] << 8) | ((r[(a + 2) | 0] << 16) & 4128768) | r[a | 0] break c } q[(a + 44) >> 2] = gm + -4 a = (((gm + jm) | 0) + -4) | 0 a = (r[(a + 2) | 0] << 16) | ((r[(a + 3) | 0] << 24) & 1056964608) | (r[(a + 1) | 0] << 8) | r[a | 0] } a = (a + 131072) | 0 q[(ki + 48) >> 2] = a om = a >>> 0 < 33554432 } T = (km + 16) | 0 return om } function Jh(a, ki) { var pm = 0, qm = 0, rm = 0, sm = 0, tm = 0, um = 0, vm = 0, wm = 0, xm = 0, ym = 0, zm = 0, Am = 0, Bm = 0 a: { pm = s[(ki + 38) >> 1] if (!pm) { break a } vm = (a + 12) | 0 b: { if (pm >>> 0 <= 511) { qm = q[(ki + 12) >> 2] pm = q[(ki + 20) >> 2] rm = q[(ki + 16) >> 2] tm = (rm + 4) | 0 if (tm >>> 0 < 4) { pm = (pm + 1) | 0 } if ((qm | 0) < (pm | 0) ? 1 : (qm | 0) <= (pm | 0) ? (t[(ki + 8) >> 2] >= tm >>> 0 ? 0 : 1) : 0) { break a } pm = (rm + q[ki >> 2]) | 0 rm = r[pm | 0] | (r[(pm + 1) | 0] << 8) | ((r[(pm + 2) | 0] << 16) | (r[(pm + 3) | 0] << 24)) q[vm >> 2] = rm qm = q[(ki + 20) >> 2] tm = (q[(ki + 16) >> 2] + 4) | 0 if (tm >>> 0 < 4) { qm = (qm + 1) | 0 } pm = ki q[(pm + 16) >> 2] = tm q[(pm + 20) >> 2] = qm break b } if (!Ch(1, vm, ki)) { break a } rm = q[vm >> 2] } qm = q[a >> 2] pm = (q[(a + 4) >> 2] - qm) >> 2 c: { if (rm >>> 0 > pm >>> 0) { Fa(a, (rm - pm) | 0) rm = q[(a + 12) >> 2] break c } if (rm >>> 0 >= pm >>> 0) { break c } q[(a + 4) >> 2] = qm + (rm << 2) } if (!rm) { Bm = 1 break a } zm = q[(ki + 8) >> 2] tm = q[(ki + 12) >> 2] while (1) { sm = q[(ki + 16) >> 2] pm = q[(ki + 20) >> 2] if ((tm | 0) < (pm | 0) ? 1 : (tm | 0) <= (pm | 0) ? (zm >>> 0 > sm >>> 0 ? 0 : 1) : 0) { break a } Am = q[ki >> 2] wm = r[(Am + sm) | 0] sm = (sm + 1) | 0 if (sm >>> 0 < 1) { pm = (pm + 1) | 0 } q[(ki + 16) >> 2] = sm q[(ki + 20) >> 2] = pm xm = wm >>> 2 d: { e: { f: { ym = wm & 3 if (ym >>> 0 > 3) { qm = 0 break f } qm = 0 g: { switch ((ym - 1) | 0) { case 0: case 1: break f case 2: break g default: break e } } pm = (um + xm) | 0 if (pm >>> 0 >= rm >>> 0) { return 0 } Dn((q[a >> 2] + (um << 2)) | 0, 0, ((wm & 252) + 4) | 0) um = pm break d } while (1) { if ((tm | 0) < (pm | 0) ? 1 : (tm | 0) <= (pm | 0) ? (zm >>> 0 > sm >>> 0 ? 0 : 1) : 0) { return 0 } wm = r[(sm + Am) | 0] sm = (sm + 1) | 0 if (sm >>> 0 < 1) { pm = (pm + 1) | 0 } q[(ki + 16) >> 2] = sm q[(ki + 20) >> 2] = pm xm = (wm << ((qm << 3) | 6)) | xm qm = (qm + 1) | 0 if ((ym | 0) != (qm | 0)) { continue } break } } q[(q[a >> 2] + (um << 2)) >> 2] = xm } um = (um + 1) | 0 rm = q[vm >> 2] if (um >>> 0 < rm >>> 0) { continue } break } um = (a + 16) | 0 vm = q[a >> 2] ki = q[(a + 16) >> 2] pm = (q[(a + 20) >> 2] - ki) | 0 qm = pm >> 2 h: { if (qm >>> 0 <= 65535) { Fa(um, (65536 - qm) | 0) break h } if ((pm | 0) == 262144) { break h } q[(a + 20) >> 2] = ki + 262144 } i: { ki = (a + 28) | 0 pm = q[ki >> 2] qm = (q[(a + 32) >> 2] - pm) >> 3 if (rm >>> 0 > qm >>> 0) { Dh(ki, (rm - qm) | 0) pm = q[ki >> 2] break i } if (rm >>> 0 < qm >>> 0) { q[(a + 32) >> 2] = (rm << 3) + pm } if (rm) { break i } return 0 } ki = 0 qm = 0 while (1) { a = (vm + (ki << 2)) | 0 tm = q[a >> 2] sm = ((ki << 3) + pm) | 0 q[(sm + 4) >> 2] = qm q[sm >> 2] = tm a = (q[a >> 2] + qm) | 0 if (a >>> 0 > 65536) { break a } if (qm >>> 0 < a >>> 0) { tm = q[um >> 2] while (1) { q[(tm + (qm << 2)) >> 2] = ki qm = (qm + 1) | 0 if ((a | 0) != (qm | 0)) { continue } break } } qm = a ki = (ki + 1) | 0 if ((rm | 0) != (ki | 0)) { continue } break } return (a | 0) == 65536 } return Bm } function Kh(a, ki) { var Cm = 0, Dm = 0, Em = 0, Fm = 0, Gm = 0, Hm = 0, Im = 0, Jm = 0, Km = 0 Gm = (T - 16) | 0 T = Gm a: { b: { if (s[(ki + 38) >> 1] <= 511) { Dm = q[(ki + 12) >> 2] Jm = Dm Cm = q[(ki + 20) >> 2] Em = q[(ki + 16) >> 2] Fm = (Em + 8) | 0 if (Fm >>> 0 < 8) { Cm = (Cm + 1) | 0 } Hm = q[(ki + 8) >> 2] if ((Dm | 0) < (Cm | 0) ? 1 : (Dm | 0) <= (Cm | 0) ? (Hm >>> 0 >= Fm >>> 0 ? 0 : 1) : 0) { break a } Dm = (Em + q[ki >> 2]) | 0 Em = r[(Dm + 4) | 0] | (r[(Dm + 5) | 0] << 8) | ((r[(Dm + 6) | 0] << 16) | (r[(Dm + 7) | 0] << 24)) Dm = r[Dm | 0] | (r[(Dm + 1) | 0] << 8) | ((r[(Dm + 2) | 0] << 16) | (r[(Dm + 3) | 0] << 24)) q[(Gm + 8) >> 2] = Dm q[(Gm + 12) >> 2] = Em q[(ki + 16) >> 2] = Fm q[(ki + 20) >> 2] = Cm break b } if (!Eh(1, (Gm + 8) | 0, ki)) { break a } Fm = q[(ki + 16) >> 2] Cm = q[(ki + 20) >> 2] Hm = q[(ki + 8) >> 2] Jm = q[(ki + 12) >> 2] Dm = q[(Gm + 8) >> 2] Em = q[(Gm + 12) >> 2] } Im = (Hm - Fm) | 0 Hm = (Jm - ((Cm + (Hm >>> 0 < Fm >>> 0)) | 0)) | 0 if ((((Hm | 0) == (Em | 0)) & (Dm >>> 0 > Im >>> 0)) | (Em >>> 0 > Hm >>> 0)) { break a } Em = (Cm + Em) | 0 Cm = Fm Im = (Cm + Dm) | 0 if (Im >>> 0 < Cm >>> 0) { Em = (Em + 1) | 0 } q[(ki + 16) >> 2] = Im q[(ki + 20) >> 2] = Em Cm = Dm if ((Cm | 0) < 1) { break a } Fm = (Fm + q[ki >> 2]) | 0 q[(a + 40) >> 2] = Fm ki = a c: { d: { e: { f: { g: { Dm = (Cm + -1) | 0 Em = (Fm + Dm) | 0 switch (((r[Em | 0] >>> 6) - 1) | 0) { case 2: break d case 1: break e case 0: break f default: break g } } q[(a + 44) >> 2] = Dm a = r[Em | 0] & 63 break c } if ((Cm | 0) < 2) { break a } q[(a + 44) >> 2] = Cm + -2 a = (((Cm + Fm) | 0) + -2) | 0 a = ((r[(a + 1) | 0] << 8) & 16128) | r[a | 0] break c } if ((Cm | 0) < 3) { break a } q[(a + 44) >> 2] = Cm + -3 a = (((Cm + Fm) | 0) + -3) | 0 a = (r[(a + 1) | 0] << 8) | ((r[(a + 2) | 0] << 16) & 4128768) | r[a | 0] break c } q[(a + 44) >> 2] = Cm + -4 a = (((Cm + Fm) | 0) + -4) | 0 a = (r[(a + 2) | 0] << 16) | ((r[(a + 3) | 0] << 24) & 1056964608) | (r[(a + 1) | 0] << 8) | r[a | 0] } a = (a + 262144) | 0 q[(ki + 48) >> 2] = a Km = a >>> 0 < 67108864 } T = (Gm + 16) | 0 return Km } function Lh(a, ki) { var Lm = 0, Mm = 0, Nm = 0, Om = 0, Pm = 0, Qm = 0, Rm = 0, Sm = 0, Tm = 0, Um = 0, Vm = 0, Wm = 0, Xm = 0 a: { Lm = s[(ki + 38) >> 1] if (!Lm) { break a } Rm = (a + 12) | 0 b: { if (Lm >>> 0 <= 511) { Mm = q[(ki + 12) >> 2] Lm = q[(ki + 20) >> 2] Nm = q[(ki + 16) >> 2] Pm = (Nm + 4) | 0 if (Pm >>> 0 < 4) { Lm = (Lm + 1) | 0 } if ((Mm | 0) < (Lm | 0) ? 1 : (Mm | 0) <= (Lm | 0) ? (t[(ki + 8) >> 2] >= Pm >>> 0 ? 0 : 1) : 0) { break a } Lm = (Nm + q[ki >> 2]) | 0 Nm = r[Lm | 0] | (r[(Lm + 1) | 0] << 8) | ((r[(Lm + 2) | 0] << 16) | (r[(Lm + 3) | 0] << 24)) q[Rm >> 2] = Nm Mm = q[(ki + 20) >> 2] Pm = (q[(ki + 16) >> 2] + 4) | 0 if (Pm >>> 0 < 4) { Mm = (Mm + 1) | 0 } Lm = ki q[(Lm + 16) >> 2] = Pm q[(Lm + 20) >> 2] = Mm break b } if (!Ch(1, Rm, ki)) { break a } Nm = q[Rm >> 2] } Mm = q[a >> 2] Lm = (q[(a + 4) >> 2] - Mm) >> 2 c: { if (Nm >>> 0 > Lm >>> 0) { Fa(a, (Nm - Lm) | 0) Nm = q[(a + 12) >> 2] break c } if (Nm >>> 0 >= Lm >>> 0) { break c } q[(a + 4) >> 2] = Mm + (Nm << 2) } if (!Nm) { Xm = 1 break a } Vm = q[(ki + 8) >> 2] Pm = q[(ki + 12) >> 2] while (1) { Om = q[(ki + 16) >> 2] Lm = q[(ki + 20) >> 2] if ((Pm | 0) < (Lm | 0) ? 1 : (Pm | 0) <= (Lm | 0) ? (Vm >>> 0 > Om >>> 0 ? 0 : 1) : 0) { break a } Wm = q[ki >> 2] Sm = r[(Wm + Om) | 0] Om = (Om + 1) | 0 if (Om >>> 0 < 1) { Lm = (Lm + 1) | 0 } q[(ki + 16) >> 2] = Om q[(ki + 20) >> 2] = Lm Tm = Sm >>> 2 d: { e: { f: { Um = Sm & 3 if (Um >>> 0 > 3) { Mm = 0 break f } Mm = 0 g: { switch ((Um - 1) | 0) { case 0: case 1: break f case 2: break g default: break e } } Lm = (Qm + Tm) | 0 if (Lm >>> 0 >= Nm >>> 0) { return 0 } Dn((q[a >> 2] + (Qm << 2)) | 0, 0, ((Sm & 252) + 4) | 0) Qm = Lm break d } while (1) { if ((Pm | 0) < (Lm | 0) ? 1 : (Pm | 0) <= (Lm | 0) ? (Vm >>> 0 > Om >>> 0 ? 0 : 1) : 0) { return 0 } Sm = r[(Om + Wm) | 0] Om = (Om + 1) | 0 if (Om >>> 0 < 1) { Lm = (Lm + 1) | 0 } q[(ki + 16) >> 2] = Om q[(ki + 20) >> 2] = Lm Tm = (Sm << ((Mm << 3) | 6)) | Tm Mm = (Mm + 1) | 0 if ((Um | 0) != (Mm | 0)) { continue } break } } q[(q[a >> 2] + (Qm << 2)) >> 2] = Tm } Qm = (Qm + 1) | 0 Nm = q[Rm >> 2] if (Qm >>> 0 < Nm >>> 0) { continue } break } Qm = (a + 16) | 0 Rm = q[a >> 2] ki = q[(a + 16) >> 2] Lm = (q[(a + 20) >> 2] - ki) | 0 Mm = Lm >> 2 h: { if (Mm >>> 0 <= 262143) { Fa(Qm, (262144 - Mm) | 0) break h } if ((Lm | 0) == 1048576) { break h } q[(a + 20) >> 2] = ki - -1048576 } i: { ki = (a + 28) | 0 Lm = q[ki >> 2] Mm = (q[(a + 32) >> 2] - Lm) >> 3 if (Nm >>> 0 > Mm >>> 0) { Dh(ki, (Nm - Mm) | 0) Lm = q[ki >> 2] break i } if (Nm >>> 0 < Mm >>> 0) { q[(a + 32) >> 2] = (Nm << 3) + Lm } if (Nm) { break i } return 0 } ki = 0 Mm = 0 while (1) { a = (Rm + (ki << 2)) | 0 Pm = q[a >> 2] Om = ((ki << 3) + Lm) | 0 q[(Om + 4) >> 2] = Mm q[Om >> 2] = Pm a = (q[a >> 2] + Mm) | 0 if (a >>> 0 > 262144) { break a } if (Mm >>> 0 < a >>> 0) { Pm = q[Qm >> 2] while (1) { q[(Pm + (Mm << 2)) >> 2] = ki Mm = (Mm + 1) | 0 if ((a | 0) != (Mm | 0)) { continue } break } } Mm = a ki = (ki + 1) | 0 if ((Nm | 0) != (ki | 0)) { continue } break } return (a | 0) == 262144 } return Xm } function Mh(a, ki) { var Ym = 0, Zm = 0, _m = 0, $m = 0, an = 0, bn = 0, cn = 0, dn = 0, en = 0 an = (T - 16) | 0 T = an a: { b: { if (s[(ki + 38) >> 1] <= 511) { Zm = q[(ki + 12) >> 2] dn = Zm Ym = q[(ki + 20) >> 2] _m = q[(ki + 16) >> 2] $m = (_m + 8) | 0 if ($m >>> 0 < 8) { Ym = (Ym + 1) | 0 } bn = q[(ki + 8) >> 2] if ((Zm | 0) < (Ym | 0) ? 1 : (Zm | 0) <= (Ym | 0) ? (bn >>> 0 >= $m >>> 0 ? 0 : 1) : 0) { break a } Zm = (_m + q[ki >> 2]) | 0 _m = r[(Zm + 4) | 0] | (r[(Zm + 5) | 0] << 8) | ((r[(Zm + 6) | 0] << 16) | (r[(Zm + 7) | 0] << 24)) Zm = r[Zm | 0] | (r[(Zm + 1) | 0] << 8) | ((r[(Zm + 2) | 0] << 16) | (r[(Zm + 3) | 0] << 24)) q[(an + 8) >> 2] = Zm q[(an + 12) >> 2] = _m q[(ki + 16) >> 2] = $m q[(ki + 20) >> 2] = Ym break b } if (!Eh(1, (an + 8) | 0, ki)) { break a } $m = q[(ki + 16) >> 2] Ym = q[(ki + 20) >> 2] bn = q[(ki + 8) >> 2] dn = q[(ki + 12) >> 2] Zm = q[(an + 8) >> 2] _m = q[(an + 12) >> 2] } cn = (bn - $m) | 0 bn = (dn - ((Ym + (bn >>> 0 < $m >>> 0)) | 0)) | 0 if ((((bn | 0) == (_m | 0)) & (Zm >>> 0 > cn >>> 0)) | (_m >>> 0 > bn >>> 0)) { break a } _m = (Ym + _m) | 0 Ym = $m cn = (Ym + Zm) | 0 if (cn >>> 0 < Ym >>> 0) { _m = (_m + 1) | 0 } q[(ki + 16) >> 2] = cn q[(ki + 20) >> 2] = _m Ym = Zm if ((Ym | 0) < 1) { break a } $m = ($m + q[ki >> 2]) | 0 q[(a + 40) >> 2] = $m ki = a c: { d: { e: { f: { g: { Zm = (Ym + -1) | 0 _m = ($m + Zm) | 0 switch (((r[_m | 0] >>> 6) - 1) | 0) { case 2: break d case 1: break e case 0: break f default: break g } } q[(a + 44) >> 2] = Zm a = r[_m | 0] & 63 break c } if ((Ym | 0) < 2) { break a } q[(a + 44) >> 2] = Ym + -2 a = (((Ym + $m) | 0) + -2) | 0 a = ((r[(a + 1) | 0] << 8) & 16128) | r[a | 0] break c } if ((Ym | 0) < 3) { break a } q[(a + 44) >> 2] = Ym + -3 a = (((Ym + $m) | 0) + -3) | 0 a = (r[(a + 1) | 0] << 8) | ((r[(a + 2) | 0] << 16) & 4128768) | r[a | 0] break c } q[(a + 44) >> 2] = Ym + -4 a = (((Ym + $m) | 0) + -4) | 0 a = (r[(a + 2) | 0] << 16) | ((r[(a + 3) | 0] << 24) & 1056964608) | (r[(a + 1) | 0] << 8) | r[a | 0] } a = (a - -1048576) | 0 q[(ki + 48) >> 2] = a en = a >>> 0 < 268435456 } T = (an + 16) | 0 return en } function Nh(a, ki) { var fn = 0, gn = 0, hn = 0, jn = 0, kn = 0, ln = 0, mn = 0, nn = 0, on = 0, pn = 0, qn = 0, rn = 0, sn = 0 a: { fn = s[(ki + 38) >> 1] if (!fn) { break a } mn = (a + 12) | 0 b: { if (fn >>> 0 <= 511) { gn = q[(ki + 12) >> 2] fn = q[(ki + 20) >> 2] hn = q[(ki + 16) >> 2] kn = (hn + 4) | 0 if (kn >>> 0 < 4) { fn = (fn + 1) | 0 } if ((gn | 0) < (fn | 0) ? 1 : (gn | 0) <= (fn | 0) ? (t[(ki + 8) >> 2] >= kn >>> 0 ? 0 : 1) : 0) { break a } fn = (hn + q[ki >> 2]) | 0 hn = r[fn | 0] | (r[(fn + 1) | 0] << 8) | ((r[(fn + 2) | 0] << 16) | (r[(fn + 3) | 0] << 24)) q[mn >> 2] = hn gn = q[(ki + 20) >> 2] kn = (q[(ki + 16) >> 2] + 4) | 0 if (kn >>> 0 < 4) { gn = (gn + 1) | 0 } fn = ki q[(fn + 16) >> 2] = kn q[(fn + 20) >> 2] = gn break b } if (!Ch(1, mn, ki)) { break a } hn = q[mn >> 2] } gn = q[a >> 2] fn = (q[(a + 4) >> 2] - gn) >> 2 c: { if (hn >>> 0 > fn >>> 0) { Fa(a, (hn - fn) | 0) hn = q[(a + 12) >> 2] break c } if (hn >>> 0 >= fn >>> 0) { break c } q[(a + 4) >> 2] = gn + (hn << 2) } if (!hn) { sn = 1 break a } qn = q[(ki + 8) >> 2] kn = q[(ki + 12) >> 2] while (1) { jn = q[(ki + 16) >> 2] fn = q[(ki + 20) >> 2] if ((kn | 0) < (fn | 0) ? 1 : (kn | 0) <= (fn | 0) ? (qn >>> 0 > jn >>> 0 ? 0 : 1) : 0) { break a } rn = q[ki >> 2] nn = r[(rn + jn) | 0] jn = (jn + 1) | 0 if (jn >>> 0 < 1) { fn = (fn + 1) | 0 } q[(ki + 16) >> 2] = jn q[(ki + 20) >> 2] = fn on = nn >>> 2 d: { e: { f: { pn = nn & 3 if (pn >>> 0 > 3) { gn = 0 break f } gn = 0 g: { switch ((pn - 1) | 0) { case 0: case 1: break f case 2: break g default: break e } } fn = (ln + on) | 0 if (fn >>> 0 >= hn >>> 0) { return 0 } Dn((q[a >> 2] + (ln << 2)) | 0, 0, ((nn & 252) + 4) | 0) ln = fn break d } while (1) { if ((kn | 0) < (fn | 0) ? 1 : (kn | 0) <= (fn | 0) ? (qn >>> 0 > jn >>> 0 ? 0 : 1) : 0) { return 0 } nn = r[(jn + rn) | 0] jn = (jn + 1) | 0 if (jn >>> 0 < 1) { fn = (fn + 1) | 0 } q[(ki + 16) >> 2] = jn q[(ki + 20) >> 2] = fn on = (nn << ((gn << 3) | 6)) | on gn = (gn + 1) | 0 if ((pn | 0) != (gn | 0)) { continue } break } } q[(q[a >> 2] + (ln << 2)) >> 2] = on } ln = (ln + 1) | 0 hn = q[mn >> 2] if (ln >>> 0 < hn >>> 0) { continue } break } ln = (a + 16) | 0 mn = q[a >> 2] ki = q[(a + 16) >> 2] fn = (q[(a + 20) >> 2] - ki) | 0 gn = fn >> 2 h: { if (gn >>> 0 <= 524287) { Fa(ln, (524288 - gn) | 0) break h } if ((fn | 0) == 2097152) { break h } q[(a + 20) >> 2] = ki + 2097152 } i: { ki = (a + 28) | 0 fn = q[ki >> 2] gn = (q[(a + 32) >> 2] - fn) >> 3 if (hn >>> 0 > gn >>> 0) { Dh(ki, (hn - gn) | 0) fn = q[ki >> 2] break i } if (hn >>> 0 < gn >>> 0) { q[(a + 32) >> 2] = (hn << 3) + fn } if (hn) { break i } return 0 } ki = 0 gn = 0 while (1) { a = (mn + (ki << 2)) | 0 kn = q[a >> 2] jn = ((ki << 3) + fn) | 0 q[(jn + 4) >> 2] = gn q[jn >> 2] = kn a = (q[a >> 2] + gn) | 0 if (a >>> 0 > 524288) { break a } if (gn >>> 0 < a >>> 0) { kn = q[ln >> 2] while (1) { q[(kn + (gn << 2)) >> 2] = ki gn = (gn + 1) | 0 if ((a | 0) != (gn | 0)) { continue } break } } gn = a ki = (ki + 1) | 0 if ((hn | 0) != (ki | 0)) { continue } break } return (a | 0) == 524288 } return sn } function Oh(a, ki) { var tn = 0, un = 0, vn = 0, wn = 0, xn = 0, yn = 0, zn = 0, An = 0, Bn = 0 xn = (T - 16) | 0 T = xn a: { b: { if (s[(ki + 38) >> 1] <= 511) { un = q[(ki + 12) >> 2] An = un tn = q[(ki + 20) >> 2] vn = q[(ki + 16) >> 2] wn = (vn + 8) | 0 if (wn >>> 0 < 8) { tn = (tn + 1) | 0 } yn = q[(ki + 8) >> 2] if ((un | 0) < (tn | 0) ? 1 : (un | 0) <= (tn | 0) ? (yn >>> 0 >= wn >>> 0 ? 0 : 1) : 0) { break a } un = (vn + q[ki >> 2]) | 0 vn = r[(un + 4) | 0] | (r[(un + 5) | 0] << 8) | ((r[(un + 6) | 0] << 16) | (r[(un + 7) | 0] << 24)) un = r[un | 0] | (r[(un + 1) | 0] << 8) | ((r[(un + 2) | 0] << 16) | (r[(un + 3) | 0] << 24)) q[(xn + 8) >> 2] = un q[(xn + 12) >> 2] = vn q[(ki + 16) >> 2] = wn q[(ki + 20) >> 2] = tn break b } if (!Eh(1, (xn + 8) | 0, ki)) { break a } wn = q[(ki + 16) >> 2] tn = q[(ki + 20) >> 2] yn = q[(ki + 8) >> 2] An = q[(ki + 12) >> 2] un = q[(xn + 8) >> 2] vn = q[(xn + 12) >> 2] } zn = (yn - wn) | 0 yn = (An - ((tn + (yn >>> 0 < wn >>> 0)) | 0)) | 0 if ((((yn | 0) == (vn | 0)) & (un >>> 0 > zn >>> 0)) | (vn >>> 0 > yn >>> 0)) { break a } vn = (tn + vn) | 0 tn = wn zn = (tn + un) | 0 if (zn >>> 0 < tn >>> 0) { vn = (vn + 1) | 0 } q[(ki + 16) >> 2] = zn q[(ki + 20) >> 2] = vn tn = un if ((tn | 0) < 1) { break a } wn = (wn + q[ki >> 2]) | 0 q[(a + 40) >> 2] = wn ki = a c: { d: { e: { f: { g: { un = (tn + -1) | 0 vn = (wn + un) | 0 switch (((r[vn | 0] >>> 6) - 1) | 0) { case 2: break d case 1: break e case 0: break f default: break g } } q[(a + 44) >> 2] = un a = r[vn | 0] & 63 break c } if ((tn | 0) < 2) { break a } q[(a + 44) >> 2] = tn + -2 a = (((tn + wn) | 0) + -2) | 0 a = ((r[(a + 1) | 0] << 8) & 16128) | r[a | 0] break c } if ((tn | 0) < 3) { break a } q[(a + 44) >> 2] = tn + -3 a = (((tn + wn) | 0) + -3) | 0 a = (r[(a + 1) | 0] << 8) | ((r[(a + 2) | 0] << 16) & 4128768) | r[a | 0] break c } q[(a + 44) >> 2] = tn + -4 a = (((tn + wn) | 0) + -4) | 0 a = (r[(a + 2) | 0] << 16) | ((r[(a + 3) | 0] << 24) & 1056964608) | (r[(a + 1) | 0] << 8) | r[a | 0] } a = (a + 2097152) | 0 q[(ki + 48) >> 2] = a Bn = a >>> 0 < 536870912 } T = (xn + 16) | 0 return Bn } function Ph(a, ki) { var Cn = 0, En = 0, Fn = 0, Gn = 0, Hn = 0, In = 0, Jn = 0, Kn = 0, Ln = 0, Mn = 0, Nn = 0, On = 0, Pn = 0 a: { Cn = s[(ki + 38) >> 1] if (!Cn) { break a } Jn = (a + 12) | 0 b: { if (Cn >>> 0 <= 511) { En = q[(ki + 12) >> 2] Cn = q[(ki + 20) >> 2] Fn = q[(ki + 16) >> 2] Hn = (Fn + 4) | 0 if (Hn >>> 0 < 4) { Cn = (Cn + 1) | 0 } if ((En | 0) < (Cn | 0) ? 1 : (En | 0) <= (Cn | 0) ? (t[(ki + 8) >> 2] >= Hn >>> 0 ? 0 : 1) : 0) { break a } Cn = (Fn + q[ki >> 2]) | 0 Fn = r[Cn | 0] | (r[(Cn + 1) | 0] << 8) | ((r[(Cn + 2) | 0] << 16) | (r[(Cn + 3) | 0] << 24)) q[Jn >> 2] = Fn En = q[(ki + 20) >> 2] Hn = (q[(ki + 16) >> 2] + 4) | 0 if (Hn >>> 0 < 4) { En = (En + 1) | 0 } Cn = ki q[(Cn + 16) >> 2] = Hn q[(Cn + 20) >> 2] = En break b } if (!Ch(1, Jn, ki)) { break a } Fn = q[Jn >> 2] } En = q[a >> 2] Cn = (q[(a + 4) >> 2] - En) >> 2 c: { if (Fn >>> 0 > Cn >>> 0) { Fa(a, (Fn - Cn) | 0) Fn = q[(a + 12) >> 2] break c } if (Fn >>> 0 >= Cn >>> 0) { break c } q[(a + 4) >> 2] = En + (Fn << 2) } if (!Fn) { Pn = 1 break a } Nn = q[(ki + 8) >> 2] Hn = q[(ki + 12) >> 2] while (1) { Gn = q[(ki + 16) >> 2] Cn = q[(ki + 20) >> 2] if ((Hn | 0) < (Cn | 0) ? 1 : (Hn | 0) <= (Cn | 0) ? (Nn >>> 0 > Gn >>> 0 ? 0 : 1) : 0) { break a } On = q[ki >> 2] Kn = r[(On + Gn) | 0] Gn = (Gn + 1) | 0 if (Gn >>> 0 < 1) { Cn = (Cn + 1) | 0 } q[(ki + 16) >> 2] = Gn q[(ki + 20) >> 2] = Cn Ln = Kn >>> 2 d: { e: { f: { Mn = Kn & 3 if (Mn >>> 0 > 3) { En = 0 break f } En = 0 g: { switch ((Mn - 1) | 0) { case 0: case 1: break f case 2: break g default: break e } } Cn = (In + Ln) | 0 if (Cn >>> 0 >= Fn >>> 0) { return 0 } Dn((q[a >> 2] + (In << 2)) | 0, 0, ((Kn & 252) + 4) | 0) In = Cn break d } while (1) { if ((Hn | 0) < (Cn | 0) ? 1 : (Hn | 0) <= (Cn | 0) ? (Nn >>> 0 > Gn >>> 0 ? 0 : 1) : 0) { return 0 } Kn = r[(Gn + On) | 0] Gn = (Gn + 1) | 0 if (Gn >>> 0 < 1) { Cn = (Cn + 1) | 0 } q[(ki + 16) >> 2] = Gn q[(ki + 20) >> 2] = Cn Ln = (Kn << ((En << 3) | 6)) | Ln En = (En + 1) | 0 if ((Mn | 0) != (En | 0)) { continue } break } } q[(q[a >> 2] + (In << 2)) >> 2] = Ln } In = (In + 1) | 0 Fn = q[Jn >> 2] if (In >>> 0 < Fn >>> 0) { continue } break } In = (a + 16) | 0 Jn = q[a >> 2] ki = q[(a + 16) >> 2] Cn = (q[(a + 20) >> 2] - ki) | 0 En = Cn >> 2 h: { if (En >>> 0 <= 1048575) { Fa(In, (1048576 - En) | 0) break h } if ((Cn | 0) == 4194304) { break h } q[(a + 20) >> 2] = ki + 4194304 } i: { ki = (a + 28) | 0 Cn = q[ki >> 2] En = (q[(a + 32) >> 2] - Cn) >> 3 if (Fn >>> 0 > En >>> 0) { Dh(ki, (Fn - En) | 0) Cn = q[ki >> 2] break i } if (Fn >>> 0 < En >>> 0) { q[(a + 32) >> 2] = (Fn << 3) + Cn } if (Fn) { break i } return 0 } ki = 0 En = 0 while (1) { a = (Jn + (ki << 2)) | 0 Hn = q[a >> 2] Gn = ((ki << 3) + Cn) | 0 q[(Gn + 4) >> 2] = En q[Gn >> 2] = Hn a = (q[a >> 2] + En) | 0 if (a >>> 0 > 1048576) { break a } if (En >>> 0 < a >>> 0) { Hn = q[In >> 2] while (1) { q[(Hn + (En << 2)) >> 2] = ki En = (En + 1) | 0 if ((a | 0) != (En | 0)) { continue } break } } En = a ki = (ki + 1) | 0 if ((Fn | 0) != (ki | 0)) { continue } break } return (a | 0) == 1048576 } return Pn } function Qh(a, ki) { var Dn = 0, Qn = 0, Rn = 0, Sn = 0, Tn = 0, Un = 0, Vn = 0, Wn = 0, Xn = 0 Tn = (T - 16) | 0 T = Tn a: { b: { if (s[(ki + 38) >> 1] <= 511) { Qn = q[(ki + 12) >> 2] Wn = Qn Dn = q[(ki + 20) >> 2] Rn = q[(ki + 16) >> 2] Sn = (Rn + 8) | 0 if (Sn >>> 0 < 8) { Dn = (Dn + 1) | 0 } Un = q[(ki + 8) >> 2] if ((Qn | 0) < (Dn | 0) ? 1 : (Qn | 0) <= (Dn | 0) ? (Un >>> 0 >= Sn >>> 0 ? 0 : 1) : 0) { break a } Qn = (Rn + q[ki >> 2]) | 0 Rn = r[(Qn + 4) | 0] | (r[(Qn + 5) | 0] << 8) | ((r[(Qn + 6) | 0] << 16) | (r[(Qn + 7) | 0] << 24)) Qn = r[Qn | 0] | (r[(Qn + 1) | 0] << 8) | ((r[(Qn + 2) | 0] << 16) | (r[(Qn + 3) | 0] << 24)) q[(Tn + 8) >> 2] = Qn q[(Tn + 12) >> 2] = Rn q[(ki + 16) >> 2] = Sn q[(ki + 20) >> 2] = Dn break b } if (!Eh(1, (Tn + 8) | 0, ki)) { break a } Sn = q[(ki + 16) >> 2] Dn = q[(ki + 20) >> 2] Un = q[(ki + 8) >> 2] Wn = q[(ki + 12) >> 2] Qn = q[(Tn + 8) >> 2] Rn = q[(Tn + 12) >> 2] } Vn = (Un - Sn) | 0 Un = (Wn - ((Dn + (Un >>> 0 < Sn >>> 0)) | 0)) | 0 if ((((Un | 0) == (Rn | 0)) & (Qn >>> 0 > Vn >>> 0)) | (Rn >>> 0 > Un >>> 0)) { break a } Rn = (Dn + Rn) | 0 Dn = Sn Vn = (Dn + Qn) | 0 if (Vn >>> 0 < Dn >>> 0) { Rn = (Rn + 1) | 0 } q[(ki + 16) >> 2] = Vn q[(ki + 20) >> 2] = Rn Dn = Qn if ((Dn | 0) < 1) { break a } Sn = (Sn + q[ki >> 2]) | 0 q[(a + 40) >> 2] = Sn ki = a c: { d: { e: { f: { g: { Qn = (Dn + -1) | 0 Rn = (Sn + Qn) | 0 switch (((r[Rn | 0] >>> 6) - 1) | 0) { case 2: break d case 1: break e case 0: break f default: break g } } q[(a + 44) >> 2] = Qn a = r[Rn | 0] & 63 break c } if ((Dn | 0) < 2) { break a } q[(a + 44) >> 2] = Dn + -2 a = (((Dn + Sn) | 0) + -2) | 0 a = ((r[(a + 1) | 0] << 8) & 16128) | r[a | 0] break c } if ((Dn | 0) < 3) { break a } q[(a + 44) >> 2] = Dn + -3 a = (((Dn + Sn) | 0) + -3) | 0 a = (r[(a + 1) | 0] << 8) | ((r[(a + 2) | 0] << 16) & 4128768) | r[a | 0] break c } q[(a + 44) >> 2] = Dn + -4 a = (((Dn + Sn) | 0) + -4) | 0 a = (r[(a + 2) | 0] << 16) | ((r[(a + 3) | 0] << 24) & 1056964608) | (r[(a + 1) | 0] << 8) | r[a | 0] } a = (a + 4194304) | 0 q[(ki + 48) >> 2] = a Xn = a >>> 0 < 1073741824 } T = (Tn + 16) | 0 return Xn } function Rh(a) { Ij(a) q[(a + 44) >> 2] = 0 q[a >> 2] = 11068 } function Sh(a) { a = a | 0 if (q[(a + 44) >> 2]) { return n[q[(q[a >> 2] + 48) >> 2]](a) | 0 } return 0 } function Th(a) { a = a | 0 var ki = 0, Yn = 0, Zn = 0, _n = 0, $n = 0 q[a >> 2] = 13300 ki = q[(a + 20) >> 2] if (ki) { q[(a + 24) >> 2] = ki An(ki) } Zn = q[(a + 8) >> 2] if (Zn) { ki = Zn $n = (a + 12) | 0 Yn = q[$n >> 2] _n = ki a: { if ((ki | 0) == (Yn | 0)) { break a } while (1) { Yn = (Yn + -4) | 0 ki = q[Yn >> 2] q[Yn >> 2] = 0 if (ki) { n[q[(q[ki >> 2] + 4) >> 2]](ki) } if ((Yn | 0) != (Zn | 0)) { continue } break } _n = q[(a + 8) >> 2] } ki = _n q[$n >> 2] = Zn An(ki) } return a | 0 } function Uh(a, ao) { a = a | 0 ao = ao | 0 a = q[(a + 48) >> 2] return n[q[(q[a >> 2] + 20) >> 2]](a, ao) | 0 } function Vh(a) { a = a | 0 var ao = 0, bo = 0, co = 0, eo = 0 ao = q[(a + 32) >> 2] co = q[(ao + 16) >> 2] eo = q[(ao + 12) >> 2] bo = q[(ao + 20) >> 2] if ((eo | 0) > (bo | 0) ? 1 : (eo | 0) >= (bo | 0) ? (t[(ao + 8) >> 2] <= co >>> 0 ? 0 : 1) : 0) { eo = r[(co + q[ao >> 2]) | 0] co = (co + 1) | 0 if (co >>> 0 < 1) { bo = (bo + 1) | 0 } q[(ao + 16) >> 2] = co q[(ao + 20) >> 2] = bo ao = q[(a + 48) >> 2] q[(a + 48) >> 2] = 0 if (ao) { n[q[(q[ao >> 2] + 4) >> 2]](ao) } a: { b: { if (eo >>> 0 > 2) { break b } c: { switch ((eo - 1) | 0) { default: bo = Mm(384) bi(bo) ao = q[(a + 48) >> 2] q[(a + 48) >> 2] = bo if (!ao) { break a } n[q[(q[ao >> 2] + 4) >> 2]](ao) break b case 0: bo = Mm(424) Ei(bo) ao = q[(a + 48) >> 2] q[(a + 48) >> 2] = bo if (!ao) { break a } n[q[(q[ao >> 2] + 4) >> 2]](ao) break b case 1: break c } } bo = Mm(440) Ji(bo) ao = q[(a + 48) >> 2] q[(a + 48) >> 2] = bo if (!ao) { break a } n[q[(q[ao >> 2] + 4) >> 2]](ao) } bo = q[(a + 48) >> 2] if (bo) { break a } return 0 } a = n[q[(q[bo >> 2] + 8) >> 2]](bo, a) | 0 } else { a = 0 } return a | 0 } function Wh(a) { a = a | 0 a = q[(a + 48) >> 2] return n[q[(q[a >> 2] + 24) >> 2]](a) | 0 } function Xh(a) { a = a | 0 a = q[(a + 48) >> 2] return n[q[(q[a >> 2] + 28) >> 2]](a) | 0 } function Yh(a) { a = a | 0 var fo = 0, go = 0, ho = 0, io = 0, jo = 0 q[a >> 2] = 11164 fo = (a + 48) | 0 go = q[fo >> 2] q[fo >> 2] = 0 if (go) { n[q[(q[go >> 2] + 4) >> 2]](go) } q[a >> 2] = 13300 fo = q[(a + 20) >> 2] if (fo) { q[(a + 24) >> 2] = fo An(fo) } go = q[(a + 8) >> 2] if (go) { fo = go jo = (a + 12) | 0 ho = q[jo >> 2] io = fo a: { if ((fo | 0) == (ho | 0)) { break a } while (1) { ho = (ho + -4) | 0 fo = q[ho >> 2] q[ho >> 2] = 0 if (fo) { n[q[(q[fo >> 2] + 4) >> 2]](fo) } if ((go | 0) != (ho | 0)) { continue } break } io = q[(a + 8) >> 2] } fo = io q[jo >> 2] = go An(fo) } return a | 0 } function Zh(a) { a = a | 0 var ko = 0, lo = 0, mo = 0, no = 0, oo = 0 q[a >> 2] = 11164 ko = (a + 48) | 0 lo = q[ko >> 2] q[ko >> 2] = 0 if (lo) { n[q[(q[lo >> 2] + 4) >> 2]](lo) } q[a >> 2] = 13300 ko = q[(a + 20) >> 2] if (ko) { q[(a + 24) >> 2] = ko An(ko) } lo = q[(a + 8) >> 2] if (lo) { ko = lo oo = (a + 12) | 0 mo = q[oo >> 2] no = ko a: { if ((ko | 0) == (mo | 0)) { break a } while (1) { mo = (mo + -4) | 0 ko = q[mo >> 2] q[mo >> 2] = 0 if (ko) { n[q[(q[ko >> 2] + 4) >> 2]](ko) } if ((lo | 0) != (mo | 0)) { continue } break } no = q[(a + 8) >> 2] } ko = no q[oo >> 2] = lo An(ko) } An(a) } function _h(a) { a = a | 0 a = q[(a + 48) >> 2] return n[q[(q[a >> 2] + 36) >> 2]](a) | 0 } function $h(a, po) { a = a | 0 po = po | 0 a = q[(a + 48) >> 2] return n[q[(q[a >> 2] + 12) >> 2]](a, po) | 0 } function ai(a, po) { a = a | 0 po = po | 0 a = q[(a + 48) >> 2] return n[q[(q[a >> 2] + 16) >> 2]](a, po) | 0 } function bi(a) { q[a >> 2] = 11272 Dn((a + 4) | 0, 0, 80) q[(a + 96) >> 2] = 0 q[(a + 100) >> 2] = 0 q[(a + 92) >> 2] = -1 q[(a + 84) >> 2] = -1 q[(a + 88) >> 2] = -1 q[(a + 104) >> 2] = 0 q[(a + 108) >> 2] = 0 q[(a + 112) >> 2] = 0 q[(a + 116) >> 2] = 0 q[(a + 120) >> 2] = 0 q[(a + 124) >> 2] = 0 q[(a + 128) >> 2] = 0 q[(a + 132) >> 2] = 0 q[(a + 136) >> 2] = 0 q[(a + 140) >> 2] = 0 q[(a + 144) >> 2] = 0 q[(a + 148) >> 2] = 0 q[(a + 156) >> 2] = 0 q[(a + 160) >> 2] = 0 q[(a + 152) >> 2] = 1065353216 q[(a + 164) >> 2] = 0 q[(a + 168) >> 2] = 0 q[(a + 172) >> 2] = 0 q[(a + 176) >> 2] = 0 q[(a + 180) >> 2] = 0 q[(a + 184) >> 2] = 0 q[(a + 188) >> 2] = 0 q[(a + 192) >> 2] = 0 q[(a + 196) >> 2] = 0 q[(a + 200) >> 2] = 0 q[(a + 204) >> 2] = 0 q[(a + 208) >> 2] = 0 q[(a + 212) >> 2] = -1 q[(a + 216) >> 2] = 0 q[(a + 220) >> 2] = 0 q[(a + 224) >> 2] = 0 ci((a + 232) | 0) } function ci(a) { Yj(a) Yj((a + 40) | 0) ah((a + 80) | 0) Yj((a + 96) | 0) q[(a + 144) >> 2] = 0 q[(a + 136) >> 2] = 0 q[(a + 140) >> 2] = 0 } function di(a, po) { a = a | 0 po = po | 0 q[(a + 4) >> 2] = po return 1 } function ei(a, po) { a = a | 0 po = po | 0 var qo = 0, ro = 0, so = 0, to = 0, uo = 0 qo = q[(a + 216) >> 2] to = (a + 220) | 0 if ((qo | 0) != q[to >> 2]) { while (1) { a: { qo = q[(w(so, 144) + qo) >> 2] if ((qo | 0) < 0) { break a } uo = q[(a + 4) >> 2] ro = q[(uo + 8) >> 2] if ((qo | 0) >= (q[(uo + 12) >> 2] - ro) >> 2) { break a } qo = q[(ro + (qo << 2)) >> 2] if ((n[q[(q[qo >> 2] + 24) >> 2]](qo) | 0) < 1) { break a } ro = 0 while (1) { if ((n[q[(q[qo >> 2] + 20) >> 2]](qo, ro) | 0) != (po | 0)) { ro = (ro + 1) | 0 if ((ro | 0) < (n[q[(q[qo >> 2] + 24) >> 2]](qo) | 0)) { continue } break a } break } a = (q[(a + 216) >> 2] + w(so, 144)) | 0 return (r[(a + 100) | 0] ? (a + 4) | 0 : 0) | 0 } so = (so + 1) | 0 qo = q[(a + 216) >> 2] if (so >>> 0 < (((q[to >> 2] - qo) | 0) / 144) >>> 0) { continue } break } } return 0 } function fi(a, po) { a = a | 0 po = po | 0 var vo = 0, wo = 0, xo = 0, yo = 0, zo = 0 vo = q[(a + 216) >> 2] yo = (a + 220) | 0 if ((vo | 0) != q[yo >> 2]) { while (1) { a: { vo = q[(w(xo, 144) + vo) >> 2] if ((vo | 0) < 0) { break a } zo = q[(a + 4) >> 2] wo = q[(zo + 8) >> 2] if ((vo | 0) >= (q[(zo + 12) >> 2] - wo) >> 2) { break a } vo = q[(wo + (vo << 2)) >> 2] if ((n[q[(q[vo >> 2] + 24) >> 2]](vo) | 0) < 1) { break a } wo = 0 while (1) { if ((n[q[(q[vo >> 2] + 20) >> 2]](vo, wo) | 0) != (po | 0)) { wo = (wo + 1) | 0 if ((wo | 0) < (n[q[(q[vo >> 2] + 24) >> 2]](vo) | 0)) { continue } break a } break } return (((q[(a + 216) >> 2] + w(xo, 144)) | 0) + 104) | 0 } xo = (xo + 1) | 0 vo = q[(a + 216) >> 2] if (xo >>> 0 < (((q[yo >> 2] - vo) | 0) / 144) >>> 0) { continue } break } } return (a + 184) | 0 } function gi(a, po) { a = a | 0 po = po | 0 var Ao = 0, Bo = 0, Co = 0, Do = 0, Eo = 0, Fo = 0, Go = 0, Ho = 0, Io = 0, Jo = 0, Ko = 0, Lo = 0, Mo = 0, No = 0, Oo = 0 Do = (T - 80) | 0 T = Do a: { b: { Mo = q[(a + 4) >> 2] Ao = q[(Mo + 32) >> 2] Io = q[(Ao + 8) >> 2] Ho = q[(Ao + 16) >> 2] Ko = q[(Ao + 12) >> 2] Bo = Ko Fo = q[(Ao + 20) >> 2] Eo = Fo c: { if ((Bo | 0) < (Eo | 0) ? 1 : (Bo | 0) <= (Eo | 0) ? (Io >>> 0 > Ho >>> 0 ? 0 : 1) : 0) { break c } No = q[Ao >> 2] Jo = r[(No + Ho) | 0] Bo = Fo Go = (Ho + 1) | 0 if (Go >>> 0 < 1) { Bo = (Bo + 1) | 0 } Eo = Ao q[(Ao + 16) >> 2] = Go q[(Ao + 20) >> 2] = Bo if ((Ko | 0) < (Bo | 0) ? 1 : (Ko | 0) <= (Bo | 0) ? (Io >>> 0 > Go >>> 0 ? 0 : 1) : 0) { break c } Oo = r[(Go + No) | 0] Bo = Fo Go = (Ho + 2) | 0 if (Go >>> 0 < 2) { Bo = (Bo + 1) | 0 } q[(Ao + 16) >> 2] = Go q[(Eo + 20) >> 2] = Bo Lo = (Jo << 24) >> 24 d: { if ((Lo | 0) >= 0) { Eo = q[(a + 216) >> 2] if ((((q[(a + 220) >> 2] - Eo) | 0) / 144) >>> 0 <= Jo >>> 0) { break c } Eo = (Eo + w(Jo, 144)) | 0 if (q[Eo >> 2] <= -1) { break d } break c } if (q[(a + 212) >> 2] > -1) { break c } Eo = (a + 212) | 0 } q[Eo >> 2] = po Eo = 0 Co = s[(Mo + 36) >> 1] if ((((Co << 24) | ((Co << 8) & 16711680)) >>> 16) >>> 0 >= 258) { Co = 0 if ((Ko | 0) < (Bo | 0) ? 1 : (Ko | 0) <= (Bo | 0) ? (Io >>> 0 > Go >>> 0 ? 0 : 1) : 0) { break c } Eo = r[(Go + No) | 0] Bo = (Ho + 3) | 0 if (Bo >>> 0 < 3) { Fo = (Fo + 1) | 0 } q[(Ao + 16) >> 2] = Bo q[(Ao + 20) >> 2] = Fo } e: { f: { g: { if (!Oo) { if ((Lo | 0) <= -1) { Ao = (a + 184) | 0 } else { Ao = (q[(a + 216) >> 2] + w(Jo, 144)) | 0 o[(Ao + 100) | 0] = 0 Ao = (Ao + 104) | 0 } Co = 0 if (Eo >>> 0 > 1) { break c } if (!(Eo - 1)) { break g } hi((Do + 16) | 0, a, Ao) break f } Co = 0 if (Eo | ((Lo | 0) < 0)) { break c } Fo = q[(Mo + 44) >> 2] Co = q[(a + 216) >> 2] Ao = Mm(80) q[Ao >> 2] = 12884 q[(Ao + 76) >> 2] = 0 q[(Ao + 68) >> 2] = Fo Bo = (Ao + 12) | 0 q[Bo >> 2] = 0 q[(Bo + 4) >> 2] = 0 q[(Ao + 4) >> 2] = 0 Eo = (Ao + 20) | 0 q[Eo >> 2] = 0 q[(Eo + 4) >> 2] = 0 Ko = (Ao + 28) | 0 Ho = Ko q[Ho >> 2] = 0 q[(Ho + 4) >> 2] = 0 q[(Ao + 36) >> 2] = 0 q[(Ao + 40) >> 2] = 0 Ho = (Ao + 44) | 0 q[Ho >> 2] = 0 q[(Ho + 4) >> 2] = 0 q[(Ao + 52) >> 2] = 0 Co = (Co + w(Jo, 144)) | 0 Jo = (Co + 104) | 0 q[(Ao + 72) >> 2] = Jo q[(Ao - -64) >> 2] = 0 Mo = (Ao + 56) | 0 Io = Mo q[Io >> 2] = 0 q[(Io + 4) >> 2] = 0 q[(Ao + 8) >> 2] = 11760 Io = (Do + 56) | 0 q[Io >> 2] = 0 q[(Io + 4) >> 2] = 0 q[(Do + 48) >> 2] = 0 q[(Do + 52) >> 2] = 0 No = (Do + 32) | 0 Go = No q[Go >> 2] = 0 q[(Go + 4) >> 2] = 0 q[(Do + 72) >> 2] = 0 q[(Do + 40) >> 2] = 0 q[(Do + 44) >> 2] = 0 q[(Do + 24) >> 2] = 0 q[(Do + 28) >> 2] = 0 q[(Do + 64) >> 2] = 0 q[(Do + 68) >> 2] = 0 q[(Do + 16) >> 2] = 11760 Go = (Co + 4) | 0 q[(Do + 20) >> 2] = Go Co = q[(Co + 68) >> 2] Lo = q[Co >> 2] Co = q[(Co + 4) >> 2] o[(Do + 79) | 0] = 0 bb((Do + 40) | 0, ((((Co - Lo) >> 2) >>> 0) / 3) | 0, (Do + 79) | 0) Co = q[(Do + 20) >> 2] Lo = q[(Co + 56) >> 2] Co = q[(Co + 52) >> 2] o[(Do + 79) | 0] = 0 bb((Do + 52) | 0, (Lo - Co) >> 2, (Do + 79) | 0) q[(Do + 36) >> 2] = Ao q[No >> 2] = Fo Fo = (Do + 28) | 0 q[Fo >> 2] = Jo q[(Do + 24) >> 2] = Go q[Ko >> 2] = Ao Co = q[(Fo + 4) >> 2] q[Eo >> 2] = q[Fo >> 2] q[(Eo + 4) >> 2] = Co Fo = q[(Do + 24) >> 2] q[Bo >> 2] = q[(Do + 20) >> 2] q[(Bo + 4) >> 2] = Fo Fo = Ao Co = q[(Do + 44) >> 2] if (Co) { Bo = (Ao + 32) | 0 h: { if (Co >>> 0 <= (q[(Ao + 40) >> 2] << 5) >>> 0) { Eo = (Co + -1) >>> 5 Co = q[Bo >> 2] break h } Bo = q[Bo >> 2] if (Bo) { An(Bo) q[(Ao + 40) >> 2] = 0 q[(Ao + 32) >> 2] = 0 q[(Ao + 36) >> 2] = 0 Co = q[(Do + 44) >> 2] } if ((Co | 0) <= -1) { break b } Eo = (Co + -1) >>> 5 Bo = (Eo + 1) | 0 Co = Mm(Bo << 2) q[(Ao + 40) >> 2] = Bo q[(Ao + 36) >> 2] = 0 q[(Ao + 32) >> 2] = Co } En(Co, q[(Do + 40) >> 2], ((Eo << 2) + 4) | 0) Bo = q[(Do + 44) >> 2] } else { Bo = 0 } q[(Fo + 36) >> 2] = Bo Fo = Ao Co = q[Io >> 2] if (Co) { i: { if (Co >>> 0 <= (q[(Ao + 52) >> 2] << 5) >>> 0) { Bo = (Co + -1) >>> 5 Co = q[Ho >> 2] break i } Bo = q[Ho >> 2] if (Bo) { An(Bo) q[(Ao + 52) >> 2] = 0 q[(Ao + 44) >> 2] = 0 q[(Ao + 48) >> 2] = 0 Co = q[(Do + 56) >> 2] } if ((Co | 0) <= -1) { break a } Bo = (Co + -1) >>> 5 Eo = (Bo + 1) | 0 Co = Mm(Eo << 2) q[(Ao + 52) >> 2] = Eo q[(Ao + 48) >> 2] = 0 q[(Ao + 44) >> 2] = Co } En(Co, q[(Do + 52) >> 2], ((Bo << 2) + 4) | 0) Bo = q[(Do + 56) >> 2] } else { Bo = 0 } q[(Fo + 48) >> 2] = Bo vd(Mo, q[(Do + 64) >> 2], q[(Do + 68) >> 2]) q[(Do + 16) >> 2] = 11760 Fo = q[(Do + 64) >> 2] if (Fo) { q[(Do + 68) >> 2] = Fo An(Fo) } q[(Do + 16) >> 2] = 12012 Fo = q[(Do + 52) >> 2] if (Fo) { An(Fo) } Fo = q[(Do + 40) >> 2] if (!Fo) { break e } An(Fo) break e } ii((Do + 16) | 0, a, Ao) } Ao = q[(Do + 16) >> 2] if (!Ao) { break c } } Fo = Mm(64) q[(Do + 8) >> 2] = Ao Ge(Fo, (Do + 8) | 0) Ao = q[(Do + 8) >> 2] q[(Do + 8) >> 2] = 0 if (Ao) { n[q[(q[Ao >> 2] + 4) >> 2]](Ao) } if ((po | 0) >= 0) { a = q[(a + 4) >> 2] Co = (a + 8) | 0 Ao = q[(a + 12) >> 2] Jo = q[(a + 8) >> 2] Bo = (Ao - Jo) >> 2 j: { if ((Bo | 0) > (po | 0)) { break j } Eo = (po + 1) | 0 if (Bo >>> 0 <= po >>> 0) { ji(Co, (Eo - Bo) | 0) break j } if (Eo >>> 0 >= Bo >>> 0) { break j } Eo = (Jo + (Eo << 2)) | 0 if ((Eo | 0) != (Ao | 0)) { while (1) { Ao = (Ao + -4) | 0 Bo = q[Ao >> 2] q[Ao >> 2] = 0 if (Bo) { n[q[(q[Bo >> 2] + 4) >> 2]](Bo) } if ((Ao | 0) != (Eo | 0)) { continue } break } } q[(a + 12) >> 2] = Eo } po = (q[Co >> 2] + (po << 2)) | 0 a = q[po >> 2] q[po >> 2] = Fo Co = 1 if (!a) { break c } n[q[(q[a >> 2] + 4) >> 2]](a) break c } n[q[(q[Fo >> 2] + 4) >> 2]](Fo) Co = 0 } T = (Do + 80) | 0 return Co | 0 } bn() F() } bn() F() } function hi(a, po, Po) { var Qo = 0, Ro = 0, So = 0, To = 0, Uo = 0, Vo = 0, Wo = 0, Xo = 0, Yo = 0, Zo = 0, _o = 0, $o = 0 Qo = (T + -64) | 0 T = Qo So = q[(q[(po + 4) >> 2] + 44) >> 2] Ro = Mm(80) q[Ro >> 2] = 12592 q[(Ro + 76) >> 2] = 0 q[(Ro + 72) >> 2] = Po q[(Ro + 68) >> 2] = So To = (Ro + 12) | 0 q[To >> 2] = 0 q[(To + 4) >> 2] = 0 q[(Ro + 4) >> 2] = 0 Xo = (Ro + 20) | 0 Uo = Xo q[Uo >> 2] = 0 q[(Uo + 4) >> 2] = 0 Zo = (Ro + 28) | 0 Uo = Zo q[Uo >> 2] = 0 q[(Uo + 4) >> 2] = 0 q[(Ro + 36) >> 2] = 0 q[(Ro + 40) >> 2] = 0 Uo = (Ro + 44) | 0 q[Uo >> 2] = 0 q[(Uo + 4) >> 2] = 0 q[(Ro + 52) >> 2] = 0 q[(Ro - -64) >> 2] = 0 _o = (Ro + 56) | 0 Wo = _o q[Wo >> 2] = 0 q[(Wo + 4) >> 2] = 0 q[(Ro + 8) >> 2] = 12756 po = q[(po + 8) >> 2] Wo = (Qo + 40) | 0 q[Wo >> 2] = 0 q[(Wo + 4) >> 2] = 0 q[(Qo + 32) >> 2] = 0 q[(Qo + 36) >> 2] = 0 $o = (Qo + 16) | 0 Vo = $o q[Vo >> 2] = 0 q[(Vo + 4) >> 2] = 0 q[(Qo + 56) >> 2] = 0 q[(Qo + 24) >> 2] = 0 q[(Qo + 28) >> 2] = 0 q[(Qo + 8) >> 2] = 0 q[(Qo + 12) >> 2] = 0 q[(Qo + 48) >> 2] = 0 q[(Qo + 52) >> 2] = 0 q[Qo >> 2] = 12756 q[(Qo + 4) >> 2] = po Vo = q[po >> 2] Yo = q[(po + 4) >> 2] o[(Qo + 63) | 0] = 0 bb((Qo + 24) | 0, ((((Yo - Vo) >> 2) >>> 0) / 3) | 0, (Qo + 63) | 0) Vo = q[(Qo + 4) >> 2] Yo = q[(Vo + 28) >> 2] Vo = q[(Vo + 24) >> 2] o[(Qo + 63) | 0] = 0 bb((Qo + 36) | 0, (Yo - Vo) >> 2, (Qo + 63) | 0) q[(Qo + 20) >> 2] = Ro q[$o >> 2] = So So = (Qo + 12) | 0 q[So >> 2] = Po q[(Qo + 8) >> 2] = po q[Zo >> 2] = Ro po = q[(So + 4) >> 2] q[Xo >> 2] = q[So >> 2] q[(Xo + 4) >> 2] = po po = q[(Qo + 8) >> 2] q[To >> 2] = q[(Qo + 4) >> 2] q[(To + 4) >> 2] = po a: { b: { Po = Ro po = q[(Qo + 28) >> 2] if (po) { So = (Ro + 32) | 0 c: { if (po >>> 0 <= (q[(Ro + 40) >> 2] << 5) >>> 0) { To = (po + -1) >>> 5 po = q[So >> 2] break c } So = q[So >> 2] if (So) { An(So) q[(Ro + 40) >> 2] = 0 q[(Ro + 32) >> 2] = 0 q[(Ro + 36) >> 2] = 0 po = q[(Qo + 28) >> 2] } if ((po | 0) <= -1) { break b } To = (po + -1) >>> 5 So = (To + 1) | 0 po = Mm(So << 2) q[(Ro + 40) >> 2] = So q[(Ro + 36) >> 2] = 0 q[(Ro + 32) >> 2] = po } En(po, q[(Qo + 24) >> 2], ((To << 2) + 4) | 0) po = q[(Qo + 28) >> 2] } else { po = 0 } q[(Po + 36) >> 2] = po Xo = Ro po = q[Wo >> 2] if (po) { d: { if (po >>> 0 <= (q[(Ro + 52) >> 2] << 5) >>> 0) { Po = (po + -1) >>> 5 po = q[Uo >> 2] break d } Po = q[Uo >> 2] if (Po) { An(Po) q[(Ro + 52) >> 2] = 0 q[(Ro + 44) >> 2] = 0 q[(Ro + 48) >> 2] = 0 po = q[(Qo + 40) >> 2] } if ((po | 0) <= -1) { break a } Po = (po + -1) >>> 5 To = (Po + 1) | 0 po = Mm(To << 2) q[(Ro + 52) >> 2] = To q[(Ro + 48) >> 2] = 0 q[(Ro + 44) >> 2] = po } En(po, q[(Qo + 36) >> 2], ((Po << 2) + 4) | 0) po = q[(Qo + 40) >> 2] } else { po = 0 } q[(Xo + 48) >> 2] = po vd(_o, q[(Qo + 48) >> 2], q[(Qo + 52) >> 2]) q[a >> 2] = Ro q[Qo >> 2] = 12756 a = q[(Qo + 48) >> 2] if (a) { q[(Qo + 52) >> 2] = a An(a) } q[Qo >> 2] = 12572 a = q[(Qo + 36) >> 2] if (a) { An(a) } a = q[(Qo + 24) >> 2] if (a) { An(a) } T = (Qo - -64) | 0 return } bn() F() } bn() F() } function ii(a, po, Po) { var ap = 0, bp = 0, cp = 0, dp = 0, ep = 0, fp = 0, gp = 0 ap = (T - 112) | 0 T = ap gp = q[(q[(po + 4) >> 2] + 44) >> 2] bp = Mm(120) q[bp >> 2] = 12124 q[(bp + 116) >> 2] = 0 q[(bp + 112) >> 2] = Po q[(bp + 108) >> 2] = gp q[(bp + 12) >> 2] = 0 q[(bp + 16) >> 2] = 0 q[(bp + 4) >> 2] = 0 q[(bp + 20) >> 2] = 0 q[(bp + 24) >> 2] = 0 q[(bp + 28) >> 2] = 0 q[(bp + 32) >> 2] = 0 q[(bp + 36) >> 2] = 0 q[(bp + 40) >> 2] = 0 q[(bp + 44) >> 2] = 0 q[(bp + 48) >> 2] = 0 q[(bp + 52) >> 2] = 0 q[(bp + 56) >> 2] = 0 q[(bp + 60) >> 2] = 0 q[(bp + 8) >> 2] = 12336 ep = (bp - -64) | 0 q[ep >> 2] = 0 q[(ep + 4) >> 2] = 0 q[(bp + 72) >> 2] = 0 q[(bp + 76) >> 2] = 0 q[(bp + 80) >> 2] = 0 q[(bp + 84) >> 2] = 0 q[(bp + 88) >> 2] = 0 q[(bp + 104) >> 2] = 0 q[(bp + 96) >> 2] = 0 q[(bp + 100) >> 2] = 0 po = q[(po + 8) >> 2] q[(ap + 48) >> 2] = 0 q[(ap + 52) >> 2] = 0 q[(ap + 40) >> 2] = 0 q[(ap + 44) >> 2] = 0 ep = (ap + 24) | 0 cp = ep q[cp >> 2] = 0 q[(cp + 4) >> 2] = 0 cp = (ap - -64) | 0 q[cp >> 2] = 0 q[(cp + 4) >> 2] = 0 q[(ap + 72) >> 2] = 0 q[(ap + 76) >> 2] = 0 cp = (ap + 80) | 0 q[cp >> 2] = 0 q[(cp + 4) >> 2] = 0 q[(ap + 88) >> 2] = 0 q[(ap + 104) >> 2] = 0 q[(ap + 32) >> 2] = 0 q[(ap + 36) >> 2] = 0 q[(ap + 16) >> 2] = 0 q[(ap + 20) >> 2] = 0 q[(ap + 56) >> 2] = 0 q[(ap + 60) >> 2] = 0 q[(ap + 8) >> 2] = 12336 q[(ap + 96) >> 2] = 0 q[(ap + 100) >> 2] = 0 q[(ap + 12) >> 2] = po dp = q[po >> 2] fp = q[(po + 4) >> 2] o[(ap + 111) | 0] = 0 bb((ap + 32) | 0, ((((fp - dp) >> 2) >>> 0) / 3) | 0, (ap + 111) | 0) dp = q[(ap + 12) >> 2] fp = q[(dp + 28) >> 2] dp = q[(dp + 24) >> 2] o[(ap + 111) | 0] = 0 bb((ap + 44) | 0, (fp - dp) >> 2, (ap + 111) | 0) q[(ap + 28) >> 2] = bp q[ep >> 2] = gp q[(ap + 20) >> 2] = Po q[(ap + 16) >> 2] = po ki(bp, (ap + 8) | 0) q[a >> 2] = bp q[(ap + 8) >> 2] = 12336 a = q[(ap + 96) >> 2] if (a) { q[(ap + 100) >> 2] = a An(a) } a = q[cp >> 2] if (a) { q[(ap + 84) >> 2] = a An(a) } a = q[(ap + 68) >> 2] if (a) { q[(ap + 72) >> 2] = a An(a) } a = q[(ap + 56) >> 2] if (a) { q[(ap + 60) >> 2] = a An(a) } q[(ap + 8) >> 2] = 12572 a = q[(ap + 44) >> 2] if (a) { An(a) } a = q[(ap + 32) >> 2] if (a) { An(a) } T = (ap + 112) | 0 } function ji(a, po) { var Po = 0, hp = 0, ip = 0, jp = 0, kp = 0, lp = 0, mp = 0, np = 0, op = 0 hp = q[(a + 8) >> 2] ip = (a + 4) | 0 Po = q[ip >> 2] if (((hp - Po) >> 2) >>> 0 >= po >>> 0) { a = po << 2 ;(np = ip), (op = (Dn(Po, 0, a) + a) | 0), (q[np >> 2] = op) return } a: { ip = q[a >> 2] jp = (Po - ip) >> 2 kp = (jp + po) | 0 if (kp >>> 0 < 1073741824) { jp = jp << 2 hp = (hp - ip) | 0 mp = hp >> 1 hp = (hp >> 2) >>> 0 < 536870911 ? (mp >>> 0 < kp >>> 0 ? kp : mp) : 1073741823 if (hp) { if (hp >>> 0 >= 1073741824) { break a } lp = Mm(hp << 2) } jp = (jp + lp) | 0 Dn(jp, 0, po << 2) po = ((kp << 2) + lp) | 0 kp = ((hp << 2) + lp) | 0 if ((Po | 0) != (ip | 0)) { while (1) { Po = (Po + -4) | 0 hp = q[Po >> 2] q[Po >> 2] = 0 jp = (jp + -4) | 0 q[jp >> 2] = hp if ((Po | 0) != (ip | 0)) { continue } break } ip = q[a >> 2] Po = q[(a + 4) >> 2] } q[a >> 2] = jp q[(a + 8) >> 2] = kp q[(a + 4) >> 2] = po if ((Po | 0) != (ip | 0)) { while (1) { Po = (Po + -4) | 0 a = q[Po >> 2] q[Po >> 2] = 0 if (a) { n[q[(q[a >> 2] + 4) >> 2]](a) } if ((Po | 0) != (ip | 0)) { continue } break } } if (ip) { An(ip) } return } bn() F() } ab(12024) F() } function ki(a, po) { var pp = 0 pp = q[(po + 8) >> 2] q[(a + 12) >> 2] = q[(po + 4) >> 2] q[(a + 16) >> 2] = pp q[(a + 28) >> 2] = q[(po + 20) >> 2] pp = q[(po + 16) >> 2] q[(a + 20) >> 2] = q[(po + 12) >> 2] q[(a + 24) >> 2] = pp $i((a + 32) | 0, (po + 24) | 0) $i((a + 44) | 0, (po + 36) | 0) if (((a + 8) | 0) == (po | 0)) { q[(a + 92) >> 2] = q[(po + 84) >> 2] return } vd((a + 56) | 0, q[(po + 48) >> 2], q[(po + 52) >> 2]) vd((a + 68) | 0, q[(po + 60) >> 2], q[(po - -64) >> 2]) vd((a + 80) | 0, q[(po + 72) >> 2], q[(po + 76) >> 2]) q[(a + 92) >> 2] = q[(po + 84) >> 2] hd((a + 96) | 0, q[(po + 88) >> 2], q[(po + 92) >> 2]) } function li(a, po, qp) { a = a | 0 po = po | 0 qp = qp | 0 var rp = 0, sp = 0 rp = (T - 16) | 0 T = rp q[(a + 4) >> 2] = po po = q[(po + 64) >> 2] sp = q[(po + 4) >> 2] po = q[po >> 2] o[(rp + 15) | 0] = 0 bb((a + 24) | 0, ((((sp - po) >> 2) >>> 0) / 3) | 0, (rp + 15) | 0) po = q[(a + 4) >> 2] sp = q[(po + 56) >> 2] po = q[(po + 52) >> 2] o[(rp + 14) | 0] = 0 bb((a + 36) | 0, (sp - po) >> 2, (rp + 14) | 0) po = q[(qp + 12) >> 2] q[(a + 16) >> 2] = q[(qp + 8) >> 2] q[(a + 20) >> 2] = po po = q[(qp + 4) >> 2] q[(a + 8) >> 2] = q[qp >> 2] q[(a + 12) >> 2] = po T = (rp + 16) | 0 } function mi(a) { a = a | 0 var po = 0 q[a >> 2] = 11760 po = q[(a + 48) >> 2] if (po) { q[(a + 52) >> 2] = po An(po) } q[a >> 2] = 12012 po = q[(a + 36) >> 2] if (po) { An(po) } po = q[(a + 24) >> 2] if (po) { An(po) } return a | 0 } function ni(a) { a = a | 0 var qp = 0, tp = 0, up = 0, vp = 0, wp = 0, xp = 0, yp = 0, zp = 0, Ap = 0, Bp = 0, Cp = 0, Dp = 0, Ep = 0, Fp = 0, Gp = 0 zp = (T + -64) | 0 T = zp q[(a + 132) >> 2] = 0 if (q[(a + 148) >> 2]) { up = (a + 144) | 0 tp = q[up >> 2] if (tp) { while (1) { qp = q[tp >> 2] An(tp) tp = qp if (qp) { continue } break } } q[up >> 2] = 0 qp = q[(a + 140) >> 2] if (qp) { up = (a + 136) | 0 tp = 0 while (1) { q[(q[up >> 2] + (tp << 2)) >> 2] = 0 tp = (tp + 1) | 0 if ((qp | 0) != (tp | 0)) { continue } break } } q[(a + 148) >> 2] = 0 } a: { b: { c: { d: { e: { f: { tp = q[(a + 4) >> 2] up = r[(tp + 36) | 0] qp = (up << 8) | r[(tp + 37) | 0] g: { if (qp >>> 0 > 513) { break g } xp = q[(tp + 32) >> 2] if (qp >>> 0 <= 511) { wp = q[(xp + 12) >> 2] qp = q[(xp + 20) >> 2] yp = q[(xp + 16) >> 2] vp = (yp + 4) | 0 if (vp >>> 0 < 4) { qp = (qp + 1) | 0 } Ap = vp vp = qp if ((wp | 0) < (qp | 0) ? 1 : (wp | 0) <= (qp | 0) ? (t[(xp + 8) >> 2] >= Ap >>> 0 ? 0 : 1) : 0) { break f } qp = (yp + q[xp >> 2]) | 0 qp = r[qp | 0] | (r[(qp + 1) | 0] << 8) | ((r[(qp + 2) | 0] << 16) | (r[(qp + 3) | 0] << 24)) q[zp >> 2] = qp q[(xp + 16) >> 2] = Ap q[(xp + 20) >> 2] = vp q[(a + 132) >> 2] = qp break g } if (!oi(1, zp, xp)) { break f } tp = q[(a + 4) >> 2] up = r[(tp + 36) | 0] q[(a + 132) >> 2] = q[zp >> 2] } tp = q[(tp + 32) >> 2] h: { i: { j: { if ((up & 255) >>> 0 <= 1) { up = 0 xp = q[(tp + 12) >> 2] qp = q[(tp + 20) >> 2] wp = q[(tp + 16) >> 2] vp = (wp + 4) | 0 if (vp >>> 0 < 4) { qp = (qp + 1) | 0 } yp = vp vp = qp if ((xp | 0) < (qp | 0) ? 1 : (xp | 0) <= (qp | 0) ? (t[(tp + 8) >> 2] >= yp >>> 0 ? 0 : 1) : 0) { break a } qp = (wp + q[tp >> 2]) | 0 qp = r[qp | 0] | (r[(qp + 1) | 0] << 8) | ((r[(qp + 2) | 0] << 16) | (r[(qp + 3) | 0] << 24)) q[(zp + 60) >> 2] = qp q[(tp + 16) >> 2] = yp q[(tp + 20) >> 2] = vp q[(a + 156) >> 2] = qp Dp = (a + 156) | 0 break j } up = 0 if (!oi(1, (zp + 60) | 0, tp)) { break a } qp = q[(a + 4) >> 2] tp = q[(qp + 32) >> 2] qp = r[(qp + 36) | 0] q[(a + 156) >> 2] = q[(zp + 60) >> 2] Dp = (a + 156) | 0 if (qp >>> 0 > 1) { break i } } xp = q[(tp + 12) >> 2] qp = q[(tp + 20) >> 2] wp = q[(tp + 16) >> 2] vp = (wp + 4) | 0 if (vp >>> 0 < 4) { qp = (qp + 1) | 0 } Ap = vp vp = qp if ((xp | 0) < (qp | 0) ? 1 : (xp | 0) <= (qp | 0) ? (t[(tp + 8) >> 2] >= Ap >>> 0 ? 0 : 1) : 0) { break a } qp = (wp + q[tp >> 2]) | 0 yp = r[qp | 0] | (r[(qp + 1) | 0] << 8) | ((r[(qp + 2) | 0] << 16) | (r[(qp + 3) | 0] << 24)) q[(zp + 56) >> 2] = yp q[(tp + 16) >> 2] = Ap q[(tp + 20) >> 2] = vp break h } if (!oi(1, (zp + 56) | 0, tp)) { break a } yp = q[(zp + 56) >> 2] } if ((yp >>> 0 > 1431655765) | (t[Dp >> 2] > w(yp, 3) >>> 0)) { break a } Bp = q[(a + 4) >> 2] vp = q[(Bp + 32) >> 2] Fp = q[(vp + 8) >> 2] Cp = q[(vp + 16) >> 2] xp = q[(vp + 12) >> 2] qp = xp tp = q[(vp + 20) >> 2] if ((qp | 0) < (tp | 0) ? 1 : (qp | 0) <= (tp | 0) ? (Fp >>> 0 > Cp >>> 0 ? 0 : 1) : 0) { break a } Gp = q[vp >> 2] Ap = r[(Gp + Cp) | 0] qp = tp Ep = (Cp + 1) | 0 if (Ep >>> 0 < 1) { qp = (qp + 1) | 0 } q[(vp + 16) >> 2] = Ep q[(vp + 20) >> 2] = qp k: { if (r[(Bp + 36) | 0] <= 1) { qp = tp tp = (Cp + 5) | 0 if (tp >>> 0 < 5) { qp = (qp + 1) | 0 } wp = tp tp = qp if ((xp | 0) < (qp | 0) ? 1 : (xp | 0) <= (qp | 0) ? (Fp >>> 0 >= wp >>> 0 ? 0 : 1) : 0) { break a } qp = (Ep + Gp) | 0 xp = r[qp | 0] | (r[(qp + 1) | 0] << 8) | ((r[(qp + 2) | 0] << 16) | (r[(qp + 3) | 0] << 24)) q[(zp + 52) >> 2] = xp q[(vp + 16) >> 2] = wp q[(vp + 20) >> 2] = tp break k } if (!oi(1, (zp + 52) | 0, vp)) { break a } xp = q[(zp + 52) >> 2] } if ((yp >>> 0 < xp >>> 0) | (yp >>> 0 > ((((xp >>> 0) / 3) | 0) + xp) >>> 0)) { break a } qp = q[(a + 4) >> 2] vp = q[(qp + 32) >> 2] l: { if (r[(qp + 36) | 0] <= 1) { wp = q[(vp + 12) >> 2] qp = q[(vp + 20) >> 2] Cp = q[(vp + 16) >> 2] tp = (Cp + 4) | 0 if (tp >>> 0 < 4) { qp = (qp + 1) | 0 } Bp = tp tp = qp if ((wp | 0) < (qp | 0) ? 1 : (wp | 0) <= (qp | 0) ? (t[(vp + 8) >> 2] >= Bp >>> 0 ? 0 : 1) : 0) { break a } qp = (Cp + q[vp >> 2]) | 0 wp = r[qp | 0] | (r[(qp + 1) | 0] << 8) | ((r[(qp + 2) | 0] << 16) | (r[(qp + 3) | 0] << 24)) q[(zp + 48) >> 2] = wp q[(vp + 16) >> 2] = Bp q[(vp + 20) >> 2] = tp break l } if (!oi(1, (zp + 48) | 0, vp)) { break a } wp = q[(zp + 48) >> 2] } if (wp >>> 0 > xp >>> 0) { break a } q[(a + 28) >> 2] = q[(a + 24) >> 2] tp = Mm(88) jk(tp) qp = q[(a + 8) >> 2] q[(a + 8) >> 2] = tp vp = (a + 8) | 0 if (qp) { wa(vp, qp) if (!q[vp >> 2]) { break a } } qp = q[(a + 160) >> 2] q[(a + 164) >> 2] = qp m: { if (((q[(a + 168) >> 2] - qp) >> 2) >>> 0 >= yp >>> 0) { break m } if (yp >>> 0 >= 1073741824) { break e } up = yp << 2 tp = Mm(up) q[(a + 164) >> 2] = tp q[(a + 160) >> 2] = tp q[(a + 168) >> 2] = tp + up if (!qp) { break m } An(qp) } qp = q[(a + 172) >> 2] q[(a + 176) >> 2] = qp n: { if (((q[(a + 180) >> 2] - qp) >> 2) >>> 0 >= yp >>> 0) { break n } if (yp >>> 0 >= 1073741824) { break d } up = yp << 2 tp = Mm(up) q[(a + 176) >> 2] = tp q[(a + 172) >> 2] = tp q[(a + 180) >> 2] = tp + up if (!qp) { break n } An(qp) } q[(a + 92) >> 2] = -1 q[(a + 84) >> 2] = -1 q[(a + 88) >> 2] = -1 q[(a + 40) >> 2] = q[(a + 36) >> 2] q[(a - -64) >> 2] = 0 q[(a + 52) >> 2] = q[(a + 48) >> 2] q[(a + 76) >> 2] = q[(a + 72) >> 2] Cp = (a + 216) | 0 tp = q[(a + 220) >> 2] up = q[(a + 216) >> 2] if ((tp | 0) == (up | 0)) { break c } while (1) { qp = q[(tp + -12) >> 2] if (qp) { q[(tp + -8) >> 2] = qp An(qp) } qp = q[(tp + -28) >> 2] if (qp) { q[(tp + -24) >> 2] = qp An(qp) } qp = (tp + -144) | 0 Bp = q[(tp + -40) >> 2] if (Bp) { q[(tp + -36) >> 2] = Bp An(Bp) } pi((tp + -140) | 0) tp = qp if ((up | 0) != (qp | 0)) { continue } break } qp = q[Cp >> 2] break b } up = 0 break a } ab(12024) F() } ab(12024) F() } qp = up } q[(a + 220) >> 2] = up tp = (((up - qp) | 0) / 144) | 0 o: { if (tp >>> 0 < Ap >>> 0) { qi(Cp, (Ap - tp) | 0) break o } if (tp >>> 0 <= Ap >>> 0) { break o } tp = (qp + w(Ap, 144)) | 0 if ((tp | 0) != (up | 0)) { while (1) { qp = q[(up + -12) >> 2] if (qp) { q[(up + -8) >> 2] = qp An(qp) } qp = q[(up + -28) >> 2] if (qp) { q[(up + -24) >> 2] = qp An(qp) } qp = (up + -144) | 0 Bp = q[(up + -40) >> 2] if (Bp) { q[(up + -36) >> 2] = Bp An(Bp) } pi((up + -140) | 0) up = qp if ((qp | 0) != (tp | 0)) { continue } break } } q[(a + 220) >> 2] = tp } up = 0 if (!tk(q[vp >> 2], yp, (q[Dp >> 2] + wp) | 0)) { break a } qp = q[(a + 156) >> 2] o[zp | 0] = 1 bb((a + 120) | 0, (qp + wp) | 0, zp) tp = q[(a + 4) >> 2] qp = s[(tp + 36) >> 1] qp = ((qp << 24) | ((qp << 8) & 16711680)) >>> 16 p: { if (qp >>> 0 <= 513) { wp = q[(tp + 32) >> 2] q: { if (qp >>> 0 <= 511) { yp = q[(wp + 12) >> 2] qp = q[(wp + 20) >> 2] Dp = q[(wp + 16) >> 2] tp = (Dp + 4) | 0 if (tp >>> 0 < 4) { qp = (qp + 1) | 0 } Bp = tp tp = qp if ((yp | 0) < (qp | 0) ? 1 : (yp | 0) <= (qp | 0) ? (t[(wp + 8) >> 2] >= Bp >>> 0 ? 0 : 1) : 0) { break a } qp = (Dp + q[wp >> 2]) | 0 yp = r[qp | 0] | (r[(qp + 1) | 0] << 8) | ((r[(qp + 2) | 0] << 16) | (r[(qp + 3) | 0] << 24)) q[(zp + 44) >> 2] = yp q[(wp + 16) >> 2] = Bp q[(wp + 20) >> 2] = tp break q } if (!oi(1, (zp + 44) | 0, wp)) { break a } yp = q[(zp + 44) >> 2] } if (!yp) { break a } qp = q[(q[(a + 4) >> 2] + 32) >> 2] tp = q[(qp + 8) >> 2] wp = q[(qp + 16) >> 2] qp = (q[(qp + 12) >> 2] - ((q[(qp + 20) >> 2] + (tp >>> 0 < wp >>> 0)) | 0)) | 0 if ((qp | 0) < 0 ? 1 : (qp | 0) <= 0 ? ((tp - wp) >>> 0 >= yp >>> 0 ? 0 : 1) : 0) { break a } wp = Yj(zp) tp = q[(q[(a + 4) >> 2] + 32) >> 2] qp = q[(tp + 16) >> 2] Dp = q[(tp + 8) >> 2] Zj(wp, (((qp + q[tp >> 2]) | 0) + yp) | 0, (((Dp - qp) | 0) - yp) | 0, s[(tp + 38) >> 1]) tp = ri(a, wp) if ((tp | 0) == -1) { break a } qp = tp wp = qp >> 31 break p } qp = -1 wp = -1 if ((ri(a, q[(tp + 32) >> 2]) | 0) == -1) { break a } } q[(a + 376) >> 2] = a Dp = (a + 232) | 0 tp = q[((n[q[(q[a >> 2] + 32) >> 2]](a) | 0) + 32) >> 2] Bp = (q[tp >> 2] + q[(tp + 16) >> 2]) | 0 yp = q[((n[q[(q[a >> 2] + 32) >> 2]](a) | 0) + 32) >> 2] tp = q[(yp + 8) >> 2] up = q[(yp + 16) >> 2] Zj(Dp, Bp, (tp - up) | 0, s[(q[((n[q[(q[a >> 2] + 32) >> 2]](a) | 0) + 32) >> 2] + 38) >> 1]) q[(a + 372) >> 2] = Ap up = 0 tp = Yj(zp) r: { if (!si(Dp, tp)) { break r } yp = ti(a, xp) if ((yp | 0) == -1) { break r } xp = q[(q[(a + 4) >> 2] + 32) >> 2] up = q[(tp + 16) >> 2] Ap = (up + q[tp >> 2]) | 0 tp = q[(tp + 8) >> 2] Zj(xp, Ap, (tp - up) | 0, s[(xp + 38) >> 1]) tp = q[(a + 4) >> 2] up = s[(tp + 36) >> 1] xp = ((up << 24) | ((up << 8) & 16711680)) >>> 16 if (xp >>> 0 <= 513) { up = q[(tp + 32) >> 2] Ap = up Bp = up tp = (wp + q[(up + 20) >> 2]) | 0 up = (qp + q[(up + 16) >> 2]) | 0 if (up >>> 0 < qp >>> 0) { tp = (tp + 1) | 0 } q[(Bp + 16) >> 2] = up q[(Ap + 20) >> 2] = tp } s: { if (q[(a + 220) >> 2] == q[(a + 216) >> 2]) { break s } tp = q[vp >> 2] qp = q[(tp + 4) >> 2] tp = q[tp >> 2] t: { if (xp >>> 0 >= 513) { if ((qp | 0) == (tp | 0)) { break s } tp = 0 break t } if ((qp | 0) == (tp | 0)) { break s } tp = 0 while (1) { if (ui(a, tp)) { tp = (tp + 3) | 0 qp = q[vp >> 2] if (tp >>> 0 < ((q[(qp + 4) >> 2] - q[qp >> 2]) >> 2) >>> 0) { continue } break s } break } up = 0 break r } while (1) { if (vi(a, tp)) { tp = (tp + 3) | 0 qp = q[vp >> 2] if (tp >>> 0 < ((q[(qp + 4) >> 2] - q[qp >> 2]) >> 2) >>> 0) { continue } break s } break } up = 0 break r } if (r[(a + 308) | 0]) { ak((a + 272) | 0) } if (s[(a + 270) >> 1] <= 513) { ak((a + 328) | 0) } tp = q[(a + 216) >> 2] wp = (a + 220) | 0 if ((tp | 0) != q[wp >> 2]) { xp = 0 while (1) { qp = w(xp, 144) Ek((((qp + tp) | 0) + 4) | 0, q[vp >> 2]) up = q[Cp >> 2] Ap = (qp + up) | 0 tp = q[(Ap + 132) >> 2] Ap = q[(Ap + 136) >> 2] if ((tp | 0) != (Ap | 0)) { while (1) { Gk((((qp + up) | 0) + 4) | 0, q[tp >> 2]) up = q[Cp >> 2] tp = (tp + 4) | 0 if ((Ap | 0) != (tp | 0)) { continue } break } } Fk((((qp + up) | 0) + 4) | 0) xp = (xp + 1) | 0 tp = q[(a + 216) >> 2] if (xp >>> 0 < (((q[wp >> 2] - tp) | 0) / 144) >>> 0) { continue } break } } qp = q[(a + 8) >> 2] wi((a + 184) | 0, (q[(qp + 28) >> 2] - q[(qp + 24) >> 2]) >> 2) up = q[(a + 216) >> 2] if ((up | 0) != q[wp >> 2]) { tp = 0 xp = (a + 220) | 0 while (1) { qp = (w(tp, 144) + up) | 0 up = (q[(qp + 60) >> 2] - q[(qp + 56) >> 2]) >> 2 Ap = (qp + 104) | 0 qp = q[vp >> 2] qp = (q[(qp + 28) >> 2] - q[(qp + 24) >> 2]) >> 2 wi(Ap, (up | 0) < (qp | 0) ? qp : up) tp = (tp + 1) | 0 up = q[(a + 216) >> 2] if (tp >>> 0 < (((q[xp >> 2] - up) | 0) / 144) >>> 0) { continue } break } } up = xi(a, yp) } } T = (zp - -64) | 0 return up | 0 } function oi(a, Hp, Ip) { var Jp = 0, Kp = 0, Lp = 0, Mp = 0 a: { if (a >>> 0 > 5) { break a } Lp = q[(Ip + 16) >> 2] Jp = q[(Ip + 12) >> 2] Kp = q[(Ip + 20) >> 2] if ((Jp | 0) < (Kp | 0) ? 1 : (Jp | 0) <= (Kp | 0) ? (t[(Ip + 8) >> 2] > Lp >>> 0 ? 0 : 1) : 0) { break a } Jp = r[(Lp + q[Ip >> 2]) | 0] Lp = (Lp + 1) | 0 if (Lp >>> 0 < 1) { Kp = (Kp + 1) | 0 } q[(Ip + 16) >> 2] = Lp q[(Ip + 20) >> 2] = Kp Kp = Hp if (Jp & 128) { if (!oi((a + 1) | 0, Hp, Ip)) { break a } a = q[Hp >> 2] << 7 q[Hp >> 2] = a Jp = a | (Jp & 127) } q[Kp >> 2] = Jp Mp = 1 } return Mp } function pi(a) { var Hp = 0 Hp = q[(a + 84) >> 2] if (Hp) { q[(a + 88) >> 2] = Hp An(Hp) } Hp = q[(a + 72) >> 2] if (Hp) { q[(a + 76) >> 2] = Hp An(Hp) } Hp = q[(a + 52) >> 2] if (Hp) { q[(a + 56) >> 2] = Hp An(Hp) } Hp = q[(a + 40) >> 2] if (Hp) { q[(a + 44) >> 2] = Hp An(Hp) } Hp = q[(a + 28) >> 2] if (Hp) { q[(a + 32) >> 2] = Hp An(Hp) } Hp = q[(a + 12) >> 2] if (Hp) { An(Hp) } a = q[a >> 2] if (a) { An(a) } } function qi(a, Ip) { var Np = 0, Op = 0, Pp = 0, Qp = 0, Rp = 0, Sp = 0 Op = (T - 32) | 0 T = Op a: { b: { Pp = q[(a + 8) >> 2] Qp = (a + 4) | 0 Np = q[Qp >> 2] c: { if ((((Pp - Np) | 0) / 144) >>> 0 >= Ip >>> 0) { while (1) { q[Np >> 2] = -1 Dk((Np + 4) | 0) q[(Np + 104) >> 2] = 0 q[(Np + 108) >> 2] = 0 o[(Np + 100) | 0] = 1 q[(Np + 112) >> 2] = 0 q[(Np + 116) >> 2] = 0 q[(Np + 120) >> 2] = 0 q[(Np + 124) >> 2] = 0 q[(Np + 128) >> 2] = 0 q[(Np + 132) >> 2] = 0 q[(Np + 136) >> 2] = 0 q[(Np + 140) >> 2] = 0 Np = (q[Qp >> 2] + 144) | 0 q[Qp >> 2] = Np Ip = (Ip + -1) | 0 if (Ip) { continue } break c } } Rp = q[a >> 2] Sp = (((Np - Rp) | 0) / 144) | 0 Np = (Sp + Ip) | 0 if (Np >>> 0 >= 29826162) { break b } q[(Op + 24) >> 2] = a + 8 Qp = 0 q[(Op + 20) >> 2] = 0 Pp = (((Pp - Rp) | 0) / 144) | 0 Rp = Pp << 1 Pp = Pp >>> 0 < 14913080 ? (Rp >>> 0 < Np >>> 0 ? Np : Rp) : 29826161 if (Pp) { if (Pp >>> 0 >= 29826162) { break a } Qp = Mm(w(Pp, 144)) } q[(Op + 8) >> 2] = Qp Np = (w(Sp, 144) + Qp) | 0 q[(Op + 16) >> 2] = Np q[(Op + 20) >> 2] = w(Pp, 144) + Qp q[(Op + 12) >> 2] = Np while (1) { q[Np >> 2] = -1 Dk((Np + 4) | 0) q[(Np + 104) >> 2] = 0 q[(Np + 108) >> 2] = 0 o[(Np + 100) | 0] = 1 q[(Np + 112) >> 2] = 0 q[(Np + 116) >> 2] = 0 q[(Np + 120) >> 2] = 0 q[(Np + 124) >> 2] = 0 q[(Np + 128) >> 2] = 0 q[(Np + 132) >> 2] = 0 q[(Np + 136) >> 2] = 0 q[(Np + 140) >> 2] = 0 Np = (q[(Op + 16) >> 2] + 144) | 0 q[(Op + 16) >> 2] = Np Ip = (Ip + -1) | 0 if (Ip) { continue } break } Ip = q[(a + 4) >> 2] Pp = q[a >> 2] d: { if ((Ip | 0) == (Pp | 0)) { Qp = q[(Op + 12) >> 2] break d } Qp = q[(Op + 12) >> 2] while (1) { Ip = (Ip + -144) | 0 Qp = vj((Qp + -144) | 0, Ip) if ((Ip | 0) != (Pp | 0)) { continue } break } q[(Op + 12) >> 2] = Qp Ip = q[(a + 4) >> 2] Pp = q[a >> 2] } q[a >> 2] = Qp q[(Op + 12) >> 2] = Pp q[(a + 4) >> 2] = Np q[(Op + 16) >> 2] = Ip a = (a + 8) | 0 Ip = q[a >> 2] q[a >> 2] = q[(Op + 20) >> 2] q[(Op + 8) >> 2] = Pp q[(Op + 20) >> 2] = Ip wj((Op + 8) | 0) } T = (Op + 32) | 0 return } bn() F() } ab(12024) F() } function ri(a, Ip) { var Tp = 0, Up = 0, Vp = 0, Wp = 0, Xp = 0, Yp = 0, Zp = 0, _p = 0, $p = 0, aq = 0, bq = 0, cq = 0, dq = 0, eq = 0, fq = 0, gq = 0 Vp = (T - 32) | 0 T = Vp a: { b: { if (r[(q[(a + 4) >> 2] + 36) | 0] <= 1) { Zp = -1 Xp = q[(Ip + 12) >> 2] Tp = q[(Ip + 20) >> 2] Wp = q[(Ip + 16) >> 2] Up = (Wp + 4) | 0 if (Up >>> 0 < 4) { Tp = (Tp + 1) | 0 } Yp = Up Up = Tp if ((Xp | 0) < (Tp | 0) ? 1 : (Xp | 0) <= (Tp | 0) ? (t[(Ip + 8) >> 2] >= Yp >>> 0 ? 0 : 1) : 0) { break a } Tp = (Wp + q[Ip >> 2]) | 0 $p = r[Tp | 0] | (r[(Tp + 1) | 0] << 8) | ((r[(Tp + 2) | 0] << 16) | (r[(Tp + 3) | 0] << 24)) q[(Vp + 28) >> 2] = $p q[(Ip + 16) >> 2] = Yp q[(Ip + 20) >> 2] = Up break b } Zp = -1 if (!oi(1, (Vp + 28) | 0, Ip)) { break a } $p = q[(Vp + 28) >> 2] } c: { if (!$p) { break c } Tp = q[(a + 8) >> 2] if ($p >>> 0 > ((((q[(Tp + 4) >> 2] - q[Tp >> 2]) >> 2) >>> 0) / 3) >>> 0) { break a } Tp = s[(q[(a + 4) >> 2] + 36) >> 1] if ((((Tp << 24) | ((Tp << 8) & 16711680)) >>> 16) >>> 0 >= 258) { Wp = (a + 36) | 0 Yp = (a + 44) | 0 Up = (a + 40) | 0 Xp = 0 while (1) { oi(1, (Vp + 8) | 0, Ip) q[(Vp + 20) >> 2] = q[(Vp + 8) >> 2] + Xp oi(1, (Vp + 8) | 0, Ip) Xp = q[(Vp + 20) >> 2] Tp = q[(Vp + 8) >> 2] if (Xp >>> 0 < Tp >>> 0) { break a } q[(Vp + 16) >> 2] = Xp - Tp Tp = q[Up >> 2] d: { if ((Tp | 0) != q[Yp >> 2]) { aq = q[(Vp + 20) >> 2] q[Tp >> 2] = q[(Vp + 16) >> 2] q[(Tp + 4) >> 2] = aq q[(Tp + 8) >> 2] = q[(Vp + 24) >> 2] q[Up >> 2] = q[Up >> 2] + 12 break d } yi(Wp, (Vp + 16) | 0) } _p = (_p + 1) | 0 if ((_p | 0) != ($p | 0)) { continue } break } Xp = 0 _j(Ip, 0, 0) Yp = (a + 36) | 0 while (1) { Tp = r[(Ip + 36) | 0] Up = s[(q[(a + 4) >> 2] + 36) >> 1] e: { if ((((Up << 24) | ((Up << 8) & 16711680)) >>> 16) >>> 0 <= 513) { if (!Tp) { break e } Zp = 0 Tp = q[(Ip + 32) >> 2] Wp = Tp >>> 3 aq = q[(Ip + 24) >> 2] Up = (Wp + aq) | 0 _p = q[(Ip + 28) >> 2] f: { if (Up >>> 0 >= _p >>> 0) { Up = Tp break f } Zp = r[Up | 0] Up = (Tp + 1) | 0 q[(Ip + 32) >> 2] = Up Wp = Up >>> 3 Zp = (Zp >>> (Tp & 7)) & 1 } if ((Wp + aq) >>> 0 >= _p >>> 0) { break e } q[(Ip + 32) >> 2] = Up + 1 break e } if (!Tp) { break e } Zp = 0 Tp = q[(Ip + 32) >> 2] Up = (q[(Ip + 24) >> 2] + (Tp >>> 3)) | 0 if (Up >>> 0 >= t[(Ip + 28) >> 2]) { break e } Up = r[Up | 0] q[(Ip + 32) >> 2] = Tp + 1 Zp = (Up >>> (Tp & 7)) & 1 } Tp = (q[Yp >> 2] + w(Xp, 12)) | 0 o[(Tp + 8) | 0] = (r[(Tp + 8) | 0] & 254) | (Zp & 1) Xp = (Xp + 1) | 0 if (($p | 0) != (Xp | 0)) { continue } break } ak(Ip) break c } fq = (a + 36) | 0 gq = (a + 44) | 0 aq = (a + 40) | 0 while (1) { Wp = q[(Ip + 12) >> 2] Xp = Wp Tp = q[(Ip + 20) >> 2] Up = Tp _p = q[(Ip + 16) >> 2] Yp = (_p + 4) | 0 if (Yp >>> 0 < 4) { Tp = (Tp + 1) | 0 } bq = q[(Ip + 8) >> 2] cq = Yp Yp = Tp if ((Wp | 0) < (Tp | 0) ? 1 : (Wp | 0) <= (Tp | 0) ? (bq >>> 0 >= cq >>> 0 ? 0 : 1) : 0) { break a } dq = q[Ip >> 2] Tp = (dq + _p) | 0 q[(Vp + 16) >> 2] = r[Tp | 0] | (r[(Tp + 1) | 0] << 8) | ((r[(Tp + 2) | 0] << 16) | (r[(Tp + 3) | 0] << 24)) q[(Ip + 16) >> 2] = cq q[(Ip + 20) >> 2] = Yp Wp = Xp Tp = Up Yp = (_p + 8) | 0 if (Yp >>> 0 < 8) { Tp = (Tp + 1) | 0 } if ((Wp | 0) < (Tp | 0) ? 1 : (Wp | 0) <= (Tp | 0) ? (bq >>> 0 >= Yp >>> 0 ? 0 : 1) : 0) { break a } Wp = (cq + dq) | 0 q[(Vp + 20) >> 2] = r[Wp | 0] | (r[(Wp + 1) | 0] << 8) | ((r[(Wp + 2) | 0] << 16) | (r[(Wp + 3) | 0] << 24)) q[(Ip + 16) >> 2] = Yp q[(Ip + 20) >> 2] = Tp if ((Xp | 0) < (Tp | 0) ? 1 : (Xp | 0) <= (Tp | 0) ? (bq >>> 0 > Yp >>> 0 ? 0 : 1) : 0) { break a } Xp = r[(Yp + dq) | 0] Wp = (_p + 9) | 0 if (Wp >>> 0 < 9) { Up = (Up + 1) | 0 } Tp = Ip q[(Tp + 16) >> 2] = Wp q[(Tp + 20) >> 2] = Up o[(Vp + 24) | 0] = (r[(Vp + 24) | 0] & 254) | (Xp & 1) Tp = q[aq >> 2] g: { if ((Tp | 0) != q[gq >> 2]) { Up = q[(Vp + 20) >> 2] q[Tp >> 2] = q[(Vp + 16) >> 2] q[(Tp + 4) >> 2] = Up q[(Tp + 8) >> 2] = q[(Vp + 24) >> 2] q[aq >> 2] = q[aq >> 2] + 12 break g } yi(fq, (Vp + 16) | 0) } eq = (eq + 1) | 0 if (($p | 0) != (eq | 0)) { continue } break } } q[(Vp + 16) >> 2] = 0 h: { Tp = s[(q[(a + 4) >> 2] + 36) >> 1] Tp = ((Tp << 24) | ((Tp << 8) & 16711680)) >>> 16 i: { if (Tp >>> 0 <= 511) { Zp = -1 Xp = q[(Ip + 12) >> 2] Tp = q[(Ip + 20) >> 2] Wp = q[(Ip + 16) >> 2] Up = (Wp + 4) | 0 if (Up >>> 0 < 4) { Tp = (Tp + 1) | 0 } Yp = Up Up = Tp if ((Xp | 0) < (Tp | 0) ? 1 : (Xp | 0) <= (Tp | 0) ? (t[(Ip + 8) >> 2] >= Yp >>> 0 ? 0 : 1) : 0) { break a } Tp = (Wp + q[Ip >> 2]) | 0 Wp = r[Tp | 0] | (r[(Tp + 1) | 0] << 8) | ((r[(Tp + 2) | 0] << 16) | (r[(Tp + 3) | 0] << 24)) q[(Vp + 16) >> 2] = Wp q[(Ip + 16) >> 2] = Yp q[(Ip + 20) >> 2] = Up break i } if ((Tp | 0) != 512) { break h } Zp = -1 if (!oi(1, (Vp + 16) | 0, Ip)) { break a } Wp = q[(Vp + 16) >> 2] } if (!Wp) { break h } Tp = s[(q[(a + 4) >> 2] + 36) >> 1] if ((((Tp << 24) | ((Tp << 8) & 16711680)) >>> 16) >>> 0 >= 258) { Yp = (a + 48) | 0 Zp = (a + 56) | 0 Tp = (a + 52) | 0 Xp = 0 a = 0 while (1) { q[(Vp + 8) >> 2] = 0 oi(1, (Vp + 4) | 0, Ip) a = (q[(Vp + 4) >> 2] + a) | 0 q[(Vp + 8) >> 2] = a Up = q[Tp >> 2] j: { if ((Up | 0) != q[Zp >> 2]) { q[Up >> 2] = a q[Tp >> 2] = Up + 4 break j } zi(Yp, (Vp + 8) | 0) } Xp = (Xp + 1) | 0 if ((Wp | 0) != (Xp | 0)) { continue } break } break h } Yp = (a + 48) | 0 Zp = (a + 56) | 0 Up = (a + 52) | 0 $p = 0 while (1) { k: { q[(Vp + 8) >> 2] = 0 Xp = q[(Ip + 12) >> 2] Tp = q[(Ip + 20) >> 2] aq = q[(Ip + 16) >> 2] a = (aq + 4) | 0 if (a >>> 0 < 4) { Tp = (Tp + 1) | 0 } _p = a a = Tp if ((Xp | 0) < (Tp | 0) ? 1 : (Xp | 0) <= (Tp | 0) ? (t[(Ip + 8) >> 2] >= _p >>> 0 ? 0 : 1) : 0) { break k } Tp = (aq + q[Ip >> 2]) | 0 Tp = r[Tp | 0] | (r[(Tp + 1) | 0] << 8) | ((r[(Tp + 2) | 0] << 16) | (r[(Tp + 3) | 0] << 24)) q[(Vp + 8) >> 2] = Tp q[(Ip + 16) >> 2] = _p q[(Ip + 20) >> 2] = a a = q[Up >> 2] l: { if ((a | 0) != q[Zp >> 2]) { q[a >> 2] = Tp q[Up >> 2] = a + 4 break l } zi(Yp, (Vp + 8) | 0) } $p = ($p + 1) | 0 if (($p | 0) != (Wp | 0)) { continue } break h } break } Zp = -1 break a } Zp = q[(Ip + 16) >> 2] } T = (Vp + 32) | 0 return Zp } function si(a, Ip) { var hq = 0, iq = 0, jq = 0, kq = 0, lq = 0, mq = 0, nq = 0, oq = 0 nq = (T - 16) | 0 T = nq hq = q[(a + 4) >> 2] q[(a + 40) >> 2] = q[a >> 2] q[(a + 44) >> 2] = hq jq = (a + 32) | 0 hq = jq iq = q[(hq + 4) >> 2] q[(a + 72) >> 2] = q[hq >> 2] q[(a + 76) >> 2] = iq iq = (a + 24) | 0 lq = q[(iq + 4) >> 2] hq = (a - -64) | 0 q[hq >> 2] = q[iq >> 2] q[(hq + 4) >> 2] = lq kq = (a + 16) | 0 hq = kq lq = q[(hq + 4) >> 2] q[(a + 56) >> 2] = q[hq >> 2] q[(a + 60) >> 2] = lq lq = (a + 8) | 0 hq = lq mq = q[(hq + 4) >> 2] q[(a + 48) >> 2] = q[hq >> 2] q[(a + 52) >> 2] = mq a: { b: { hq = (a + 40) | 0 if (_j(hq, 1, (nq + 8) | 0)) { mq = q[(hq + 4) >> 2] q[a >> 2] = q[hq >> 2] q[(a + 4) >> 2] = mq mq = q[(hq + 36) >> 2] q[jq >> 2] = q[(hq + 32) >> 2] q[(jq + 4) >> 2] = mq jq = q[(hq + 28) >> 2] q[iq >> 2] = q[(hq + 24) >> 2] q[(iq + 4) >> 2] = jq iq = q[(hq + 20) >> 2] mq = iq jq = q[(hq + 16) >> 2] q[kq >> 2] = jq q[(kq + 4) >> 2] = iq iq = q[(hq + 12) >> 2] kq = iq hq = q[(hq + 8) >> 2] q[lq >> 2] = hq q[(lq + 4) >> 2] = iq iq = jq lq = (hq - iq) | 0 oq = q[(nq + 12) >> 2] iq = (kq - (((hq >>> 0 < iq >>> 0) + mq) | 0)) | 0 hq = q[(nq + 8) >> 2] if ((((oq | 0) == (iq | 0)) & (hq >>> 0 <= lq >>> 0)) | (oq >>> 0 < iq >>> 0)) { break b } } hq = 0 break a } kq = (mq + oq) | 0 jq = (hq + jq) | 0 if (jq >>> 0 < hq >>> 0) { kq = (kq + 1) | 0 } q[(a + 16) >> 2] = jq q[(a + 20) >> 2] = kq c: { if (s[(a + 38) >> 1] <= 513) { hq = q[(a + 4) >> 2] q[(a + 96) >> 2] = q[a >> 2] q[(a + 100) >> 2] = hq jq = (a + 32) | 0 hq = jq iq = q[(hq + 4) >> 2] q[(a + 128) >> 2] = q[hq >> 2] q[(a + 132) >> 2] = iq iq = (a + 24) | 0 hq = iq kq = q[(hq + 4) >> 2] q[(a + 120) >> 2] = q[hq >> 2] q[(a + 124) >> 2] = kq kq = (a + 16) | 0 hq = kq lq = q[(hq + 4) >> 2] q[(a + 112) >> 2] = q[hq >> 2] q[(a + 116) >> 2] = lq lq = (a + 8) | 0 hq = lq mq = q[(hq + 4) >> 2] q[(a + 104) >> 2] = q[hq >> 2] q[(a + 108) >> 2] = mq d: { hq = (a + 96) | 0 if (_j(hq, 1, (nq + 8) | 0)) { mq = q[(hq + 4) >> 2] q[a >> 2] = q[hq >> 2] q[(a + 4) >> 2] = mq mq = q[(hq + 36) >> 2] q[jq >> 2] = q[(hq + 32) >> 2] q[(jq + 4) >> 2] = mq jq = q[(hq + 28) >> 2] q[iq >> 2] = q[(hq + 24) >> 2] q[(iq + 4) >> 2] = jq iq = q[(hq + 20) >> 2] mq = iq jq = q[(hq + 16) >> 2] q[kq >> 2] = jq q[(kq + 4) >> 2] = iq iq = q[(hq + 12) >> 2] kq = iq hq = q[(hq + 8) >> 2] q[lq >> 2] = hq q[(lq + 4) >> 2] = iq iq = jq lq = (hq - iq) | 0 oq = q[(nq + 12) >> 2] iq = (kq - (((hq >>> 0 < iq >>> 0) + mq) | 0)) | 0 hq = q[(nq + 8) >> 2] if ((((oq | 0) == (iq | 0)) & (hq >>> 0 <= lq >>> 0)) | (oq >>> 0 < iq >>> 0)) { break d } } hq = 0 break a } kq = (mq + oq) | 0 jq = (hq + jq) | 0 if (jq >>> 0 < hq >>> 0) { kq = (kq + 1) | 0 } q[(a + 16) >> 2] = jq q[(a + 20) >> 2] = kq break c } hq = 0 if (!bh((a + 80) | 0, a)) { break a } } hq = 0 if (!Ai(a)) { break a } hq = q[(a + 4) >> 2] q[Ip >> 2] = q[a >> 2] q[(Ip + 4) >> 2] = hq hq = q[(a + 36) >> 2] q[(Ip + 32) >> 2] = q[(a + 32) >> 2] q[(Ip + 36) >> 2] = hq hq = q[(a + 28) >> 2] q[(Ip + 24) >> 2] = q[(a + 24) >> 2] q[(Ip + 28) >> 2] = hq hq = q[(a + 20) >> 2] q[(Ip + 16) >> 2] = q[(a + 16) >> 2] q[(Ip + 20) >> 2] = hq hq = q[(a + 12) >> 2] q[(Ip + 8) >> 2] = q[(a + 8) >> 2] q[(Ip + 12) >> 2] = hq hq = 1 } T = (nq + 16) | 0 return hq } function ti(a, Ip) { var pq = 0, qq = 0, rq = 0, sq = 0, tq = 0, uq = 0, vq = 0, wq = 0, xq = 0, yq = 0, zq = 0, Aq = 0, Bq = 0, Cq = 0, Dq = 0, Eq = 0, Fq = 0, Gq = 0, Hq = 0, Iq = 0, Jq = 0, Kq = 0, Lq = 0 sq = (T - 96) | 0 T = sq q[(sq + 72) >> 2] = 0 q[(sq + 64) >> 2] = 0 q[(sq + 68) >> 2] = 0 q[(sq + 48) >> 2] = 0 q[(sq + 52) >> 2] = 0 q[(sq + 40) >> 2] = 0 q[(sq + 44) >> 2] = 0 q[(sq + 56) >> 2] = 1065353216 q[(sq + 32) >> 2] = 0 q[(sq + 24) >> 2] = 0 q[(sq + 28) >> 2] = 0 Jq = q[(a + 124) >> 2] a: { b: { c: { d: { if ((Ip | 0) >= 1) { Iq = (a + 8) | 0 Fq = q[(a + 216) >> 2] != q[(a + 220) >> 2] Gq = (a + 40) | 0 while (1) { e: { f: { g: { h: { i: { j: { k: { if (!r[(a + 308) | 0]) { break k } l: { m: { wq = q[(a + 296) >> 2] yq = q[(a + 304) >> 2] pq = (wq + (yq >>> 3)) | 0 uq = q[(a + 300) >> 2] if (pq >>> 0 >= uq >>> 0) { break m } pq = r[pq | 0] qq = (yq + 1) | 0 q[(a + 304) >> 2] = qq if (!((pq >>> (yq & 7)) & 1)) { break m } pq = qq >>> 3 rq = (wq + pq) | 0 n: { if (rq >>> 0 >= uq >>> 0) { rq = qq qq = 0 break n } vq = r[rq | 0] rq = (yq + 2) | 0 q[(a + 304) >> 2] = rq pq = rq >>> 3 qq = (vq >>> (qq & 7)) & 1 } pq = (pq + wq) | 0 if (pq >>> 0 < uq >>> 0) { pq = r[pq | 0] q[(a + 304) >> 2] = rq + 1 pq = ((pq >>> (rq & 7)) << 1) & 2 } else { pq = 0 } pq = ((qq | pq) << 1) | 1 switch ((pq + -2) | 0) { case 0: case 2: case 4: break h case 5: break j case 1: case 3: break l default: break k } } qq = q[(sq + 68) >> 2] if ((qq | 0) == q[(sq + 64) >> 2]) { break d } wq = -1 Aq = q[Iq >> 2] uq = q[(Aq + 24) >> 2] rq = uq vq = (qq + -4) | 0 Dq = q[vq >> 2] pq = -1 o: { if ((Dq | 0) == -1) { break o } qq = (Dq + 1) | 0 qq = (qq >>> 0) % 3 | 0 ? qq : (Dq + -2) | 0 pq = -1 if ((qq | 0) == -1) { break o } pq = q[(q[Aq >> 2] + (qq << 2)) >> 2] } rq = q[(rq + (pq << 2)) >> 2] if ((rq | 0) != -1) { qq = (rq + 1) | 0 wq = (qq >>> 0) % 3 | 0 ? qq : (rq + -2) | 0 } rq = q[(Aq + 12) >> 2] Bq = w(tq, 3) qq = (Bq + 1) | 0 q[(rq + (Dq << 2)) >> 2] = qq qq = qq << 2 q[(qq + rq) >> 2] = Dq zq = (Bq + 2) | 0 q[(rq + (wq << 2)) >> 2] = zq yq = zq << 2 q[(yq + rq) >> 2] = wq Cq = q[Aq >> 2] q[(Cq + (Bq << 2)) >> 2] = pq rq = (qq + Cq) | 0 xq = -1 p: { if ((wq | 0) == -1) { break p } qq = (wq + 1) | 0 qq = (qq >>> 0) % 3 | 0 ? qq : (wq + -2) | 0 xq = -1 if ((qq | 0) == -1) { break p } xq = q[(Cq + (qq << 2)) >> 2] } q[rq >> 2] = xq q: { r: { if ((Dq | 0) != -1) { qq = (Dq + ((Dq >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((qq | 0) != -1) { break r } } q[(yq + Cq) >> 2] = -1 break q } qq = q[(Cq + (qq << 2)) >> 2] q[(yq + Cq) >> 2] = qq if ((qq | 0) == -1) { break q } q[(uq + (qq << 2)) >> 2] = zq } rq = (q[(a + 120) >> 2] + ((pq >>> 3) & 536870908)) | 0 qq = q[rq >> 2] ;(Kq = rq), (Lq = eo(pq) & qq), (q[Kq >> 2] = Lq) q[vq >> 2] = Bq break e } rq = q[(sq + 68) >> 2] if ((rq | 0) == q[(sq + 64) >> 2]) { break d } yq = q[Iq >> 2] qq = q[(yq + 12) >> 2] zq = w(tq, 3) wq = (pq | 0) == 5 uq = (zq + (wq ? 2 : 1)) | 0 pq = uq << 2 Cq = q[(rq + -4) >> 2] q[(qq + pq) >> 2] = Cq q[(qq + (Cq << 2)) >> 2] = uq vq = (yq + 24) | 0 rq = (yq + 28) | 0 qq = q[rq >> 2] s: { if ((qq | 0) != q[(yq + 32) >> 2]) { q[qq >> 2] = -1 Aq = (qq + 4) | 0 q[rq >> 2] = Aq break s } zi(vq, 11312) Aq = q[rq >> 2] } rq = -1 qq = q[Iq >> 2] yq = q[(qq + 24) >> 2] if ((q[(qq + 28) >> 2] - yq) >> 2 > (Jq | 0)) { break c } rq = (zq + 2) | 0 Bq = q[qq >> 2] xq = (Bq + pq) | 0 qq = (Aq - q[vq >> 2]) | 0 pq = ((qq >> 2) + -1) | 0 q[xq >> 2] = pq if (qq) { q[(yq + (pq << 2)) >> 2] = uq } rq = wq ? zq : rq qq = (Bq + ((wq + zq) << 2)) | 0 t: { u: { v: { if ((Cq | 0) != -1) { pq = (Cq + ((Cq >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((pq | 0) == -1) { break v } pq = q[(Bq + (pq << 2)) >> 2] q[(Bq + (rq << 2)) >> 2] = pq if ((pq | 0) == -1) { break u } q[(yq + (pq << 2)) >> 2] = rq break u } q[(Bq + (rq << 2)) >> 2] = -1 rq = -1 break t } q[(Bq + (rq << 2)) >> 2] = -1 } pq = (Cq + 1) | 0 pq = (pq >>> 0) % 3 | 0 ? pq : (Cq + -2) | 0 rq = -1 if ((pq | 0) == -1) { break t } rq = q[(Bq + (pq << 2)) >> 2] } q[qq >> 2] = rq q[(q[(sq + 68) >> 2] + -4) >> 2] = zq break i } rq = -1 pq = q[(sq + 68) >> 2] Aq = q[(sq + 64) >> 2] if ((pq | 0) == (Aq | 0)) { break c } qq = (pq + -4) | 0 Eq = q[qq >> 2] q[(sq + 68) >> 2] = qq zq = q[(sq + 44) >> 2] w: { if (!zq) { pq = qq break w } uq = q[(sq + 40) >> 2] yq = co(zq) >>> 0 > 1 vq = (zq + 2147483647) & tq x: { if (!yq) { break x } vq = tq if (tq >>> 0 < zq >>> 0) { break x } vq = (tq >>> 0) % (zq >>> 0) | 0 } uq = q[(uq + (vq << 2)) >> 2] if (!uq) { pq = qq break w } xq = q[uq >> 2] if (!xq) { pq = qq break w } uq = (zq + -1) | 0 y: { while (1) { wq = q[(xq + 4) >> 2] z: { if ((wq | 0) != (tq | 0)) { A: { if (!yq) { wq = wq & uq break A } if (wq >>> 0 < zq >>> 0) { break A } wq = (wq >>> 0) % (zq >>> 0) | 0 } if ((wq | 0) == (vq | 0)) { break z } pq = qq break w } if (q[(xq + 8) >> 2] == (tq | 0)) { break y } } xq = q[xq >> 2] if (xq) { continue } break } pq = qq break w } vq = (xq + 12) | 0 if ((qq | 0) != q[(sq + 72) >> 2]) { q[qq >> 2] = q[vq >> 2] q[(sq + 68) >> 2] = pq break w } zi((sq - -64) | 0, vq) pq = q[(sq + 68) >> 2] Aq = q[(sq + 64) >> 2] } if ((pq | 0) == (Aq | 0)) { break c } Dq = q[(pq + -4) >> 2] vq = (Dq | 0) == -1 Hq = q[Iq >> 2] if (q[(q[(Hq + 12) >> 2] + (Dq << 2)) >> 2] != -1 ? !vq : 0) { break c } yq = (Eq | 0) == -1 zq = (Hq + 12) | 0 uq = q[zq >> 2] if (q[(uq + (Eq << 2)) >> 2] != -1 ? !yq : 0) { break c } Cq = w(tq, 3) Aq = (Cq + 2) | 0 q[(uq + (Dq << 2)) >> 2] = Aq Bq = Aq << 2 q[(Bq + uq) >> 2] = Dq qq = (Cq + 1) | 0 q[(uq + (Eq << 2)) >> 2] = qq wq = uq uq = qq << 2 q[(wq + uq) >> 2] = Eq if (vq) { break g } wq = -1 vq = q[Hq >> 2] xq = (vq + (Cq << 2)) | 0 qq = (Dq + ((Dq >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((qq | 0) != -1) { wq = q[((qq << 2) + vq) >> 2] } q[xq >> 2] = wq qq = (Dq + 1) | 0 qq = (qq >>> 0) % 3 | 0 ? qq : (Dq + -2) | 0 if ((qq | 0) == -1) { break f } rq = q[((qq << 2) + vq) >> 2] break f } q[sq >> 2] = w(tq, 3) pq = q[Iq >> 2] rq = (pq + 24) | 0 uq = q[(pq + 32) >> 2] qq = (pq + 28) | 0 pq = q[qq >> 2] B: { if ((uq | 0) != (pq | 0)) { q[pq >> 2] = -1 pq = (pq + 4) | 0 q[qq >> 2] = pq break B } zi(rq, 11312) pq = q[qq >> 2] } Aq = q[Iq >> 2] wq = q[Aq >> 2] qq = q[sq >> 2] yq = (pq - q[rq >> 2]) | 0 zq = yq >> 2 rq = (zq + -1) | 0 q[(wq + (qq << 2)) >> 2] = rq qq = (qq + 1) | 0 uq = (Aq + 24) | 0 vq = (Aq + 28) | 0 pq = q[vq >> 2] C: { if ((pq | 0) != q[(Aq + 32) >> 2]) { q[pq >> 2] = -1 pq = (pq + 4) | 0 q[vq >> 2] = pq break C } zi(uq, 11312) pq = q[vq >> 2] wq = q[Aq >> 2] } q[((qq << 2) + wq) >> 2] = ((pq - q[uq >> 2]) >> 2) + -1 pq = (q[sq >> 2] + 2) | 0 uq = q[Iq >> 2] qq = (uq + 28) | 0 vq = q[qq >> 2] D: { if ((vq | 0) != q[(uq + 32) >> 2]) { q[vq >> 2] = -1 wq = (vq + 4) | 0 q[qq >> 2] = wq break D } zi((uq + 24) | 0, 11312) wq = q[qq >> 2] } q[(q[uq >> 2] + (pq << 2)) >> 2] = ((wq - q[(uq + 24) >> 2]) >> 2) + -1 pq = q[Iq >> 2] qq = q[(pq + 24) >> 2] if ((q[(pq + 28) >> 2] - qq) >> 2 > (Jq | 0)) { break d } pq = q[sq >> 2] E: { F: { if (!yq) { wq = 1 q[(qq + (zq << 2)) >> 2] = pq + 1 break F } q[(qq + (rq << 2)) >> 2] = pq wq = 0 if ((yq | 0) == -4) { break F } q[(qq + (zq << 2)) >> 2] = q[sq >> 2] + 1 wq = (zq + 1) | 0 if ((wq | 0) == -1) { break E } } q[(qq + (wq << 2)) >> 2] = q[sq >> 2] + 2 } pq = q[(sq + 68) >> 2] if ((pq | 0) != q[(sq + 72) >> 2]) { q[pq >> 2] = q[sq >> 2] q[(sq + 68) >> 2] = pq + 4 break i } zi((sq - -64) | 0, sq) } xq = q[Gq >> 2] if ((xq | 0) == q[(a + 36) >> 2]) { break e } uq = ((tq ^ -1) + Ip) | 0 while (1) { rq = -1 pq = q[(xq + -8) >> 2] if (pq >>> 0 > uq >>> 0) { break c } if ((pq | 0) != (uq | 0)) { break e } qq = r[(xq + -4) | 0] pq = (xq + -12) | 0 vq = q[pq >> 2] q[Gq >> 2] = pq if ((vq | 0) < 0) { break c } rq = q[(q[(sq + 68) >> 2] + -4) >> 2] q[(sq + 20) >> 2] = (vq ^ -1) + Ip q[(sq + 88) >> 2] = sq + 20 Bi(sq, (sq + 40) | 0, (sq + 20) | 0, (sq + 88) | 0) vq = q[sq >> 2] G: { if (qq & 1) { pq = -1 if ((rq | 0) == -1) { break G } pq = (rq + 1) | 0 pq = (pq >>> 0) % 3 | 0 ? pq : (rq + -2) | 0 break G } pq = -1 if ((rq | 0) == -1) { break G } pq = (rq + -1) | 0 if ((rq >>> 0) % 3) { break G } pq = (rq + 2) | 0 } q[(vq + 12) >> 2] = pq xq = q[Gq >> 2] if ((xq | 0) != q[(a + 36) >> 2]) { continue } break } break e } F() } wq = -1 vq = q[Hq >> 2] q[(vq + (Cq << 2)) >> 2] = -1 } q[(uq + vq) >> 2] = rq H: { I: { J: { if (!yq) { qq = (Eq + ((Eq >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((qq | 0) == -1) { break J } qq = q[((qq << 2) + vq) >> 2] q[(vq + Bq) >> 2] = qq if ((qq | 0) == -1) { break I } q[(q[(Hq + 24) >> 2] + (qq << 2)) >> 2] = Aq break I } q[(vq + Bq) >> 2] = -1 xq = -1 rq = -1 break H } q[(vq + Bq) >> 2] = -1 } xq = -1 qq = (Eq + 1) | 0 qq = (qq >>> 0) % 3 | 0 ? qq : (Eq + -2) | 0 rq = -1 if ((qq | 0) == -1) { break H } xq = q[((qq << 2) + vq) >> 2] rq = qq } q[sq >> 2] = xq uq = q[(Hq + 24) >> 2] if ((wq | 0) != -1) { q[(uq + (wq << 2)) >> 2] = q[(uq + (xq << 2)) >> 2] } K: { if ((rq | 0) == -1) { break K } vq = q[Hq >> 2] while (1) { q[(vq + (rq << 2)) >> 2] = wq qq = (rq + 1) | 0 qq = (qq >>> 0) % 3 | 0 ? qq : (rq + -2) | 0 if ((qq | 0) == -1) { break K } rq = q[(q[zq >> 2] + (qq << 2)) >> 2] if ((rq | 0) == -1) { break K } qq = (rq + 1) | 0 rq = (qq >>> 0) % 3 | 0 ? qq : (rq + -2) | 0 if ((rq | 0) != -1) { continue } break } } q[(uq + (q[sq >> 2] << 2)) >> 2] = -1 L: { if (Fq) { break L } qq = q[(sq + 28) >> 2] if ((qq | 0) != q[(sq + 32) >> 2]) { q[qq >> 2] = q[sq >> 2] q[(sq + 28) >> 2] = qq + 4 break L } zi((sq + 24) | 0, sq) pq = q[(sq + 68) >> 2] } q[(pq + -4) >> 2] = Cq } tq = (tq + 1) | 0 if ((tq | 0) != (Ip | 0)) { continue } break } wq = Ip } rq = -1 xq = q[(a + 8) >> 2] if ((q[(xq + 28) >> 2] - q[(xq + 24) >> 2]) >> 2 > (Jq | 0)) { break c } tq = q[(sq + 68) >> 2] if ((tq | 0) != q[(sq + 64) >> 2]) { Dq = (a + 72) | 0 qq = (a + 60) | 0 Aq = (a + 312) | 0 Fq = (a + 8) | 0 Cq = (a + 68) | 0 Jq = (a + 80) | 0 Hq = (a + 76) | 0 while (1) { pq = (tq + -4) | 0 Ip = q[pq >> 2] q[(sq + 68) >> 2] = pq q[sq >> 2] = Ip M: { N: { O: { P: { if (s[(a + 270) >> 1] <= 513) { if (!r[(a + 364) | 0]) { break O } pq = q[(a + 360) >> 2] Ip = (q[(a + 352) >> 2] + (pq >>> 3)) | 0 if (Ip >>> 0 >= t[(a + 356) >> 2]) { break N } Ip = r[Ip | 0] q[(a + 360) >> 2] = pq + 1 Ip = (Ip >>> (pq & 7)) & 1 break P } Ip = dh(Aq) } if (!Ip) { break N } } zq = q[Fq >> 2] Eq = q[zq >> 2] if ((wq | 0) >= (((((q[(zq + 4) >> 2] - Eq) >> 2) >>> 0) / 3) | 0)) { break d } pq = -1 xq = -1 tq = q[(zq + 24) >> 2] uq = tq Gq = q[sq >> 2] vq = -1 Q: { if ((Gq | 0) == -1) { break Q } Ip = (Gq + 1) | 0 Ip = (Ip >>> 0) % 3 | 0 ? Ip : (Gq + -2) | 0 vq = -1 if ((Ip | 0) == -1) { break Q } vq = q[(Eq + (Ip << 2)) >> 2] } uq = q[(uq + (vq << 2)) >> 2] R: { if ((uq | 0) == -1) { break R } Ip = (uq + 1) | 0 Ip = (Ip >>> 0) % 3 | 0 ? Ip : (uq + -2) | 0 if ((Ip | 0) == -1) { break R } pq = (Ip + 1) | 0 pq = (pq >>> 0) % 3 | 0 ? pq : (Ip + -2) | 0 if ((pq | 0) != -1) { xq = q[(Eq + (pq << 2)) >> 2] } pq = Ip } Ip = -1 Bq = -1 yq = q[(tq + (xq << 2)) >> 2] uq = -1 S: { if ((yq | 0) == -1) { break S } tq = (yq + 1) | 0 tq = (tq >>> 0) % 3 | 0 ? tq : (yq + -2) | 0 uq = -1 if ((tq | 0) == -1) { break S } uq = (tq + 1) | 0 uq = (uq >>> 0) % 3 | 0 ? uq : (tq + -2) | 0 if ((uq | 0) != -1) { Bq = q[(Eq + (uq << 2)) >> 2] } uq = tq } tq = w(wq, 3) q[(sq + 88) >> 2] = tq yq = q[(zq + 12) >> 2] q[(yq + (tq << 2)) >> 2] = Gq q[(yq + (Gq << 2)) >> 2] = tq tq = (q[(sq + 88) >> 2] + 1) | 0 q[(yq + (tq << 2)) >> 2] = pq q[(yq + (pq << 2)) >> 2] = tq pq = (q[(sq + 88) >> 2] + 2) | 0 q[(yq + (pq << 2)) >> 2] = uq q[(yq + (uq << 2)) >> 2] = pq pq = q[(sq + 88) >> 2] q[(Eq + (pq << 2)) >> 2] = xq Gq = (pq + 1) | 0 zq = (Eq + (Gq << 2)) | 0 q[zq >> 2] = Bq yq = (pq + 2) | 0 uq = (Eq + (yq << 2)) | 0 q[uq >> 2] = vq Bq = q[(a + 120) >> 2] tq = Gq >>> 0 < pq >>> 0 ? -1 : xq vq = (Bq + ((tq >>> 3) & 536870908)) | 0 pq = q[vq >> 2] ;(Kq = vq), (Lq = eo(tq) & pq), (q[Kq >> 2] = Lq) Ip = (Gq | 0) != -1 ? q[zq >> 2] : Ip vq = (Bq + ((Ip >>> 3) & 536870908)) | 0 pq = q[vq >> 2] ;(Kq = vq), (Lq = eo(Ip) & pq), (q[Kq >> 2] = Lq) tq = -1 tq = (yq | 0) != -1 ? q[uq >> 2] : tq pq = (Bq + ((tq >>> 3) & 536870908)) | 0 Ip = q[pq >> 2] ;(Kq = pq), (Lq = eo(tq) & Ip), (q[Kq >> 2] = Lq) tq = q[(a + 64) >> 2] pq = q[Cq >> 2] if ((tq | 0) == pq << 5) { if (((tq + 1) | 0) <= -1) { break a } Ip = qq if (tq >>> 0 <= 1073741822) { vq = (tq + 32) & -32 pq = pq << 6 pq = pq >>> 0 < vq >>> 0 ? vq : pq } else { pq = 2147483647 } cb(Ip, pq) tq = q[(a + 64) >> 2] } wq = (wq + 1) | 0 q[(a + 64) >> 2] = tq + 1 Ip = (q[(a + 60) >> 2] + ((tq >>> 3) & 536870908)) | 0 q[Ip >> 2] = q[Ip >> 2] | (1 << (tq & 31)) Ip = q[Hq >> 2] if ((Ip | 0) != q[Jq >> 2]) { q[Ip >> 2] = q[(sq + 88) >> 2] q[Hq >> 2] = Ip + 4 break M } zi(Dq, (sq + 88) | 0) break M } tq = q[(a + 64) >> 2] pq = q[Cq >> 2] if ((tq | 0) == pq << 5) { if (((tq + 1) | 0) <= -1) { break a } Ip = qq if (tq >>> 0 <= 1073741822) { vq = (tq + 32) & -32 pq = pq << 6 pq = pq >>> 0 < vq >>> 0 ? vq : pq } else { pq = 2147483647 } cb(Ip, pq) tq = q[(a + 64) >> 2] } q[(a + 64) >> 2] = tq + 1 pq = (q[(a + 60) >> 2] + ((tq >>> 3) & 536870908)) | 0 Ip = q[pq >> 2] ;(Kq = pq), (Lq = eo(tq) & Ip), (q[Kq >> 2] = Lq) Ip = q[Hq >> 2] if ((Ip | 0) != q[Jq >> 2]) { q[Ip >> 2] = q[sq >> 2] q[Hq >> 2] = Ip + 4 break M } zi(Dq, sq) } tq = q[(sq + 68) >> 2] if ((tq | 0) != q[(sq + 64) >> 2]) { continue } break } xq = q[(a + 8) >> 2] } if ((((((q[(xq + 4) >> 2] - q[xq >> 2]) >> 2) >>> 0) / 3) | 0) != (wq | 0)) { break c } rq = (q[(xq + 28) >> 2] - q[(xq + 24) >> 2]) >> 2 Fq = q[(sq + 24) >> 2] uq = q[(sq + 28) >> 2] if ((Fq | 0) == (uq | 0)) { break b } vq = (a + 8) | 0 while (1) { zq = q[Fq >> 2] wq = q[(xq + 24) >> 2] tq = (rq + -1) | 0 T: { if (q[(wq + (tq << 2)) >> 2] != -1) { pq = rq break T } wq = q[(xq + 24) >> 2] while (1) { tq = (rq + -2) | 0 pq = (rq + -1) | 0 rq = pq if (q[((tq << 2) + wq) >> 2] == -1) { continue } break } } if (!(tq >>> 0 < zq >>> 0)) { q[sq >> 2] = xq Ip = tq << 2 rq = q[(Ip + wq) >> 2] o[(sq + 12) | 0] = 1 q[(sq + 8) >> 2] = rq q[(sq + 4) >> 2] = rq if ((rq | 0) != -1) { while (1) { q[(q[xq >> 2] + (rq << 2)) >> 2] = zq lg(sq) xq = q[vq >> 2] rq = q[(sq + 8) >> 2] if ((rq | 0) != -1) { continue } break } } qq = Ip Ip = q[(xq + 24) >> 2] qq = (qq + Ip) | 0 if ((zq | 0) != -1) { q[(Ip + (zq << 2)) >> 2] = q[qq >> 2] } q[qq >> 2] = -1 yq = 1 << (zq & 31) Ip = q[(a + 120) >> 2] rq = (Ip + ((zq >>> 3) & 536870908)) | 0 qq = rq wq = (Ip + ((tq >>> 3) & 536870908)) | 0 Ip = 1 << (tq & 31) tq = yq | q[rq >> 2] U: { if (q[wq >> 2] & Ip) { break U } tq = q[rq >> 2] & (yq ^ -1) } q[qq >> 2] = tq q[wq >> 2] = q[wq >> 2] & (Ip ^ -1) pq = (pq + -1) | 0 } rq = pq Fq = (Fq + 4) | 0 if ((uq | 0) != (Fq | 0)) { continue } break } break c } rq = -1 } Fq = q[(sq + 24) >> 2] } if (Fq) { q[(sq + 28) >> 2] = Fq An(Fq) } tq = q[(sq + 48) >> 2] if (tq) { while (1) { a = q[tq >> 2] An(tq) tq = a if (tq) { continue } break } } a = q[(sq + 40) >> 2] q[(sq + 40) >> 2] = 0 if (a) { An(a) } a = q[(sq + 64) >> 2] if (a) { q[(sq + 68) >> 2] = a An(a) } T = (sq + 96) | 0 return rq } bn() F() } function ui(a, Ip) { var Mq = 0, Nq = 0, Oq = 0, Pq = 0, Qq = 0, Rq = 0, Sq = 0, Tq = 0, Uq = 0, Vq = 0, Wq = 0 Nq = (T - 32) | 0 T = Nq q[(Nq + 16) >> 2] = Ip Mq = -1 a: { if ((Ip | 0) == -1) { q[(Nq + 20) >> 2] = -1 break a } Mq = (Ip + 1) | 0 q[(Nq + 20) >> 2] = (Mq >>> 0) % 3 | 0 ? Mq : (Ip + -2) | 0 if ((Ip >>> 0) % 3) { Mq = (Ip + -1) | 0 break a } Mq = (Ip + 2) | 0 } q[(Nq + 24) >> 2] = Mq Rq = (a + 220) | 0 Vq = (a + 8) | 0 Wq = (a + 368) | 0 while (1) { b: { if (!(((Ip | 0) == -1) | (q[(q[(q[Vq >> 2] + 12) >> 2] + (Ip << 2)) >> 2] == -1))) { Mq = 0 if (q[Rq >> 2] == q[(a + 216) >> 2]) { break b } while (1) { c: { if (!dh((q[Wq >> 2] + (Mq << 4)) | 0)) { break c } Oq = q[(a + 216) >> 2] q[(Nq + 12) >> 2] = Ip Oq = (Oq + w(Mq, 144)) | 0 Qq = (Oq + 136) | 0 Pq = q[Qq >> 2] if (Pq >>> 0 < t[(Oq + 140) >> 2]) { q[Pq >> 2] = Ip q[Qq >> 2] = Pq + 4 break c } ya((Oq + 132) | 0, (Nq + 12) | 0) } Mq = (Mq + 1) | 0 if (Mq >>> 0 < (((q[Rq >> 2] - q[(a + 216) >> 2]) | 0) / 144) >>> 0) { continue } break } break b } Mq = 0 Oq = q[(a + 216) >> 2] Pq = q[Rq >> 2] if ((Oq | 0) == (Pq | 0)) { break b } while (1) { q[(Nq + 12) >> 2] = Ip Qq = (w(Mq, 144) + Oq) | 0 Uq = (Qq + 136) | 0 Sq = q[Uq >> 2] d: { if (Sq >>> 0 < t[(Qq + 140) >> 2]) { q[Sq >> 2] = Ip q[Uq >> 2] = Sq + 4 break d } ya((Qq + 132) | 0, (Nq + 12) | 0) Pq = q[Rq >> 2] Oq = q[(a + 216) >> 2] } Mq = (Mq + 1) | 0 if (Mq >>> 0 < (((Pq - Oq) | 0) / 144) >>> 0) { continue } break } } Tq = (Tq + 1) | 0 if ((Tq | 0) != 3) { Ip = q[(((Nq + 16) | 0) + (Tq << 2)) >> 2] continue } break } T = (Nq + 32) | 0 return 1 } function vi(a, Ip) { var Xq = 0, Yq = 0, Zq = 0, _q = 0, $q = 0, ar = 0, br = 0, cr = 0, dr = 0, er = 0, fr = 0, gr = 0 Yq = (T - 32) | 0 T = Yq q[(Yq + 16) >> 2] = Ip Xq = -1 a: { if ((Ip | 0) == -1) { q[(Yq + 20) >> 2] = -1 break a } Xq = (Ip + 1) | 0 q[(Yq + 20) >> 2] = (Xq >>> 0) % 3 | 0 ? Xq : (Ip + -2) | 0 if ((Ip >>> 0) % 3) { Xq = (Ip + -1) | 0 break a } Xq = (Ip + 2) | 0 } q[(Yq + 24) >> 2] = Xq er = (Ip | 0) == -1 ? -1 : ((Ip >>> 0) / 3) | 0 ar = (a + 220) | 0 fr = (a + 8) | 0 gr = (a + 368) | 0 while (1) { b: { c: { if ((Ip | 0) != -1) { Xq = q[(q[(q[fr >> 2] + 12) >> 2] + (Ip << 2)) >> 2] if ((Xq | 0) != -1) { break c } } Xq = 0 Zq = q[(a + 216) >> 2] _q = q[ar >> 2] if ((Zq | 0) == (_q | 0)) { break b } while (1) { q[(Yq + 12) >> 2] = Ip $q = (w(Xq, 144) + Zq) | 0 dr = ($q + 136) | 0 br = q[dr >> 2] d: { if (br >>> 0 < t[($q + 140) >> 2]) { q[br >> 2] = Ip q[dr >> 2] = br + 4 break d } ya(($q + 132) | 0, (Yq + 12) | 0) _q = q[ar >> 2] Zq = q[(a + 216) >> 2] } Xq = (Xq + 1) | 0 if (Xq >>> 0 < (((_q - Zq) | 0) / 144) >>> 0) { continue } break } break b } if (((Xq >>> 0) / 3) >>> 0 < er >>> 0) { break b } Xq = 0 if (q[ar >> 2] == q[(a + 216) >> 2]) { break b } while (1) { e: { if (!dh((q[gr >> 2] + (Xq << 4)) | 0)) { break e } Zq = q[(a + 216) >> 2] q[(Yq + 12) >> 2] = Ip Zq = (Zq + w(Xq, 144)) | 0 $q = (Zq + 136) | 0 _q = q[$q >> 2] if (_q >>> 0 < t[(Zq + 140) >> 2]) { q[_q >> 2] = Ip q[$q >> 2] = _q + 4 break e } ya((Zq + 132) | 0, (Yq + 12) | 0) } Xq = (Xq + 1) | 0 if (Xq >>> 0 < (((q[ar >> 2] - q[(a + 216) >> 2]) | 0) / 144) >>> 0) { continue } break } } cr = (cr + 1) | 0 if ((cr | 0) != 3) { Ip = q[(((Yq + 16) | 0) + (cr << 2)) >> 2] continue } break } T = (Yq + 32) | 0 return 1 } function wi(a, Ip) { var hr = 0, ir = 0, jr = 0, kr = 0, lr = 0 ir = q[(a + 12) >> 2] hr = (q[(a + 16) >> 2] - ir) >> 2 a: { if (hr >>> 0 < Ip >>> 0) { Fa((a + 12) | 0, (Ip - hr) | 0) break a } if (hr >>> 0 <= Ip >>> 0) { break a } q[(a + 16) >> 2] = ir + (Ip << 2) } b: { hr = q[a >> 2] c: { if (((q[(a + 8) >> 2] - hr) >> 2) >>> 0 >= Ip >>> 0) { break c } if (Ip >>> 0 >= 1073741824) { break b } kr = (a + 4) | 0 ir = q[kr >> 2] jr = Ip << 2 Ip = Mm(jr) jr = (Ip + jr) | 0 ir = (ir - hr) | 0 lr = (ir + Ip) | 0 if ((ir | 0) >= 1) { Cn(Ip, hr, ir) } q[a >> 2] = Ip q[(a + 8) >> 2] = jr q[kr >> 2] = lr if (!hr) { break c } An(hr) } return } ab(12024) F() } function xi(a, Ip) { var mr = 0, nr = 0, or = 0, pr = 0, qr = 0, rr = 0, sr = 0, tr = 0, ur = 0, vr = 0, wr = 0, xr = 0, yr = 0, zr = 0, Ar = 0, Br = 0 nr = (T - 48) | 0 T = nr mr = q[(a + 8) >> 2] or = q[mr >> 2] qr = q[(mr + 4) >> 2] mr = q[(q[(a + 4) >> 2] + 44) >> 2] q[(nr + 40) >> 2] = 0 q[(nr + 32) >> 2] = 0 q[(nr + 36) >> 2] = 0 or = ((((qr - or) >> 2) >>> 0) / 3) | 0 pr = q[(mr + 96) >> 2] qr = (((q[(mr + 100) >> 2] - pr) | 0) / 12) | 0 a: { if (or >>> 0 > qr >>> 0) { Ci((mr + 96) | 0, (or - qr) | 0, (nr + 32) | 0) break a } if (or >>> 0 >= qr >>> 0) { break a } q[(mr + 100) >> 2] = pr + w(or, 12) } b: { if (q[(a + 216) >> 2] == q[(a + 220) >> 2]) { ur = q[(a + 4) >> 2] mr = q[(ur + 44) >> 2] or = q[(mr + 100) >> 2] sr = q[(mr + 96) >> 2] if ((or | 0) != (sr | 0)) { vr = (((or - sr) | 0) / 12) | 0 wr = (nr + 40) | 0 mr = 0 while (1) { q[wr >> 2] = 0 q[(nr + 32) >> 2] = 0 q[(nr + 36) >> 2] = 0 qr = nr c: { d: { e: { pr = w(mr, 3) if ((pr | 0) == -1) { or = -1 q[(nr + 32) >> 2] = -1 rr = 0 break e } or = q[(q[q[(a + 8) >> 2] >> 2] + (pr << 2)) >> 2] q[(nr + 32) >> 2] = or rr = (pr + 1) | 0 if ((rr | 0) != -1) { break e } q[(nr + 36) >> 2] = -1 pr = 0 break d } q[(nr + 36) >> 2] = q[(q[q[(a + 8) >> 2] >> 2] + (rr << 2)) >> 2] pr = (pr + 2) | 0 xr = -1 if ((pr | 0) == -1) { break c } } xr = q[(q[q[(a + 8) >> 2] >> 2] + (pr << 2)) >> 2] } q[(qr + 40) >> 2] = xr qr = (sr + w(mr, 12)) | 0 q[qr >> 2] = or q[(qr + 4) >> 2] = q[(nr + 36) >> 2] q[(qr + 8) >> 2] = q[(nr + 40) >> 2] mr = (mr + 1) | 0 if (mr >>> 0 < vr >>> 0) { continue } break } } q[(q[(ur + 4) >> 2] + 80) >> 2] = Ip mr = 1 break b } q[(nr + 40) >> 2] = 0 q[(nr + 32) >> 2] = 0 q[(nr + 36) >> 2] = 0 pr = q[(a + 8) >> 2] Ip = q[pr >> 2] mr = q[(pr + 4) >> 2] q[(nr + 24) >> 2] = 0 q[(nr + 16) >> 2] = 0 q[(nr + 20) >> 2] = 0 f: { g: { h: { Ip = (mr - Ip) | 0 if (Ip) { or = Ip >> 2 if (or >>> 0 >= 1073741824) { break h } mr = Mm(Ip) q[(nr + 16) >> 2] = mr q[(nr + 24) >> 2] = mr + (or << 2) ;(Ar = nr), (Br = (Dn(mr, 0, Ip) + Ip) | 0), (q[(Ar + 20) >> 2] = Br) } if (((q[(pr + 28) >> 2] - q[(pr + 24) >> 2]) | 0) < 1) { break g } ur = (a + 220) | 0 vr = (a + 8) | 0 while (1) { or = q[(q[(pr + 24) >> 2] + (sr << 2)) >> 2] i: { if ((or | 0) == -1) { break i } j: { if ((q[(q[(a + 120) >> 2] + ((sr >>> 3) & 536870908)) >> 2] >>> (sr & 31)) & 1) { break j } Ip = q[ur >> 2] wr = q[(a + 216) >> 2] if ((Ip | 0) == (wr | 0)) { break j } xr = (((Ip - wr) | 0) / 144) | 0 yr = (((or >>> 0) % 3 | 0 ? -1 : 2) + or) | 0 rr = 0 while (1) { zr = or << 2 tr = (wr + w(rr, 144)) | 0 Ip = q[(zr + q[q[(tr + 68) >> 2] >> 2]) >> 2] k: { if (!((q[(q[(tr + 16) >> 2] + ((Ip >>> 3) & 536870908)) >> 2] >>> (Ip & 31)) & 1)) { break k } Ip = or mr = -1 l: { if ((yr | 0) == -1) { break l } qr = q[(q[(pr + 12) >> 2] + (yr << 2)) >> 2] mr = -1 if ((qr | 0) == -1) { break l } mr = (qr + -1) | 0 if ((qr >>> 0) % 3) { break l } mr = (qr + 2) | 0 } if ((Ip | 0) == (mr | 0)) { break k } tr = q[(tr + 32) >> 2] zr = q[(tr + zr) >> 2] while (1) { Ip = 0 if ((mr | 0) == -1) { break f } if ((zr | 0) != q[(tr + (mr << 2)) >> 2]) { or = mr break j } qr = or mr = (((mr >>> 0) % 3 | 0 ? -1 : 2) + mr) | 0 Ip = -1 m: { if ((mr | 0) == -1) { break m } mr = q[(q[(pr + 12) >> 2] + (mr << 2)) >> 2] Ip = -1 if ((mr | 0) == -1) { break m } Ip = (mr + -1) | 0 if ((mr >>> 0) % 3) { break m } Ip = (mr + 2) | 0 } mr = Ip if ((qr | 0) != (mr | 0)) { continue } break } } rr = (rr + 1) | 0 if (rr >>> 0 < xr >>> 0) { continue } break } } Ip = q[(nr + 36) >> 2] q[(q[(nr + 16) >> 2] + (or << 2)) >> 2] = (Ip - q[(nr + 32) >> 2]) >> 2 q[nr >> 2] = or n: { if (t[(nr + 40) >> 2] > Ip >>> 0) { q[Ip >> 2] = or q[(nr + 36) >> 2] = Ip + 4 break n } ya((nr + 32) | 0, nr) pr = q[vr >> 2] } if ((or | 0) == -1) { break i } Ip = (((or >>> 0) % 3 | 0 ? -1 : 2) + or) | 0 if ((Ip | 0) == -1) { break i } Ip = q[(q[(pr + 12) >> 2] + (Ip << 2)) >> 2] if ((Ip | 0) == -1) { break i } mr = (Ip + ((Ip >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((mr | 0) == -1) { break i } qr = or if ((mr | 0) == (or | 0)) { break i } while (1) { Ip = mr o: { p: { mr = q[ur >> 2] rr = q[(a + 216) >> 2] if ((mr | 0) == (rr | 0)) { break p } wr = (((mr - rr) | 0) / 144) | 0 mr = 0 while (1) { yr = q[(((rr + w(mr, 144)) | 0) + 32) >> 2] tr = Ip << 2 if (q[(yr + tr) >> 2] == q[(yr + (qr << 2)) >> 2]) { mr = (mr + 1) | 0 if (mr >>> 0 < wr >>> 0) { continue } break p } break } mr = q[(nr + 36) >> 2] q[(tr + q[(nr + 16) >> 2]) >> 2] = (mr - q[(nr + 32) >> 2]) >> 2 q[nr >> 2] = Ip if (t[(nr + 40) >> 2] > mr >>> 0) { q[mr >> 2] = Ip q[(nr + 36) >> 2] = mr + 4 break o } ya((nr + 32) | 0, nr) pr = q[vr >> 2] break o } mr = q[(nr + 16) >> 2] q[(mr + (Ip << 2)) >> 2] = q[(mr + (qr << 2)) >> 2] } if ((Ip | 0) == -1) { break i } mr = (Ip + ((Ip >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((mr | 0) == -1) { break i } mr = q[(q[(pr + 12) >> 2] + (mr << 2)) >> 2] if ((mr | 0) == -1) { break i } mr = (mr + ((mr >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((mr | 0) == -1) { break i } qr = Ip if ((mr | 0) != (or | 0)) { continue } break } } sr = (sr + 1) | 0 if ((sr | 0) < (q[(pr + 28) >> 2] - q[(pr + 24) >> 2]) >> 2) { continue } break } break g } bn() F() } or = q[(a + 4) >> 2] a = q[(or + 44) >> 2] Ip = q[(a + 100) >> 2] a = q[(a + 96) >> 2] if ((Ip | 0) != (a | 0)) { qr = (((Ip - a) | 0) / 12) | 0 mr = 0 pr = q[(nr + 16) >> 2] while (1) { sr = (nr + 8) | 0 rr = w(mr, 12) Ip = (rr + pr) | 0 q[sr >> 2] = q[(Ip + 8) >> 2] ur = q[(Ip + 4) >> 2] vr = q[Ip >> 2] q[nr >> 2] = vr q[(nr + 4) >> 2] = ur Ip = (a + rr) | 0 q[Ip >> 2] = vr q[(Ip + 4) >> 2] = q[(nr + 4) >> 2] q[(Ip + 8) >> 2] = q[sr >> 2] mr = (mr + 1) | 0 if (mr >>> 0 < qr >>> 0) { continue } break } } q[(q[(or + 4) >> 2] + 80) >> 2] = (q[(nr + 36) >> 2] - q[(nr + 32) >> 2]) >> 2 Ip = 1 } mr = Ip a = q[(nr + 16) >> 2] if (a) { q[(nr + 20) >> 2] = a An(a) } a = q[(nr + 32) >> 2] if (!a) { break b } q[(nr + 36) >> 2] = a An(a) } T = (nr + 48) | 0 return mr } function yi(a, Ip) { var Cr = 0, Dr = 0, Er = 0, Fr = 0, Gr = 0, Hr = 0 a: { Fr = q[a >> 2] Gr = (q[(a + 4) >> 2] - Fr) | 0 Cr = ((Gr | 0) / 12) | 0 Dr = (Cr + 1) | 0 if (Dr >>> 0 < 357913942) { Hr = w(Cr, 12) Er = (((q[(a + 8) >> 2] - Fr) | 0) / 12) | 0 Cr = Er << 1 Er = Er >>> 0 < 178956970 ? (Cr >>> 0 < Dr >>> 0 ? Dr : Cr) : 357913941 Cr = 0 b: { if (!Er) { break b } if (Er >>> 0 >= 357913942) { break a } Cr = Mm(w(Er, 12)) } Dr = (Hr + Cr) | 0 Hr = q[(Ip + 4) >> 2] q[Dr >> 2] = q[Ip >> 2] q[(Dr + 4) >> 2] = Hr q[(Dr + 8) >> 2] = q[(Ip + 8) >> 2] Ip = (Dr + w(((Gr | 0) / -12) | 0, 12)) | 0 Cr = (Cr + w(Er, 12)) | 0 Dr = (Dr + 12) | 0 if ((Gr | 0) >= 1) { Cn(Ip, Fr, Gr) } q[a >> 2] = Ip q[(a + 8) >> 2] = Cr q[(a + 4) >> 2] = Dr if (Fr) { An(Fr) } return } bn() F() } ab(12024) F() } function zi(a, Ip) { var Ir = 0, Jr = 0, Kr = 0, Lr = 0, Mr = 0, Nr = 0 a: { Kr = q[a >> 2] Mr = (q[(a + 4) >> 2] - Kr) | 0 Ir = Mr >> 2 Jr = (Ir + 1) | 0 if (Jr >>> 0 < 1073741824) { Nr = Ir << 2 Ir = (q[(a + 8) >> 2] - Kr) | 0 Lr = Ir >> 1 Jr = (Ir >> 2) >>> 0 < 536870911 ? (Lr >>> 0 < Jr >>> 0 ? Jr : Lr) : 1073741823 Ir = 0 b: { if (!Jr) { break b } if (Jr >>> 0 >= 1073741824) { break a } Ir = Mm(Jr << 2) } Lr = (Nr + Ir) | 0 q[Lr >> 2] = q[Ip >> 2] Ip = (Ir + (Jr << 2)) | 0 Jr = (Lr + 4) | 0 if ((Mr | 0) >= 1) { Cn(Ir, Kr, Mr) } q[a >> 2] = Ir q[(a + 8) >> 2] = Ip q[(a + 4) >> 2] = Jr if (Kr) { An(Kr) } return } bn() F() } ab(12024) F() } function Ai(a) { var Ip = 0, Or = 0, Pr = 0, Qr = 0 Or = 1 Pr = q[(a + 140) >> 2] a: { if ((Pr | 0) < 1) { break a } Ip = Pr << 4 Or = Mm((Pr | 0) != (Pr & 268435455) ? -1 : Ip | 4) q[Or >> 2] = Pr Or = (Or + 4) | 0 Pr = (Or + Ip) | 0 Ip = Or while (1) { Ip = (ah(Ip) + 16) | 0 if ((Pr | 0) != (Ip | 0)) { continue } break } Qr = q[(a + 136) >> 2] q[(a + 136) >> 2] = Or if (Qr) { Pr = (Qr + -4) | 0 Or = q[Pr >> 2] if (Or) { Ip = (Qr + (Or << 4)) | 0 while (1) { Ip = (Ip + -16) | 0 if ((Qr | 0) != (Ip | 0)) { continue } break } } An(Pr) } Or = 1 if (q[(a + 140) >> 2] < 1) { break a } Or = 0 Ip = 0 while (1) { if (!bh((q[(a + 136) >> 2] + (Ip << 4)) | 0, a)) { break a } Ip = (Ip + 1) | 0 if ((Ip | 0) < q[(a + 140) >> 2]) { continue } break } Or = 1 } return Or } function Bi(a, Rr, Sr, Tr) { var Ur = 0, Vr = 0, Wr = 0, Xr = 0, Yr = 0, Zr = x(0), _r = 0, $r = x(0), as = 0 Ur = q[Sr >> 2] as = a a: { b: { Vr = q[(Rr + 4) >> 2] if (!Vr) { break b } _r = q[Rr >> 2] Xr = co(Vr) Sr = (Vr + -1) & Ur c: { if (Xr >>> 0 <= 1) { break c } Sr = Ur if (Ur >>> 0 < Vr >>> 0) { break c } Sr = (Ur >>> 0) % (Vr >>> 0) | 0 } Wr = Sr Sr = q[((Sr << 2) + _r) >> 2] if (!Sr) { break b } _r = (Vr + -1) | 0 Xr = Xr >>> 0 > 1 while (1) { Sr = q[Sr >> 2] if (!Sr) { break b } Yr = q[(Sr + 4) >> 2] if ((Yr | 0) != (Ur | 0)) { d: { if (!Xr) { Yr = Yr & _r break d } if (Yr >>> 0 < Vr >>> 0) { break d } Yr = (Yr >>> 0) % (Vr >>> 0) | 0 } if ((Wr | 0) != (Yr | 0)) { break b } } if (q[(Sr + 8) >> 2] != (Ur | 0)) { continue } break } Rr = 0 break a } Sr = Mm(16) Tr = q[q[Tr >> 2] >> 2] q[(Sr + 12) >> 2] = 0 q[(Sr + 8) >> 2] = Tr q[(Sr + 4) >> 2] = Ur q[Sr >> 2] = 0 $r = u[(Rr + 16) >> 2] Zr = x((q[(Rr + 12) >> 2] + 1) >>> 0) e: { if (!(!Vr | !!(x($r * x(Vr >>> 0)) < Zr))) { Ur = Wr break e } Wr = (((Vr + -1) & Vr) != 0) | (Vr >>> 0 < 3) | (Vr << 1) Tr = Rr Zr = x(D(x(Zr / $r))) f: { if ((Zr < x(4294967296)) & (Zr >= x(0))) { Xr = ~~Zr >>> 0 break f } Xr = 0 } xj(Tr, Wr >>> 0 < Xr >>> 0 ? Xr : Wr) Vr = q[(Rr + 4) >> 2] if (!(Vr & (Vr + -1))) { Ur = (Vr + -1) & Ur break e } if (Ur >>> 0 < Vr >>> 0) { break e } Ur = (Ur >>> 0) % (Vr >>> 0) | 0 } Tr = (q[Rr >> 2] + (Ur << 2)) | 0 Ur = q[Tr >> 2] g: { h: { if (!Ur) { Wr = (Rr + 8) | 0 q[Sr >> 2] = q[Wr >> 2] q[Wr >> 2] = Sr q[Tr >> 2] = Wr Tr = q[Sr >> 2] if (!Tr) { break g } Ur = q[(Tr + 4) >> 2] Tr = (Vr + -1) | 0 i: { if (!(Tr & Vr)) { Ur = Tr & Ur break i } if (Ur >>> 0 < Vr >>> 0) { break i } Ur = (Ur >>> 0) % (Vr >>> 0) | 0 } Ur = (q[Rr >> 2] + (Ur << 2)) | 0 break h } q[Sr >> 2] = q[Ur >> 2] } q[Ur >> 2] = Sr } Rr = (Rr + 12) | 0 q[Rr >> 2] = q[Rr >> 2] + 1 Rr = 1 } o[(as + 4) | 0] = Rr q[a >> 2] = Sr } function Ci(a, Rr, Sr) { var Tr = 0, bs = 0, cs = 0, ds = 0, es = 0 a: { b: { ds = q[(a + 8) >> 2] bs = (a + 4) | 0 Tr = q[bs >> 2] c: { if ((((ds - Tr) | 0) / 12) >>> 0 >= Rr >>> 0) { while (1) { a = q[(Sr + 4) >> 2] q[Tr >> 2] = q[Sr >> 2] q[(Tr + 4) >> 2] = a q[(Tr + 8) >> 2] = q[(Sr + 8) >> 2] Tr = (q[bs >> 2] + 12) | 0 q[bs >> 2] = Tr Rr = (Rr + -1) | 0 if (Rr) { continue } break c } } cs = q[a >> 2] es = (((Tr - cs) | 0) / 12) | 0 bs = (es + Rr) | 0 if (bs >>> 0 >= 357913942) { break b } ds = (((ds - cs) | 0) / 12) | 0 cs = ds << 1 bs = ds >>> 0 < 178956970 ? (cs >>> 0 < bs >>> 0 ? bs : cs) : 357913941 Tr = 0 d: { if (!bs) { break d } if (bs >>> 0 >= 357913942) { break a } Tr = Mm(w(bs, 12)) } ds = (Tr + w(bs, 12)) | 0 bs = (Tr + w(es, 12)) | 0 Tr = bs while (1) { cs = q[(Sr + 4) >> 2] q[Tr >> 2] = q[Sr >> 2] q[(Tr + 4) >> 2] = cs q[(Tr + 8) >> 2] = q[(Sr + 8) >> 2] Tr = (Tr + 12) | 0 Rr = (Rr + -1) | 0 if (Rr) { continue } break } cs = (a + 4) | 0 Rr = q[a >> 2] Sr = (q[cs >> 2] - Rr) | 0 bs = (bs + w(((Sr | 0) / -12) | 0, 12)) | 0 if ((Sr | 0) >= 1) { Cn(bs, Rr, Sr) } q[a >> 2] = bs q[(a + 8) >> 2] = ds q[cs >> 2] = Tr if (!Rr) { break c } An(Rr) } return } bn() F() } ab(12024) F() } function Di(a) { a = a | 0 return q[(a + 8) >> 2] } function Ei(a) { q[a >> 2] = 11324 Dn((a + 4) | 0, 0, 80) q[(a + 96) >> 2] = 0 q[(a + 100) >> 2] = 0 q[(a + 92) >> 2] = -1 q[(a + 84) >> 2] = -1 q[(a + 88) >> 2] = -1 q[(a + 104) >> 2] = 0 q[(a + 108) >> 2] = 0 q[(a + 112) >> 2] = 0 q[(a + 116) >> 2] = 0 q[(a + 120) >> 2] = 0 q[(a + 124) >> 2] = 0 q[(a + 128) >> 2] = 0 q[(a + 132) >> 2] = 0 q[(a + 136) >> 2] = 0 q[(a + 140) >> 2] = 0 q[(a + 144) >> 2] = 0 q[(a + 148) >> 2] = 0 q[(a + 156) >> 2] = 0 q[(a + 160) >> 2] = 0 q[(a + 152) >> 2] = 1065353216 q[(a + 164) >> 2] = 0 q[(a + 168) >> 2] = 0 q[(a + 172) >> 2] = 0 q[(a + 176) >> 2] = 0 q[(a + 180) >> 2] = 0 q[(a + 184) >> 2] = 0 q[(a + 188) >> 2] = 0 q[(a + 192) >> 2] = 0 q[(a + 196) >> 2] = 0 q[(a + 200) >> 2] = 0 q[(a + 204) >> 2] = 0 q[(a + 208) >> 2] = 0 q[(a + 212) >> 2] = -1 q[(a + 216) >> 2] = 0 q[(a + 220) >> 2] = 0 q[(a + 224) >> 2] = 0 ci((a + 232) | 0) q[(a + 396) >> 2] = 0 q[(a + 388) >> 2] = 0 q[(a + 392) >> 2] = 0 q[(a + 380) >> 2] = 0 q[(a + 384) >> 2] = 0 ah((a + 400) | 0) q[(a + 416) >> 2] = -1 q[(a + 420) >> 2] = -1 } function Fi(a) { a = a | 0 var Rr = 0, Sr = 0, fs = 0, gs = 0, hs = 0, is = 0, js = 0, ks = 0, ls = 0, ms = 0, ns = 0, os = 0, ps = 0, qs = 0, rs = 0, ss = 0, ts = 0 ks = (T + -64) | 0 T = ks q[(a + 132) >> 2] = 0 if (q[(a + 148) >> 2]) { fs = (a + 144) | 0 Sr = q[fs >> 2] if (Sr) { while (1) { Rr = q[Sr >> 2] An(Sr) Sr = Rr if (Rr) { continue } break } } q[fs >> 2] = 0 Rr = q[(a + 140) >> 2] if (Rr) { fs = (a + 136) | 0 Sr = 0 while (1) { q[(q[fs >> 2] + (Sr << 2)) >> 2] = 0 Sr = (Sr + 1) | 0 if ((Rr | 0) != (Sr | 0)) { continue } break } } q[(a + 148) >> 2] = 0 } a: { b: { c: { d: { e: { f: { Sr = q[(a + 4) >> 2] fs = r[(Sr + 36) | 0] Rr = (fs << 8) | r[(Sr + 37) | 0] g: { if (Rr >>> 0 > 513) { break g } is = q[(Sr + 32) >> 2] if (Rr >>> 0 <= 511) { gs = q[(is + 12) >> 2] Rr = q[(is + 20) >> 2] js = q[(is + 16) >> 2] hs = (js + 4) | 0 if (hs >>> 0 < 4) { Rr = (Rr + 1) | 0 } ls = hs hs = Rr if ((gs | 0) < (Rr | 0) ? 1 : (gs | 0) <= (Rr | 0) ? (t[(is + 8) >> 2] >= ls >>> 0 ? 0 : 1) : 0) { break f } Rr = (js + q[is >> 2]) | 0 Rr = r[Rr | 0] | (r[(Rr + 1) | 0] << 8) | ((r[(Rr + 2) | 0] << 16) | (r[(Rr + 3) | 0] << 24)) q[ks >> 2] = Rr q[(is + 16) >> 2] = ls q[(is + 20) >> 2] = hs q[(a + 132) >> 2] = Rr break g } if (!oi(1, ks, is)) { break f } Sr = q[(a + 4) >> 2] fs = r[(Sr + 36) | 0] q[(a + 132) >> 2] = q[ks >> 2] } Sr = q[(Sr + 32) >> 2] h: { i: { j: { if ((fs & 255) >>> 0 <= 1) { fs = 0 is = q[(Sr + 12) >> 2] Rr = q[(Sr + 20) >> 2] gs = q[(Sr + 16) >> 2] hs = (gs + 4) | 0 if (hs >>> 0 < 4) { Rr = (Rr + 1) | 0 } js = hs hs = Rr if ((is | 0) < (Rr | 0) ? 1 : (is | 0) <= (Rr | 0) ? (t[(Sr + 8) >> 2] >= js >>> 0 ? 0 : 1) : 0) { break a } Rr = (gs + q[Sr >> 2]) | 0 Rr = r[Rr | 0] | (r[(Rr + 1) | 0] << 8) | ((r[(Rr + 2) | 0] << 16) | (r[(Rr + 3) | 0] << 24)) q[(ks + 60) >> 2] = Rr q[(Sr + 16) >> 2] = js q[(Sr + 20) >> 2] = hs q[(a + 156) >> 2] = Rr ns = (a + 156) | 0 break j } fs = 0 if (!oi(1, (ks + 60) | 0, Sr)) { break a } Rr = q[(a + 4) >> 2] Sr = q[(Rr + 32) >> 2] Rr = r[(Rr + 36) | 0] q[(a + 156) >> 2] = q[(ks + 60) >> 2] ns = (a + 156) | 0 if (Rr >>> 0 > 1) { break i } } is = q[(Sr + 12) >> 2] Rr = q[(Sr + 20) >> 2] gs = q[(Sr + 16) >> 2] hs = (gs + 4) | 0 if (hs >>> 0 < 4) { Rr = (Rr + 1) | 0 } ls = hs hs = Rr if ((is | 0) < (Rr | 0) ? 1 : (is | 0) <= (Rr | 0) ? (t[(Sr + 8) >> 2] >= ls >>> 0 ? 0 : 1) : 0) { break a } Rr = (gs + q[Sr >> 2]) | 0 js = r[Rr | 0] | (r[(Rr + 1) | 0] << 8) | ((r[(Rr + 2) | 0] << 16) | (r[(Rr + 3) | 0] << 24)) q[(ks + 56) >> 2] = js q[(Sr + 16) >> 2] = ls q[(Sr + 20) >> 2] = hs break h } if (!oi(1, (ks + 56) | 0, Sr)) { break a } js = q[(ks + 56) >> 2] } if ((js >>> 0 > 1431655765) | (t[ns >> 2] > w(js, 3) >>> 0)) { break a } os = q[(a + 4) >> 2] hs = q[(os + 32) >> 2] ps = q[(hs + 8) >> 2] ms = q[(hs + 16) >> 2] is = q[(hs + 12) >> 2] Rr = is Sr = q[(hs + 20) >> 2] if ((Rr | 0) < (Sr | 0) ? 1 : (Rr | 0) <= (Sr | 0) ? (ps >>> 0 > ms >>> 0 ? 0 : 1) : 0) { break a } rs = q[hs >> 2] ls = r[(rs + ms) | 0] Rr = Sr qs = (ms + 1) | 0 if (qs >>> 0 < 1) { Rr = (Rr + 1) | 0 } q[(hs + 16) >> 2] = qs q[(hs + 20) >> 2] = Rr k: { if (r[(os + 36) | 0] <= 1) { Rr = Sr Sr = (ms + 5) | 0 if (Sr >>> 0 < 5) { Rr = (Rr + 1) | 0 } gs = Sr Sr = Rr if ((is | 0) < (Rr | 0) ? 1 : (is | 0) <= (Rr | 0) ? (ps >>> 0 >= gs >>> 0 ? 0 : 1) : 0) { break a } Rr = (qs + rs) | 0 is = r[Rr | 0] | (r[(Rr + 1) | 0] << 8) | ((r[(Rr + 2) | 0] << 16) | (r[(Rr + 3) | 0] << 24)) q[(ks + 52) >> 2] = is q[(hs + 16) >> 2] = gs q[(hs + 20) >> 2] = Sr break k } if (!oi(1, (ks + 52) | 0, hs)) { break a } is = q[(ks + 52) >> 2] } if ((js >>> 0 < is >>> 0) | (js >>> 0 > ((((is >>> 0) / 3) | 0) + is) >>> 0)) { break a } Rr = q[(a + 4) >> 2] hs = q[(Rr + 32) >> 2] l: { if (r[(Rr + 36) | 0] <= 1) { gs = q[(hs + 12) >> 2] Rr = q[(hs + 20) >> 2] ms = q[(hs + 16) >> 2] Sr = (ms + 4) | 0 if (Sr >>> 0 < 4) { Rr = (Rr + 1) | 0 } os = Sr Sr = Rr if ((gs | 0) < (Rr | 0) ? 1 : (gs | 0) <= (Rr | 0) ? (t[(hs + 8) >> 2] >= os >>> 0 ? 0 : 1) : 0) { break a } Rr = (ms + q[hs >> 2]) | 0 ms = r[Rr | 0] | (r[(Rr + 1) | 0] << 8) | ((r[(Rr + 2) | 0] << 16) | (r[(Rr + 3) | 0] << 24)) q[(ks + 48) >> 2] = ms q[(hs + 16) >> 2] = os q[(hs + 20) >> 2] = Sr break l } if (!oi(1, (ks + 48) | 0, hs)) { break a } ms = q[(ks + 48) >> 2] } if (ms >>> 0 > is >>> 0) { break a } q[(a + 28) >> 2] = q[(a + 24) >> 2] Sr = Mm(88) jk(Sr) Rr = q[(a + 8) >> 2] q[(a + 8) >> 2] = Sr hs = (a + 8) | 0 if (Rr) { wa(hs, Rr) if (!q[hs >> 2]) { break a } } Rr = q[(a + 160) >> 2] q[(a + 164) >> 2] = Rr m: { if (((q[(a + 168) >> 2] - Rr) >> 2) >>> 0 >= js >>> 0) { break m } if (js >>> 0 >= 1073741824) { break e } fs = js << 2 Sr = Mm(fs) q[(a + 164) >> 2] = Sr q[(a + 160) >> 2] = Sr q[(a + 168) >> 2] = Sr + fs if (!Rr) { break m } An(Rr) } Rr = q[(a + 172) >> 2] q[(a + 176) >> 2] = Rr n: { if (((q[(a + 180) >> 2] - Rr) >> 2) >>> 0 >= js >>> 0) { break n } if (js >>> 0 >= 1073741824) { break d } fs = js << 2 Sr = Mm(fs) q[(a + 176) >> 2] = Sr q[(a + 172) >> 2] = Sr q[(a + 180) >> 2] = Sr + fs if (!Rr) { break n } An(Rr) } q[(a + 92) >> 2] = -1 q[(a + 84) >> 2] = -1 q[(a + 88) >> 2] = -1 q[(a + 40) >> 2] = q[(a + 36) >> 2] q[(a - -64) >> 2] = 0 q[(a + 52) >> 2] = q[(a + 48) >> 2] q[(a + 76) >> 2] = q[(a + 72) >> 2] os = (a + 216) | 0 Sr = q[(a + 220) >> 2] fs = q[(a + 216) >> 2] if ((Sr | 0) == (fs | 0)) { break c } while (1) { Rr = q[(Sr + -12) >> 2] if (Rr) { q[(Sr + -8) >> 2] = Rr An(Rr) } Rr = q[(Sr + -28) >> 2] if (Rr) { q[(Sr + -24) >> 2] = Rr An(Rr) } Rr = (Sr + -144) | 0 gs = q[(Sr + -40) >> 2] if (gs) { q[(Sr + -36) >> 2] = gs An(gs) } pi((Sr + -140) | 0) Sr = Rr if ((fs | 0) != (Rr | 0)) { continue } break } Rr = q[os >> 2] break b } fs = 0 break a } ab(12024) F() } ab(12024) F() } Rr = fs } q[(a + 220) >> 2] = fs Sr = (((fs - Rr) | 0) / 144) | 0 o: { if (Sr >>> 0 < ls >>> 0) { qi(os, (ls - Sr) | 0) break o } if (Sr >>> 0 <= ls >>> 0) { break o } Sr = (Rr + w(ls, 144)) | 0 if ((Sr | 0) != (fs | 0)) { while (1) { Rr = q[(fs + -12) >> 2] if (Rr) { q[(fs + -8) >> 2] = Rr An(Rr) } Rr = q[(fs + -28) >> 2] if (Rr) { q[(fs + -24) >> 2] = Rr An(Rr) } Rr = (fs + -144) | 0 gs = q[(fs + -40) >> 2] if (gs) { q[(fs + -36) >> 2] = gs An(gs) } pi((fs + -140) | 0) fs = Rr if ((Rr | 0) != (Sr | 0)) { continue } break } } q[(a + 220) >> 2] = Sr } fs = 0 if (!tk(q[hs >> 2], js, (q[ns >> 2] + ms) | 0)) { break a } Rr = q[(a + 156) >> 2] o[ks | 0] = 1 bb((a + 120) | 0, (Rr + ms) | 0, ks) Sr = q[(a + 4) >> 2] Rr = s[(Sr + 36) >> 1] Rr = ((Rr << 24) | ((Rr << 8) & 16711680)) >>> 16 p: { if (Rr >>> 0 <= 513) { gs = q[(Sr + 32) >> 2] q: { if (Rr >>> 0 <= 511) { js = q[(gs + 12) >> 2] Rr = q[(gs + 20) >> 2] ns = q[(gs + 16) >> 2] Sr = (ns + 4) | 0 if (Sr >>> 0 < 4) { Rr = (Rr + 1) | 0 } ps = Sr Sr = Rr if ((js | 0) < (Rr | 0) ? 1 : (js | 0) <= (Rr | 0) ? (t[(gs + 8) >> 2] >= ps >>> 0 ? 0 : 1) : 0) { break a } Rr = (ns + q[gs >> 2]) | 0 js = r[Rr | 0] | (r[(Rr + 1) | 0] << 8) | ((r[(Rr + 2) | 0] << 16) | (r[(Rr + 3) | 0] << 24)) q[(ks + 44) >> 2] = js q[(gs + 16) >> 2] = ps q[(gs + 20) >> 2] = Sr break q } if (!oi(1, (ks + 44) | 0, gs)) { break a } js = q[(ks + 44) >> 2] } if (!js) { break a } Rr = q[(q[(a + 4) >> 2] + 32) >> 2] Sr = q[(Rr + 8) >> 2] gs = q[(Rr + 16) >> 2] Rr = (q[(Rr + 12) >> 2] - ((q[(Rr + 20) >> 2] + (Sr >>> 0 < gs >>> 0)) | 0)) | 0 if ((Rr | 0) < 0 ? 1 : (Rr | 0) <= 0 ? ((Sr - gs) >>> 0 >= js >>> 0 ? 0 : 1) : 0) { break a } gs = Yj(ks) Sr = q[(q[(a + 4) >> 2] + 32) >> 2] Rr = q[(Sr + 16) >> 2] ns = q[(Sr + 8) >> 2] Zj(gs, (((Rr + q[Sr >> 2]) | 0) + js) | 0, (((ns - Rr) | 0) - js) | 0, s[(Sr + 38) >> 1]) Sr = ri(a, gs) if ((Sr | 0) == -1) { break a } Rr = Sr gs = Rr >> 31 break p } Rr = -1 gs = -1 if ((ri(a, q[(Sr + 32) >> 2]) | 0) == -1) { break a } } q[(a + 376) >> 2] = a ns = (a + 232) | 0 Sr = q[((n[q[(q[a >> 2] + 32) >> 2]](a) | 0) + 32) >> 2] ps = (q[Sr >> 2] + q[(Sr + 16) >> 2]) | 0 js = q[((n[q[(q[a >> 2] + 32) >> 2]](a) | 0) + 32) >> 2] Sr = q[(js + 8) >> 2] fs = q[(js + 16) >> 2] Zj(ns, ps, (Sr - fs) | 0, s[(q[((n[q[(q[a >> 2] + 32) >> 2]](a) | 0) + 32) >> 2] + 38) >> 1]) ;(ss = a), (ts = n[q[(q[a >> 2] + 36) >> 2]](a) | 0), (q[(ss + 380) >> 2] = ts) q[(a + 372) >> 2] = ls q[(a + 384) >> 2] = q[(a + 156) >> 2] + ms fs = 0 Sr = Yj(ks) r: { if (!Gi(ns, Sr)) { break r } js = Hi(a, is) if ((js | 0) == -1) { break r } is = q[(q[(a + 4) >> 2] + 32) >> 2] fs = q[(Sr + 16) >> 2] ls = (fs + q[Sr >> 2]) | 0 Sr = q[(Sr + 8) >> 2] Zj(is, ls, (Sr - fs) | 0, s[(is + 38) >> 1]) Sr = q[(a + 4) >> 2] fs = s[(Sr + 36) >> 1] is = ((fs << 24) | ((fs << 8) & 16711680)) >>> 16 if (is >>> 0 <= 513) { fs = q[(Sr + 32) >> 2] ls = fs ps = fs Sr = (gs + q[(fs + 20) >> 2]) | 0 fs = (Rr + q[(fs + 16) >> 2]) | 0 if (fs >>> 0 < Rr >>> 0) { Sr = (Sr + 1) | 0 } q[(ps + 16) >> 2] = fs q[(ls + 20) >> 2] = Sr } s: { if (q[(a + 220) >> 2] == q[(a + 216) >> 2]) { break s } Sr = q[hs >> 2] Rr = q[(Sr + 4) >> 2] Sr = q[Sr >> 2] t: { if (is >>> 0 >= 513) { if ((Rr | 0) == (Sr | 0)) { break s } Sr = 0 break t } if ((Rr | 0) == (Sr | 0)) { break s } Sr = 0 while (1) { if (ui(a, Sr)) { Sr = (Sr + 3) | 0 Rr = q[hs >> 2] if (Sr >>> 0 < ((q[(Rr + 4) >> 2] - q[Rr >> 2]) >> 2) >>> 0) { continue } break s } break } fs = 0 break r } while (1) { if (vi(a, Sr)) { Sr = (Sr + 3) | 0 Rr = q[hs >> 2] if (Sr >>> 0 < ((q[(Rr + 4) >> 2] - q[Rr >> 2]) >> 2) >>> 0) { continue } break s } break } fs = 0 break r } if (r[(a + 308) | 0]) { ak((a + 272) | 0) } if (s[(a + 270) >> 1] <= 513) { ak((a + 328) | 0) } Sr = q[(a + 216) >> 2] gs = (a + 220) | 0 if ((Sr | 0) != q[gs >> 2]) { is = 0 while (1) { Rr = w(is, 144) Ek((((Rr + Sr) | 0) + 4) | 0, q[hs >> 2]) fs = q[os >> 2] ls = (Rr + fs) | 0 Sr = q[(ls + 132) >> 2] ls = q[(ls + 136) >> 2] if ((Sr | 0) != (ls | 0)) { while (1) { Gk((((Rr + fs) | 0) + 4) | 0, q[Sr >> 2]) fs = q[os >> 2] Sr = (Sr + 4) | 0 if ((ls | 0) != (Sr | 0)) { continue } break } } Fk((((Rr + fs) | 0) + 4) | 0) is = (is + 1) | 0 Sr = q[(a + 216) >> 2] if (is >>> 0 < (((q[gs >> 2] - Sr) | 0) / 144) >>> 0) { continue } break } } Rr = q[(a + 8) >> 2] wi((a + 184) | 0, (q[(Rr + 28) >> 2] - q[(Rr + 24) >> 2]) >> 2) fs = q[(a + 216) >> 2] if ((fs | 0) != q[gs >> 2]) { Sr = 0 is = (a + 220) | 0 while (1) { Rr = (w(Sr, 144) + fs) | 0 fs = (q[(Rr + 60) >> 2] - q[(Rr + 56) >> 2]) >> 2 ls = (Rr + 104) | 0 Rr = q[hs >> 2] Rr = (q[(Rr + 28) >> 2] - q[(Rr + 24) >> 2]) >> 2 wi(ls, (fs | 0) < (Rr | 0) ? Rr : fs) Sr = (Sr + 1) | 0 fs = q[(a + 216) >> 2] if (Sr >>> 0 < (((q[is >> 2] - fs) | 0) / 144) >>> 0) { continue } break } } fs = xi(a, js) } } T = (ks - -64) | 0 return fs | 0 } function Gi(a, us) { var vs = 0, ws = 0, xs = 0, ys = 0, zs = 0, As = 0, Bs = 0 ys = (T - 16) | 0 T = ys a: { if (!si(a, us)) { break a } zs = q[(us + 12) >> 2] vs = q[(us + 20) >> 2] As = q[(us + 16) >> 2] xs = (As + 4) | 0 if (xs >>> 0 < 4) { vs = (vs + 1) | 0 } ws = xs xs = vs if ((zs | 0) < (vs | 0) ? 1 : (zs | 0) <= (vs | 0) ? (t[(us + 8) >> 2] >= ws >>> 0 ? 0 : 1) : 0) { break a } vs = (As + q[us >> 2]) | 0 vs = r[vs | 0] | (r[(vs + 1) | 0] << 8) | ((r[(vs + 2) | 0] << 16) | (r[(vs + 3) | 0] << 24)) q[(us + 16) >> 2] = ws q[(us + 20) >> 2] = xs if ((vs | 0) < 0) { break a } ws = q[(a + 152) >> 2] if ((vs | 0) >= (ws | 0)) { break a } q[(ys + 12) >> 2] = 0 xs = q[(a + 156) >> 2] vs = (q[(a + 160) >> 2] - xs) >> 2 b: { if (ws >>> 0 > vs >>> 0) { Ad((a + 156) | 0, (ws - vs) | 0, (ys + 12) | 0) break b } if (ws >>> 0 >= vs >>> 0) { break b } q[(a + 160) >> 2] = xs + (ws << 2) } Bs = bh((a + 168) | 0, us) } T = (ys + 16) | 0 return Bs } function Hi(a, us) { var Cs = 0, Ds = 0, Es = 0, Fs = 0, Gs = 0, Hs = 0, Is = 0, Js = 0, Ks = 0, Ls = 0, Ms = 0, Ns = 0, Os = 0, Ps = 0, Qs = 0, Rs = 0, Ss = 0, Ts = 0, Us = 0, Vs = 0, Ws = 0, Xs = 0, Ys = 0, Zs = 0, _s = 0, $s = 0, at = 0 Gs = (T - 96) | 0 T = Gs q[(Gs + 72) >> 2] = 0 q[(Gs + 64) >> 2] = 0 q[(Gs + 68) >> 2] = 0 q[(Gs + 48) >> 2] = 0 q[(Gs + 52) >> 2] = 0 q[(Gs + 40) >> 2] = 0 q[(Gs + 44) >> 2] = 0 q[(Gs + 56) >> 2] = 1065353216 q[(Gs + 32) >> 2] = 0 q[(Gs + 24) >> 2] = 0 q[(Gs + 28) >> 2] = 0 Ss = q[(a + 124) >> 2] a: { b: { c: { if ((us | 0) >= 1) { Ts = (a + 400) | 0 Us = (a + 232) | 0 Zs = (a + 296) | 0 Vs = (a + 8) | 0 _s = (a + 388) | 0 Ys = q[(a + 216) >> 2] != q[(a + 220) >> 2] Ws = (a + 40) | 0 while (1) { d: { e: { f: { g: { h: { if (q[(a + 420) >> 2] != -1) { if (dh(Ts)) { break h } } Cs = a Js = Cs if (r[(Cs + 308) | 0]) { Ks = q[Zs >> 2] Is = q[(a + 304) >> 2] Ds = (Ks + (Is >>> 3)) | 0 Hs = q[(a + 300) >> 2] if (Ds >>> 0 >= Hs >>> 0) { break g } Es = r[Ds | 0] Ds = (Is + 1) | 0 q[(a + 304) >> 2] = Ds if (!((Es >>> (Is & 7)) & 1)) { break g } Ms = Ds >>> 3 Es = (Ks + Ms) | 0 i: { if (Es >>> 0 >= Hs >>> 0) { Es = Ds Cs = 0 break i } Fs = r[Es | 0] Es = (Is + 2) | 0 q[(a + 304) >> 2] = Es Ms = Es >>> 3 Cs = (Fs >>> (Ds & 7)) & 1 } Fs = (Ks + Ms) | 0 if (Fs >>> 0 < Hs >>> 0) { Fs = r[Fs | 0] q[(a + 304) >> 2] = Es + 1 Ds = ((Fs >>> (Es & 7)) << 1) & 2 } else { Ds = 0 } Ds = ((Cs | Ds) << 1) | 1 } else { Ds = 1 } q[(Js + 416) >> 2] = Ds break e } Ds = q[(a + 420) >> 2] q[(a + 416) >> 2] = Ds if (Ds) { break e } break f } q[(a + 416) >> 2] = 0 } Ds = q[(Gs + 68) >> 2] if ((Ds | 0) == q[(Gs + 64) >> 2]) { Es = -1 break c } Ns = -1 Os = q[Vs >> 2] Ks = q[(Os + 24) >> 2] Fs = Ks Hs = (Ds + -4) | 0 Rs = q[Hs >> 2] Cs = -1 j: { if ((Rs | 0) == -1) { break j } Es = (Rs + 1) | 0 Es = (Es >>> 0) % 3 | 0 ? Es : (Rs + -2) | 0 Cs = -1 if ((Es | 0) == -1) { break j } Cs = q[(q[Os >> 2] + (Es << 2)) >> 2] } Fs = q[(Fs + (Cs << 2)) >> 2] if ((Fs | 0) != -1) { Es = (Fs + 1) | 0 Ns = (Es >>> 0) % 3 | 0 ? Es : (Fs + -2) | 0 } Fs = q[(Os + 12) >> 2] Ps = w(Ls, 3) Es = (Ps + 1) | 0 q[(Fs + (Rs << 2)) >> 2] = Es Es = Es << 2 q[(Es + Fs) >> 2] = Rs Qs = (Ps + 2) | 0 q[(Fs + (Ns << 2)) >> 2] = Qs Is = Qs << 2 q[(Is + Fs) >> 2] = Ns Ms = q[Os >> 2] q[(Ms + (Ps << 2)) >> 2] = Cs Js = (Es + Ms) | 0 Fs = -1 k: { if ((Ns | 0) == -1) { break k } Es = (Ns + 1) | 0 Es = (Es >>> 0) % 3 | 0 ? Es : (Ns + -2) | 0 Fs = -1 if ((Es | 0) == -1) { break k } Fs = q[(Ms + (Es << 2)) >> 2] } q[Js >> 2] = Fs l: { m: { if ((Rs | 0) != -1) { Es = (Rs + ((Rs >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((Es | 0) != -1) { break m } } q[(Is + Ms) >> 2] = -1 break l } Es = q[(Ms + (Es << 2)) >> 2] q[(Is + Ms) >> 2] = Es if ((Es | 0) == -1) { break l } q[(Ks + (Es << 2)) >> 2] = Qs } Fs = (q[(a + 120) >> 2] + ((Cs >>> 3) & 536870908)) | 0 Es = q[Fs >> 2] ;($s = Fs), (at = eo(Cs) & Es), (q[$s >> 2] = at) q[Hs >> 2] = Ps Cs = 0 break d } Es = -1 Cs = (Ds + -1) | 0 if (Cs >>> 0 > 6) { break c } n: { o: { p: { q: { switch ((Cs - 1) | 0) { case 1: case 3: Fs = q[(Gs + 68) >> 2] if ((Fs | 0) == q[(Gs + 64) >> 2]) { break c } Es = q[Vs >> 2] Cs = q[(Es + 12) >> 2] Qs = w(Ls, 3) Ks = (Ds | 0) == 5 Hs = (Qs + (Ks ? 2 : 1)) | 0 Ds = Hs << 2 Ms = q[(Fs + -4) >> 2] q[(Cs + Ds) >> 2] = Ms q[(Cs + (Ms << 2)) >> 2] = Hs Fs = (Es + 24) | 0 Js = q[(Es + 32) >> 2] Es = (Es + 28) | 0 Cs = q[Es >> 2] r: { if ((Js | 0) != (Cs | 0)) { q[Cs >> 2] = -1 Os = (Cs + 4) | 0 q[Es >> 2] = Os break r } zi(Fs, 11312) Os = q[Es >> 2] } Es = -1 Cs = q[Vs >> 2] Is = q[(Cs + 24) >> 2] if ((q[(Cs + 28) >> 2] - Is) >> 2 > (Ss | 0)) { break c } Es = (Qs + 2) | 0 Ps = q[Cs >> 2] Js = (Ps + Ds) | 0 Cs = (Os - q[Fs >> 2]) | 0 Ds = ((Cs >> 2) + -1) | 0 q[Js >> 2] = Ds if (Cs) { q[(Is + (Ds << 2)) >> 2] = Hs } Es = Ks ? Qs : Es Fs = (Ps + ((Ks + Qs) << 2)) | 0 s: { t: { u: { if ((Ms | 0) != -1) { Ds = (Ms + ((Ms >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((Ds | 0) == -1) { break u } Ds = q[(Ps + (Ds << 2)) >> 2] q[(Ps + (Es << 2)) >> 2] = Ds if ((Ds | 0) == -1) { break t } q[(Is + (Ds << 2)) >> 2] = Es break t } q[(Ps + (Es << 2)) >> 2] = -1 Cs = -1 break s } q[(Ps + (Es << 2)) >> 2] = -1 } Ds = (Ms + 1) | 0 Ds = (Ds >>> 0) % 3 | 0 ? Ds : (Ms + -2) | 0 Cs = -1 if ((Ds | 0) == -1) { break s } Cs = q[(Ps + (Ds << 2)) >> 2] } q[Fs >> 2] = Cs Ds = q[(Gs + 68) >> 2] q[(Ds + -4) >> 2] = Qs break p default: Ds = q[(Gs + 68) >> 2] Os = q[(Gs + 64) >> 2] if ((Ds | 0) == (Os | 0)) { break c } Cs = (Ds + -4) | 0 Xs = q[Cs >> 2] q[(Gs + 68) >> 2] = Cs Is = q[(Gs + 44) >> 2] v: { if (!Is) { Ds = Cs break v } Js = q[(Gs + 40) >> 2] Ks = co(Is) >>> 0 > 1 Hs = (Is + 2147483647) & Ls w: { if (!Ks) { break w } Fs = Ls Hs = Fs if (Fs >>> 0 < Is >>> 0) { break w } Hs = (Ls >>> 0) % (Is >>> 0) | 0 } Fs = Hs Hs = q[(Js + (Fs << 2)) >> 2] if (!Hs) { Ds = Cs break v } Js = q[Hs >> 2] if (!Js) { Ds = Cs break v } Hs = (Is + -1) | 0 x: { while (1) { Ns = q[(Js + 4) >> 2] y: { if ((Ls | 0) != (Ns | 0)) { z: { if (!Ks) { Ns = Hs & Ns break z } if (Ns >>> 0 < Is >>> 0) { break z } Ns = (Ns >>> 0) % (Is >>> 0) | 0 } if ((Fs | 0) == (Ns | 0)) { break y } Ds = Cs break v } if (q[(Js + 8) >> 2] == (Ls | 0)) { break x } } Js = q[Js >> 2] if (Js) { continue } break } Ds = Cs break v } Fs = (Js + 12) | 0 if ((Cs | 0) != q[(Gs + 72) >> 2]) { q[Cs >> 2] = q[Fs >> 2] q[(Gs + 68) >> 2] = Ds break v } zi((Gs - -64) | 0, Fs) Ds = q[(Gs + 68) >> 2] Os = q[(Gs + 64) >> 2] } if ((Ds | 0) == (Os | 0)) { break c } Ms = q[(Ds + -4) >> 2] Fs = (Ms | 0) == -1 Rs = q[Vs >> 2] if (q[(q[(Rs + 12) >> 2] + (Ms << 2)) >> 2] != -1 ? !Fs : 0) { break c } Ks = (Xs | 0) == -1 Is = (Rs + 12) | 0 Hs = q[Is >> 2] if (q[(Hs + (Xs << 2)) >> 2] != -1 ? !Ks : 0) { break c } Ps = w(Ls, 3) Qs = (Ps + 2) | 0 q[(Hs + (Ms << 2)) >> 2] = Qs Os = Qs << 2 q[(Os + Hs) >> 2] = Ms Cs = (Ps + 1) | 0 q[(Hs + (Xs << 2)) >> 2] = Cs Js = Hs Hs = Cs << 2 q[(Js + Hs) >> 2] = Xs if (Fs) { break o } Ns = -1 Fs = q[Rs >> 2] Js = (Fs + (Ps << 2)) | 0 Cs = (Ms + ((Ms >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((Cs | 0) != -1) { Ns = q[((Cs << 2) + Fs) >> 2] } q[Js >> 2] = Ns Cs = (Ms + 1) | 0 Cs = (Cs >>> 0) % 3 | 0 ? Cs : (Ms + -2) | 0 if ((Cs | 0) == -1) { break n } Es = q[((Cs << 2) + Fs) >> 2] break n case 5: break q case 0: case 2: case 4: break c } } q[Gs >> 2] = w(Ls, 3) Ds = q[Vs >> 2] Fs = (Ds + 24) | 0 Hs = q[(Ds + 32) >> 2] Cs = (Ds + 28) | 0 Ds = q[Cs >> 2] A: { if ((Hs | 0) != (Ds | 0)) { q[Ds >> 2] = -1 Ms = (Ds + 4) | 0 q[Cs >> 2] = Ms break A } zi(Fs, 11312) Ms = q[Cs >> 2] } Os = q[Vs >> 2] Ns = q[Os >> 2] Ds = q[Gs >> 2] Is = (Ms - q[Fs >> 2]) | 0 Qs = Is >> 2 Cs = (Qs + -1) | 0 q[(Ns + (Ds << 2)) >> 2] = Cs Ds = (Ds + 1) | 0 Ks = (Os + 24) | 0 Hs = (Os + 28) | 0 Fs = q[Hs >> 2] B: { if ((Fs | 0) != q[(Os + 32) >> 2]) { q[Fs >> 2] = -1 Ms = (Fs + 4) | 0 q[Hs >> 2] = Ms break B } zi(Ks, 11312) Ms = q[Hs >> 2] Ns = q[Os >> 2] } q[((Ds << 2) + Ns) >> 2] = ((Ms - q[Ks >> 2]) >> 2) + -1 Ds = (q[Gs >> 2] + 2) | 0 Ks = q[Vs >> 2] Fs = (Ks + 28) | 0 Hs = q[Fs >> 2] C: { if ((Hs | 0) != q[(Ks + 32) >> 2]) { q[Hs >> 2] = -1 Ns = (Hs + 4) | 0 q[Fs >> 2] = Ns break C } zi((Ks + 24) | 0, 11312) Ns = q[Fs >> 2] } q[(q[Ks >> 2] + (Ds << 2)) >> 2] = ((Ns - q[(Ks + 24) >> 2]) >> 2) + -1 Ds = q[Vs >> 2] Fs = q[(Ds + 24) >> 2] if ((q[(Ds + 28) >> 2] - Fs) >> 2 > (Ss | 0)) { break c } Ds = q[Gs >> 2] D: { E: { if (!Is) { Es = 1 q[(Fs + (Qs << 2)) >> 2] = Ds + 1 break E } q[(Fs + (Cs << 2)) >> 2] = Ds Es = 0 if ((Is | 0) == -4) { break E } q[(Fs + (Qs << 2)) >> 2] = q[Gs >> 2] + 1 Es = (Qs + 1) | 0 if ((Es | 0) == -1) { break D } } q[(Fs + (Es << 2)) >> 2] = q[Gs >> 2] + 2 } Ds = q[(Gs + 68) >> 2] if ((Ds | 0) != q[(Gs + 72) >> 2]) { q[Ds >> 2] = q[Gs >> 2] Ds = (Ds + 4) | 0 q[(Gs + 68) >> 2] = Ds break p } zi((Gs - -64) | 0, Gs) Ds = q[(Gs + 68) >> 2] } Cs = 1 break d } Ns = -1 Fs = q[Rs >> 2] q[(Fs + (Ps << 2)) >> 2] = -1 } q[(Fs + Hs) >> 2] = Es F: { G: { H: { if (!Ks) { Cs = (Xs + ((Xs >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((Cs | 0) == -1) { break H } Cs = q[((Cs << 2) + Fs) >> 2] q[(Fs + Os) >> 2] = Cs if ((Cs | 0) == -1) { break G } q[(q[(Rs + 24) >> 2] + (Cs << 2)) >> 2] = Qs break G } q[(Fs + Os) >> 2] = -1 Js = -1 Es = -1 break F } q[(Fs + Os) >> 2] = -1 } Js = -1 Cs = (Xs + 1) | 0 Cs = (Cs >>> 0) % 3 | 0 ? Cs : (Xs + -2) | 0 Es = -1 if ((Cs | 0) == -1) { break F } Js = q[((Cs << 2) + Fs) >> 2] Es = Cs } q[Gs >> 2] = Js Hs = q[_s >> 2] Fs = Ns << 2 Cs = (Hs + Fs) | 0 q[Cs >> 2] = q[Cs >> 2] + q[(Hs + (Js << 2)) >> 2] Hs = q[(Rs + 24) >> 2] if ((Ns | 0) != -1) { q[(Fs + Hs) >> 2] = q[(Hs + (q[Gs >> 2] << 2)) >> 2] } I: { if ((Es | 0) == -1) { break I } Fs = q[Rs >> 2] while (1) { q[(Fs + (Es << 2)) >> 2] = Ns Cs = (Es + 1) | 0 Cs = (Cs >>> 0) % 3 | 0 ? Cs : (Es + -2) | 0 if ((Cs | 0) == -1) { break I } Es = q[(q[Is >> 2] + (Cs << 2)) >> 2] if ((Es | 0) == -1) { break I } Cs = (Es + 1) | 0 Es = (Cs >>> 0) % 3 | 0 ? Cs : (Es + -2) | 0 if ((Es | 0) != -1) { continue } break } } q[(Hs + (q[Gs >> 2] << 2)) >> 2] = -1 J: { if (Ys) { break J } Cs = q[(Gs + 28) >> 2] if ((Cs | 0) != q[(Gs + 32) >> 2]) { q[Cs >> 2] = q[Gs >> 2] q[(Gs + 28) >> 2] = Cs + 4 break J } zi((Gs + 24) | 0, Gs) Ds = q[(Gs + 68) >> 2] } q[(Ds + -4) >> 2] = Ps Cs = 0 } Ii(Us, q[(Ds + -4) >> 2]) K: { if (!Cs) { break K } Ds = q[Ws >> 2] if ((Ds | 0) == q[(a + 36) >> 2]) { break K } Hs = ((Ls ^ -1) + us) | 0 while (1) { Es = -1 Cs = q[(Ds + -8) >> 2] if (Cs >>> 0 > Hs >>> 0) { break c } if ((Cs | 0) != (Hs | 0)) { break K } Cs = r[(Ds + -4) | 0] Ds = (Ds + -12) | 0 Fs = q[Ds >> 2] q[Ws >> 2] = Ds if ((Fs | 0) < 0) { break c } Es = q[(q[(Gs + 68) >> 2] + -4) >> 2] q[(Gs + 20) >> 2] = (Fs ^ -1) + us q[(Gs + 88) >> 2] = Gs + 20 Bi(Gs, (Gs + 40) | 0, (Gs + 20) | 0, (Gs + 88) | 0) Fs = q[Gs >> 2] L: { if (Cs & 1) { Cs = -1 if ((Es | 0) == -1) { break L } Ds = (Es + 1) | 0 Cs = (Ds >>> 0) % 3 | 0 ? Ds : (Es + -2) | 0 break L } Cs = -1 if ((Es | 0) == -1) { break L } Cs = (Es + -1) | 0 if ((Es >>> 0) % 3) { break L } Cs = (Es + 2) | 0 } q[(Fs + 12) >> 2] = Cs Ds = q[Ws >> 2] if ((Ds | 0) != q[(a + 36) >> 2]) { continue } break } } Ls = (Ls + 1) | 0 if ((Ls | 0) != (us | 0)) { continue } break } Hs = us } Es = -1 Js = q[(a + 8) >> 2] if ((q[(Js + 28) >> 2] - q[(Js + 24) >> 2]) >> 2 > (Ss | 0)) { break c } Ds = q[(Gs + 68) >> 2] if ((Ds | 0) != q[(Gs + 64) >> 2]) { Ps = (a + 72) | 0 us = (a + 60) | 0 Zs = (a + 312) | 0 _s = (a + 352) | 0 Ys = (a + 8) | 0 Os = (a + 68) | 0 Qs = (a + 80) | 0 Ws = (a + 76) | 0 while (1) { Cs = (Ds + -4) | 0 Ds = q[Cs >> 2] q[(Gs + 68) >> 2] = Cs q[Gs >> 2] = Ds M: { N: { O: { P: { if (s[(a + 270) >> 1] <= 513) { if (!r[(a + 364) | 0]) { break O } Cs = q[(a + 360) >> 2] Ds = (q[_s >> 2] + (Cs >>> 3)) | 0 if (Ds >>> 0 >= t[(a + 356) >> 2]) { break N } Ds = r[Ds | 0] q[(a + 360) >> 2] = Cs + 1 Cs = (Ds >>> (Cs & 7)) & 1 break P } Cs = dh(Zs) } if (!Cs) { break N } } Is = q[Ys >> 2] Ss = q[Is >> 2] if ((Hs | 0) >= (((((q[(Is + 4) >> 2] - Ss) >> 2) >>> 0) / 3) | 0)) { break c } Ls = -1 Js = -1 Ks = q[(Is + 24) >> 2] Fs = Ks Ts = q[Gs >> 2] Ds = -1 Q: { if ((Ts | 0) == -1) { break Q } Cs = (Ts + 1) | 0 Cs = (Cs >>> 0) % 3 | 0 ? Cs : (Ts + -2) | 0 Ds = -1 if ((Cs | 0) == -1) { break Q } Ds = q[(Ss + (Cs << 2)) >> 2] } Fs = q[(Fs + (Ds << 2)) >> 2] R: { if ((Fs | 0) == -1) { break R } Cs = (Fs + 1) | 0 Cs = (Cs >>> 0) % 3 | 0 ? Cs : (Fs + -2) | 0 if ((Cs | 0) == -1) { break R } Ls = (Cs + 1) | 0 Ls = (Ls >>> 0) % 3 | 0 ? Ls : (Cs + -2) | 0 if ((Ls | 0) != -1) { Js = q[(Ss + (Ls << 2)) >> 2] } Ls = Cs } Ms = -1 Us = -1 Ks = q[(Ks + (Js << 2)) >> 2] Fs = -1 S: { if ((Ks | 0) == -1) { break S } Cs = (Ks + 1) | 0 Cs = (Cs >>> 0) % 3 | 0 ? Cs : (Ks + -2) | 0 Fs = -1 if ((Cs | 0) == -1) { break S } Fs = (Cs + 1) | 0 Fs = (Fs >>> 0) % 3 | 0 ? Fs : (Cs + -2) | 0 if ((Fs | 0) != -1) { Us = q[(Ss + (Fs << 2)) >> 2] } Fs = Cs } Cs = w(Hs, 3) q[(Gs + 88) >> 2] = Cs Ks = q[(Is + 12) >> 2] q[(Ks + (Cs << 2)) >> 2] = Ts q[(Ks + (Ts << 2)) >> 2] = Cs Cs = (q[(Gs + 88) >> 2] + 1) | 0 q[(Ks + (Cs << 2)) >> 2] = Ls q[(Ks + (Ls << 2)) >> 2] = Cs Cs = (q[(Gs + 88) >> 2] + 2) | 0 q[(Ks + (Cs << 2)) >> 2] = Fs q[(Ks + (Fs << 2)) >> 2] = Cs Cs = q[(Gs + 88) >> 2] q[(Ss + (Cs << 2)) >> 2] = Js Ts = (Cs + 1) | 0 Is = (Ss + (Ts << 2)) | 0 q[Is >> 2] = Us Ks = (Cs + 2) | 0 Fs = (Ss + (Ks << 2)) | 0 q[Fs >> 2] = Ds Us = q[(a + 120) >> 2] Ls = Ts >>> 0 < Cs >>> 0 ? -1 : Js Cs = (Us + ((Ls >>> 3) & 536870908)) | 0 Ds = q[Cs >> 2] ;($s = Cs), (at = eo(Ls) & Ds), (q[$s >> 2] = at) Ms = (Ts | 0) != -1 ? q[Is >> 2] : Ms Cs = (Us + ((Ms >>> 3) & 536870908)) | 0 Ds = q[Cs >> 2] ;($s = Cs), (at = eo(Ms) & Ds), (q[$s >> 2] = at) Ds = -1 Ds = (Ks | 0) != -1 ? q[Fs >> 2] : Ds Ls = (Us + ((Ds >>> 3) & 536870908)) | 0 Cs = q[Ls >> 2] ;($s = Ls), (at = eo(Ds) & Cs), (q[$s >> 2] = at) Ds = q[(a + 64) >> 2] Fs = q[Os >> 2] if ((Ds | 0) == Fs << 5) { if (((Ds + 1) | 0) <= -1) { break a } Cs = us if (Ds >>> 0 <= 1073741822) { Ls = (Ds + 32) & -32 Ds = Fs << 6 Ds = Ds >>> 0 < Ls >>> 0 ? Ls : Ds } else { Ds = 2147483647 } cb(Cs, Ds) Ds = q[(a + 64) >> 2] } Hs = (Hs + 1) | 0 q[(a + 64) >> 2] = Ds + 1 Cs = (q[(a + 60) >> 2] + ((Ds >>> 3) & 536870908)) | 0 q[Cs >> 2] = q[Cs >> 2] | (1 << (Ds & 31)) Ds = q[Ws >> 2] if ((Ds | 0) != q[Qs >> 2]) { q[Ds >> 2] = q[(Gs + 88) >> 2] q[Ws >> 2] = Ds + 4 break M } zi(Ps, (Gs + 88) | 0) break M } Ds = q[(a + 64) >> 2] Fs = q[Os >> 2] if ((Ds | 0) == Fs << 5) { if (((Ds + 1) | 0) <= -1) { break a } Cs = us if (Ds >>> 0 <= 1073741822) { Ls = (Ds + 32) & -32 Ds = Fs << 6 Ds = Ds >>> 0 < Ls >>> 0 ? Ls : Ds } else { Ds = 2147483647 } cb(Cs, Ds) Ds = q[(a + 64) >> 2] } q[(a + 64) >> 2] = Ds + 1 Ls = (q[(a + 60) >> 2] + ((Ds >>> 3) & 536870908)) | 0 Cs = q[Ls >> 2] ;($s = Ls), (at = eo(Ds) & Cs), (q[$s >> 2] = at) Ds = q[Ws >> 2] if ((Ds | 0) != q[Qs >> 2]) { q[Ds >> 2] = q[Gs >> 2] q[Ws >> 2] = Ds + 4 break M } zi(Ps, Gs) } Ds = q[(Gs + 68) >> 2] if ((Ds | 0) != q[(Gs + 64) >> 2]) { continue } break } Js = q[(a + 8) >> 2] } if ((((((q[(Js + 4) >> 2] - q[Js >> 2]) >> 2) >>> 0) / 3) | 0) != (Hs | 0)) { break c } Es = (q[(Js + 28) >> 2] - q[(Js + 24) >> 2]) >> 2 us = q[(Gs + 24) >> 2] Ks = q[(Gs + 28) >> 2] if ((us | 0) == (Ks | 0)) { break b } Fs = (a + 8) | 0 while (1) { Is = q[us >> 2] Hs = q[(Js + 24) >> 2] Ds = (Es + -1) | 0 T: { if (q[(Hs + (Ds << 2)) >> 2] != -1) { Ls = Es break T } Hs = q[(Js + 24) >> 2] while (1) { Ds = (Es + -2) | 0 Ls = (Es + -1) | 0 Es = Ls if (q[((Ds << 2) + Hs) >> 2] == -1) { continue } break } } if (!(Ds >>> 0 < Is >>> 0)) { q[Gs >> 2] = Js Cs = Ds << 2 Es = q[(Cs + Hs) >> 2] o[(Gs + 12) | 0] = 1 q[(Gs + 8) >> 2] = Es q[(Gs + 4) >> 2] = Es if ((Es | 0) != -1) { while (1) { q[(q[Js >> 2] + (Es << 2)) >> 2] = Is lg(Gs) Js = q[Fs >> 2] Es = q[(Gs + 8) >> 2] if ((Es | 0) != -1) { continue } break } } Es = Cs Cs = q[(Js + 24) >> 2] Es = (Es + Cs) | 0 if ((Is | 0) != -1) { q[(Cs + (Is << 2)) >> 2] = q[Es >> 2] } q[Es >> 2] = -1 Ys = 1 << (Is & 31) Es = q[(a + 120) >> 2] Is = (Es + ((Is >>> 3) & 536870908)) | 0 Cs = Is Hs = (Es + ((Ds >>> 3) & 536870908)) | 0 Ds = 1 << (Ds & 31) Es = Ys | q[Is >> 2] U: { if (q[Hs >> 2] & Ds) { break U } Es = q[Is >> 2] & (Ys ^ -1) } q[Cs >> 2] = Es q[Hs >> 2] = q[Hs >> 2] & (Ds ^ -1) Ls = (Ls + -1) | 0 } Es = Ls us = (us + 4) | 0 if ((Ks | 0) != (us | 0)) { continue } break } } us = q[(Gs + 24) >> 2] } if (us) { q[(Gs + 28) >> 2] = us An(us) } Ds = q[(Gs + 48) >> 2] if (Ds) { while (1) { a = q[Ds >> 2] An(Ds) Ds = a if (Ds) { continue } break } } a = q[(Gs + 40) >> 2] q[(Gs + 40) >> 2] = 0 if (a) { An(a) } a = q[(Gs + 64) >> 2] if (a) { q[(Gs + 68) >> 2] = a An(a) } T = (Gs + 96) | 0 return Es } bn() F() } function Ii(a, us) { var bt = 0, ct = 0, dt = 0, et = 0, ft = 0 ct = -1 ft = -1 a: { if ((us | 0) == -1) { break a } bt = (us + 1) | 0 ct = (bt >>> 0) % 3 | 0 ? bt : (us + -2) | 0 ft = (us + -1) | 0 if ((us >>> 0) % 3) { break a } ft = (us + 2) | 0 } bt = q[(a + 184) >> 2] b: { if (bt >>> 0 > 7) { break b } c: { d: { switch ((bt - 2) | 0) { default: dt = q[(a + 148) >> 2] bt = -1 bt = (ct | 0) != -1 ? q[(q[dt >> 2] + (ct << 2)) >> 2] : bt ct = 1 et = bt << 2 bt = q[(a + 156) >> 2] et = (et + bt) | 0 q[et >> 2] = q[et >> 2] + 1 bt = ((((ft | 0) != -1 ? q[(q[dt >> 2] + (ft << 2)) >> 2] : -1) << 2) + bt) | 0 break c case 3: et = q[(a + 148) >> 2] bt = q[(a + 156) >> 2] dt = (bt + (((us | 0) != -1 ? q[(q[et >> 2] + (us << 2)) >> 2] : -1) << 2)) | 0 q[dt >> 2] = q[dt >> 2] + 1 dt = ((((ct | 0) != -1 ? q[(q[et >> 2] + (ct << 2)) >> 2] : -1) << 2) + bt) | 0 q[dt >> 2] = q[dt >> 2] + 1 ct = 2 bt = ((((ft | 0) != -1 ? q[(q[et >> 2] + (ft << 2)) >> 2] : -1) << 2) + bt) | 0 break c case 1: et = q[(a + 148) >> 2] bt = q[(a + 156) >> 2] dt = (bt + (((us | 0) != -1 ? q[(q[et >> 2] + (us << 2)) >> 2] : -1) << 2)) | 0 q[dt >> 2] = q[dt >> 2] + 1 dt = ((((ct | 0) != -1 ? q[(q[et >> 2] + (ct << 2)) >> 2] : -1) << 2) + bt) | 0 q[dt >> 2] = q[dt >> 2] + 2 ct = 1 bt = ((((ft | 0) != -1 ? q[(q[et >> 2] + (ft << 2)) >> 2] : -1) << 2) + bt) | 0 break c case 0: case 2: case 4: break b case 5: break d } } et = q[(a + 148) >> 2] bt = q[(a + 156) >> 2] dt = (bt + (((us | 0) != -1 ? q[(q[et >> 2] + (us << 2)) >> 2] : -1) << 2)) | 0 q[dt >> 2] = q[dt >> 2] + 2 dt = ((((ct | 0) != -1 ? q[(q[et >> 2] + (ct << 2)) >> 2] : -1) << 2) + bt) | 0 q[dt >> 2] = q[dt >> 2] + 2 ct = 2 bt = ((((ft | 0) != -1 ? q[(q[et >> 2] + (ft << 2)) >> 2] : -1) << 2) + bt) | 0 } q[bt >> 2] = q[bt >> 2] + ct bt = q[(a + 184) >> 2] } e: { if (bt >>> 0 > 5) { break e } f: { switch ((bt - 1) | 0) { case 0: case 1: case 2: case 3: break e default: break f } } bt = a ft = bt bt = q[(bt + 156) >> 2] ct = -1 g: { if ((us | 0) == -1) { break g } ct = (us + 1) | 0 us = (ct >>> 0) % 3 | 0 ? ct : (us + -2) | 0 ct = -1 if ((us | 0) == -1) { break g } ct = q[(q[q[(a + 148) >> 2] >> 2] + (us << 2)) >> 2] } q[(ft + 188) >> 2] = q[(bt + (ct << 2)) >> 2] > 5 ? 0 : 5 return } q[(a + 188) >> 2] = -1 } function Ji(a) { q[a >> 2] = 11372 Dn((a + 4) | 0, 0, 80) q[(a + 96) >> 2] = 0 q[(a + 100) >> 2] = 0 q[(a + 92) >> 2] = -1 q[(a + 84) >> 2] = -1 q[(a + 88) >> 2] = -1 q[(a + 104) >> 2] = 0 q[(a + 108) >> 2] = 0 q[(a + 112) >> 2] = 0 q[(a + 116) >> 2] = 0 q[(a + 120) >> 2] = 0 q[(a + 124) >> 2] = 0 q[(a + 128) >> 2] = 0 q[(a + 132) >> 2] = 0 q[(a + 136) >> 2] = 0 q[(a + 140) >> 2] = 0 q[(a + 144) >> 2] = 0 q[(a + 148) >> 2] = 0 q[(a + 156) >> 2] = 0 q[(a + 160) >> 2] = 0 q[(a + 152) >> 2] = 1065353216 q[(a + 164) >> 2] = 0 q[(a + 168) >> 2] = 0 q[(a + 172) >> 2] = 0 q[(a + 176) >> 2] = 0 q[(a + 180) >> 2] = 0 q[(a + 184) >> 2] = 0 q[(a + 188) >> 2] = 0 q[(a + 192) >> 2] = 0 q[(a + 196) >> 2] = 0 q[(a + 200) >> 2] = 0 q[(a + 204) >> 2] = 0 q[(a + 208) >> 2] = 0 q[(a + 212) >> 2] = -1 q[(a + 216) >> 2] = 0 q[(a + 220) >> 2] = 0 q[(a + 224) >> 2] = 0 ci((a + 232) | 0) q[(a + 388) >> 2] = 0 q[(a + 392) >> 2] = 0 q[(a + 380) >> 2] = 0 q[(a + 384) >> 2] = 0 q[(a + 416) >> 2] = 0 q[(a + 420) >> 2] = 0 q[(a + 412) >> 2] = 7 q[(a + 404) >> 2] = -1 q[(a + 408) >> 2] = 2 q[(a + 396) >> 2] = 0 q[(a + 400) >> 2] = -1 q[(a + 424) >> 2] = 0 q[(a + 428) >> 2] = 0 q[(a + 432) >> 2] = 0 q[(a + 436) >> 2] = 0 } function Ki(a) { a = a | 0 var us = 0, gt = 0, ht = 0, it = 0, jt = 0, kt = 0, lt = 0, mt = 0, nt = 0, ot = 0, pt = 0, qt = 0, rt = 0, st = 0, tt = 0, ut = 0, vt = 0 mt = (T + -64) | 0 T = mt q[(a + 132) >> 2] = 0 if (q[(a + 148) >> 2]) { ht = (a + 144) | 0 gt = q[ht >> 2] if (gt) { while (1) { us = q[gt >> 2] An(gt) gt = us if (us) { continue } break } } q[ht >> 2] = 0 us = q[(a + 140) >> 2] if (us) { ht = (a + 136) | 0 gt = 0 while (1) { q[(q[ht >> 2] + (gt << 2)) >> 2] = 0 gt = (gt + 1) | 0 if ((us | 0) != (gt | 0)) { continue } break } } q[(a + 148) >> 2] = 0 } a: { b: { c: { d: { e: { f: { gt = q[(a + 4) >> 2] ht = r[(gt + 36) | 0] us = (ht << 8) | r[(gt + 37) | 0] g: { if (us >>> 0 > 513) { break g } kt = q[(gt + 32) >> 2] if (us >>> 0 <= 511) { it = q[(kt + 12) >> 2] us = q[(kt + 20) >> 2] lt = q[(kt + 16) >> 2] jt = (lt + 4) | 0 if (jt >>> 0 < 4) { us = (us + 1) | 0 } nt = jt jt = us if ((it | 0) < (us | 0) ? 1 : (it | 0) <= (us | 0) ? (t[(kt + 8) >> 2] >= nt >>> 0 ? 0 : 1) : 0) { break f } us = (lt + q[kt >> 2]) | 0 us = r[us | 0] | (r[(us + 1) | 0] << 8) | ((r[(us + 2) | 0] << 16) | (r[(us + 3) | 0] << 24)) q[mt >> 2] = us q[(kt + 16) >> 2] = nt q[(kt + 20) >> 2] = jt q[(a + 132) >> 2] = us break g } if (!oi(1, mt, kt)) { break f } gt = q[(a + 4) >> 2] ht = r[(gt + 36) | 0] q[(a + 132) >> 2] = q[mt >> 2] } gt = q[(gt + 32) >> 2] h: { i: { j: { if ((ht & 255) >>> 0 <= 1) { ht = 0 kt = q[(gt + 12) >> 2] us = q[(gt + 20) >> 2] it = q[(gt + 16) >> 2] jt = (it + 4) | 0 if (jt >>> 0 < 4) { us = (us + 1) | 0 } lt = jt jt = us if ((kt | 0) < (us | 0) ? 1 : (kt | 0) <= (us | 0) ? (t[(gt + 8) >> 2] >= lt >>> 0 ? 0 : 1) : 0) { break a } us = (it + q[gt >> 2]) | 0 us = r[us | 0] | (r[(us + 1) | 0] << 8) | ((r[(us + 2) | 0] << 16) | (r[(us + 3) | 0] << 24)) q[(mt + 60) >> 2] = us q[(gt + 16) >> 2] = lt q[(gt + 20) >> 2] = jt q[(a + 156) >> 2] = us pt = (a + 156) | 0 break j } ht = 0 if (!oi(1, (mt + 60) | 0, gt)) { break a } us = q[(a + 4) >> 2] gt = q[(us + 32) >> 2] us = r[(us + 36) | 0] q[(a + 156) >> 2] = q[(mt + 60) >> 2] pt = (a + 156) | 0 if (us >>> 0 > 1) { break i } } kt = q[(gt + 12) >> 2] us = q[(gt + 20) >> 2] it = q[(gt + 16) >> 2] jt = (it + 4) | 0 if (jt >>> 0 < 4) { us = (us + 1) | 0 } nt = jt jt = us if ((kt | 0) < (us | 0) ? 1 : (kt | 0) <= (us | 0) ? (t[(gt + 8) >> 2] >= nt >>> 0 ? 0 : 1) : 0) { break a } us = (it + q[gt >> 2]) | 0 lt = r[us | 0] | (r[(us + 1) | 0] << 8) | ((r[(us + 2) | 0] << 16) | (r[(us + 3) | 0] << 24)) q[(mt + 56) >> 2] = lt q[(gt + 16) >> 2] = nt q[(gt + 20) >> 2] = jt break h } if (!oi(1, (mt + 56) | 0, gt)) { break a } lt = q[(mt + 56) >> 2] } if ((lt >>> 0 > 1431655765) | (t[pt >> 2] > w(lt, 3) >>> 0)) { break a } qt = q[(a + 4) >> 2] jt = q[(qt + 32) >> 2] rt = q[(jt + 8) >> 2] ot = q[(jt + 16) >> 2] kt = q[(jt + 12) >> 2] us = kt gt = q[(jt + 20) >> 2] if ((us | 0) < (gt | 0) ? 1 : (us | 0) <= (gt | 0) ? (rt >>> 0 > ot >>> 0 ? 0 : 1) : 0) { break a } tt = q[jt >> 2] nt = r[(tt + ot) | 0] us = gt st = (ot + 1) | 0 if (st >>> 0 < 1) { us = (us + 1) | 0 } q[(jt + 16) >> 2] = st q[(jt + 20) >> 2] = us k: { if (r[(qt + 36) | 0] <= 1) { us = gt gt = (ot + 5) | 0 if (gt >>> 0 < 5) { us = (us + 1) | 0 } it = gt gt = us if ((kt | 0) < (us | 0) ? 1 : (kt | 0) <= (us | 0) ? (rt >>> 0 >= it >>> 0 ? 0 : 1) : 0) { break a } us = (st + tt) | 0 kt = r[us | 0] | (r[(us + 1) | 0] << 8) | ((r[(us + 2) | 0] << 16) | (r[(us + 3) | 0] << 24)) q[(mt + 52) >> 2] = kt q[(jt + 16) >> 2] = it q[(jt + 20) >> 2] = gt break k } if (!oi(1, (mt + 52) | 0, jt)) { break a } kt = q[(mt + 52) >> 2] } if ((lt >>> 0 < kt >>> 0) | (lt >>> 0 > ((((kt >>> 0) / 3) | 0) + kt) >>> 0)) { break a } us = q[(a + 4) >> 2] jt = q[(us + 32) >> 2] l: { if (r[(us + 36) | 0] <= 1) { it = q[(jt + 12) >> 2] us = q[(jt + 20) >> 2] ot = q[(jt + 16) >> 2] gt = (ot + 4) | 0 if (gt >>> 0 < 4) { us = (us + 1) | 0 } qt = gt gt = us if ((it | 0) < (us | 0) ? 1 : (it | 0) <= (us | 0) ? (t[(jt + 8) >> 2] >= qt >>> 0 ? 0 : 1) : 0) { break a } us = (ot + q[jt >> 2]) | 0 ot = r[us | 0] | (r[(us + 1) | 0] << 8) | ((r[(us + 2) | 0] << 16) | (r[(us + 3) | 0] << 24)) q[(mt + 48) >> 2] = ot q[(jt + 16) >> 2] = qt q[(jt + 20) >> 2] = gt break l } if (!oi(1, (mt + 48) | 0, jt)) { break a } ot = q[(mt + 48) >> 2] } if (ot >>> 0 > kt >>> 0) { break a } q[(a + 28) >> 2] = q[(a + 24) >> 2] gt = Mm(88) jk(gt) us = q[(a + 8) >> 2] q[(a + 8) >> 2] = gt jt = (a + 8) | 0 if (us) { wa(jt, us) if (!q[jt >> 2]) { break a } } us = q[(a + 160) >> 2] q[(a + 164) >> 2] = us m: { if (((q[(a + 168) >> 2] - us) >> 2) >>> 0 >= lt >>> 0) { break m } if (lt >>> 0 >= 1073741824) { break e } ht = lt << 2 gt = Mm(ht) q[(a + 164) >> 2] = gt q[(a + 160) >> 2] = gt q[(a + 168) >> 2] = gt + ht if (!us) { break m } An(us) } us = q[(a + 172) >> 2] q[(a + 176) >> 2] = us n: { if (((q[(a + 180) >> 2] - us) >> 2) >>> 0 >= lt >>> 0) { break n } if (lt >>> 0 >= 1073741824) { break d } ht = lt << 2 gt = Mm(ht) q[(a + 176) >> 2] = gt q[(a + 172) >> 2] = gt q[(a + 180) >> 2] = gt + ht if (!us) { break n } An(us) } q[(a + 92) >> 2] = -1 q[(a + 84) >> 2] = -1 q[(a + 88) >> 2] = -1 q[(a + 40) >> 2] = q[(a + 36) >> 2] q[(a - -64) >> 2] = 0 q[(a + 52) >> 2] = q[(a + 48) >> 2] q[(a + 76) >> 2] = q[(a + 72) >> 2] qt = (a + 216) | 0 gt = q[(a + 220) >> 2] ht = q[(a + 216) >> 2] if ((gt | 0) == (ht | 0)) { break c } while (1) { us = q[(gt + -12) >> 2] if (us) { q[(gt + -8) >> 2] = us An(us) } us = q[(gt + -28) >> 2] if (us) { q[(gt + -24) >> 2] = us An(us) } us = (gt + -144) | 0 it = q[(gt + -40) >> 2] if (it) { q[(gt + -36) >> 2] = it An(it) } pi((gt + -140) | 0) gt = us if ((ht | 0) != (us | 0)) { continue } break } us = q[qt >> 2] break b } ht = 0 break a } ab(12024) F() } ab(12024) F() } us = ht } q[(a + 220) >> 2] = ht gt = (((ht - us) | 0) / 144) | 0 o: { if (gt >>> 0 < nt >>> 0) { qi(qt, (nt - gt) | 0) break o } if (gt >>> 0 <= nt >>> 0) { break o } gt = (us + w(nt, 144)) | 0 if ((gt | 0) != (ht | 0)) { while (1) { us = q[(ht + -12) >> 2] if (us) { q[(ht + -8) >> 2] = us An(us) } us = q[(ht + -28) >> 2] if (us) { q[(ht + -24) >> 2] = us An(us) } us = (ht + -144) | 0 it = q[(ht + -40) >> 2] if (it) { q[(ht + -36) >> 2] = it An(it) } pi((ht + -140) | 0) ht = us if ((us | 0) != (gt | 0)) { continue } break } } q[(a + 220) >> 2] = gt } ht = 0 if (!tk(q[jt >> 2], lt, (q[pt >> 2] + ot) | 0)) { break a } us = q[(a + 156) >> 2] o[mt | 0] = 1 bb((a + 120) | 0, (us + ot) | 0, mt) gt = q[(a + 4) >> 2] us = s[(gt + 36) >> 1] us = ((us << 24) | ((us << 8) & 16711680)) >>> 16 p: { if (us >>> 0 <= 513) { it = q[(gt + 32) >> 2] q: { if (us >>> 0 <= 511) { lt = q[(it + 12) >> 2] us = q[(it + 20) >> 2] pt = q[(it + 16) >> 2] gt = (pt + 4) | 0 if (gt >>> 0 < 4) { us = (us + 1) | 0 } rt = gt gt = us if ((lt | 0) < (us | 0) ? 1 : (lt | 0) <= (us | 0) ? (t[(it + 8) >> 2] >= rt >>> 0 ? 0 : 1) : 0) { break a } us = (pt + q[it >> 2]) | 0 lt = r[us | 0] | (r[(us + 1) | 0] << 8) | ((r[(us + 2) | 0] << 16) | (r[(us + 3) | 0] << 24)) q[(mt + 44) >> 2] = lt q[(it + 16) >> 2] = rt q[(it + 20) >> 2] = gt break q } if (!oi(1, (mt + 44) | 0, it)) { break a } lt = q[(mt + 44) >> 2] } if (!lt) { break a } us = q[(q[(a + 4) >> 2] + 32) >> 2] gt = q[(us + 8) >> 2] it = q[(us + 16) >> 2] us = (q[(us + 12) >> 2] - ((q[(us + 20) >> 2] + (gt >>> 0 < it >>> 0)) | 0)) | 0 if ((us | 0) < 0 ? 1 : (us | 0) <= 0 ? ((gt - it) >>> 0 >= lt >>> 0 ? 0 : 1) : 0) { break a } it = Yj(mt) gt = q[(q[(a + 4) >> 2] + 32) >> 2] us = q[(gt + 16) >> 2] pt = q[(gt + 8) >> 2] Zj(it, (((us + q[gt >> 2]) | 0) + lt) | 0, (((pt - us) | 0) - lt) | 0, s[(gt + 38) >> 1]) gt = ri(a, it) if ((gt | 0) == -1) { break a } us = gt it = us >> 31 break p } us = -1 it = -1 if ((ri(a, q[(gt + 32) >> 2]) | 0) == -1) { break a } } q[(a + 376) >> 2] = a pt = (a + 232) | 0 gt = q[((n[q[(q[a >> 2] + 32) >> 2]](a) | 0) + 32) >> 2] rt = (q[gt >> 2] + q[(gt + 16) >> 2]) | 0 lt = q[((n[q[(q[a >> 2] + 32) >> 2]](a) | 0) + 32) >> 2] gt = q[(lt + 8) >> 2] ht = q[(lt + 16) >> 2] Zj(pt, rt, (gt - ht) | 0, s[(q[((n[q[(q[a >> 2] + 32) >> 2]](a) | 0) + 32) >> 2] + 38) >> 1]) ;(ut = a), (vt = n[q[(q[a >> 2] + 36) >> 2]](a) | 0), (q[(ut + 380) >> 2] = vt) q[(a + 372) >> 2] = nt q[(a + 384) >> 2] = q[(a + 156) >> 2] + ot ht = 0 gt = Yj(mt) r: { if (!Li(pt, gt)) { break r } lt = Mi(a, kt) if ((lt | 0) == -1) { break r } kt = q[(q[(a + 4) >> 2] + 32) >> 2] ht = q[(gt + 16) >> 2] nt = (ht + q[gt >> 2]) | 0 gt = q[(gt + 8) >> 2] Zj(kt, nt, (gt - ht) | 0, s[(kt + 38) >> 1]) gt = q[(a + 4) >> 2] ht = s[(gt + 36) >> 1] kt = ((ht << 24) | ((ht << 8) & 16711680)) >>> 16 if (kt >>> 0 <= 513) { ht = q[(gt + 32) >> 2] nt = ht rt = ht gt = (it + q[(ht + 20) >> 2]) | 0 ht = (us + q[(ht + 16) >> 2]) | 0 if (ht >>> 0 < us >>> 0) { gt = (gt + 1) | 0 } q[(rt + 16) >> 2] = ht q[(nt + 20) >> 2] = gt } s: { if (q[(a + 220) >> 2] == q[(a + 216) >> 2]) { break s } gt = q[jt >> 2] us = q[(gt + 4) >> 2] gt = q[gt >> 2] t: { if (kt >>> 0 >= 513) { if ((us | 0) == (gt | 0)) { break s } gt = 0 break t } if ((us | 0) == (gt | 0)) { break s } gt = 0 while (1) { if (ui(a, gt)) { gt = (gt + 3) | 0 us = q[jt >> 2] if (gt >>> 0 < ((q[(us + 4) >> 2] - q[us >> 2]) >> 2) >>> 0) { continue } break s } break } ht = 0 break r } while (1) { if (vi(a, gt)) { gt = (gt + 3) | 0 us = q[jt >> 2] if (gt >>> 0 < ((q[(us + 4) >> 2] - q[us >> 2]) >> 2) >>> 0) { continue } break s } break } ht = 0 break r } if (r[(a + 308) | 0]) { ak((a + 272) | 0) } if (s[(a + 270) >> 1] <= 513) { ak((a + 328) | 0) } gt = q[(a + 216) >> 2] it = (a + 220) | 0 if ((gt | 0) != q[it >> 2]) { kt = 0 while (1) { us = w(kt, 144) Ek((((us + gt) | 0) + 4) | 0, q[jt >> 2]) ht = q[qt >> 2] nt = (us + ht) | 0 gt = q[(nt + 132) >> 2] nt = q[(nt + 136) >> 2] if ((gt | 0) != (nt | 0)) { while (1) { Gk((((us + ht) | 0) + 4) | 0, q[gt >> 2]) ht = q[qt >> 2] gt = (gt + 4) | 0 if ((nt | 0) != (gt | 0)) { continue } break } } Fk((((us + ht) | 0) + 4) | 0) kt = (kt + 1) | 0 gt = q[(a + 216) >> 2] if (kt >>> 0 < (((q[it >> 2] - gt) | 0) / 144) >>> 0) { continue } break } } us = q[(a + 8) >> 2] wi((a + 184) | 0, (q[(us + 28) >> 2] - q[(us + 24) >> 2]) >> 2) ht = q[(a + 216) >> 2] if ((ht | 0) != q[it >> 2]) { gt = 0 kt = (a + 220) | 0 while (1) { us = (w(gt, 144) + ht) | 0 ht = (q[(us + 60) >> 2] - q[(us + 56) >> 2]) >> 2 nt = (us + 104) | 0 us = q[jt >> 2] us = (q[(us + 28) >> 2] - q[(us + 24) >> 2]) >> 2 wi(nt, (ht | 0) < (us | 0) ? us : ht) gt = (gt + 1) | 0 ht = q[(a + 216) >> 2] if (gt >>> 0 < (((q[kt >> 2] - ht) | 0) / 144) >>> 0) { continue } break } } ht = xi(a, lt) } } T = (mt - -64) | 0 return ht | 0 } function Li(a, wt) { var xt = 0, yt = 0, zt = 0, At = 0, Bt = 0, Ct = 0, Dt = 0, Et = 0, Ft = 0, Gt = 0, Ht = 0, It = 0 Et = (T - 16) | 0 T = Et xt = q[(a + 144) >> 2] xt = s[((n[q[(q[xt >> 2] + 32) >> 2]](xt) | 0) + 36) >> 1] a: { if ((((xt << 24) | ((xt << 8) & 16711680)) >>> 16) >>> 0 <= 513) { xt = q[(a + 4) >> 2] q[(a + 40) >> 2] = q[a >> 2] q[(a + 44) >> 2] = xt zt = (a + 32) | 0 xt = zt yt = q[(xt + 4) >> 2] q[(a + 72) >> 2] = q[xt >> 2] q[(a + 76) >> 2] = yt yt = q[(a + 28) >> 2] xt = (a - -64) | 0 q[xt >> 2] = q[(a + 24) >> 2] q[(xt + 4) >> 2] = yt xt = q[(a + 20) >> 2] q[(a + 56) >> 2] = q[(a + 16) >> 2] q[(a + 60) >> 2] = xt xt = q[(a + 12) >> 2] q[(a + 48) >> 2] = q[(a + 8) >> 2] q[(a + 52) >> 2] = xt b: { xt = (a + 40) | 0 if (_j(xt, 1, (Et + 8) | 0)) { yt = q[(xt + 4) >> 2] q[a >> 2] = q[xt >> 2] q[(a + 4) >> 2] = yt yt = q[(xt + 36) >> 2] q[zt >> 2] = q[(xt + 32) >> 2] q[(zt + 4) >> 2] = yt zt = q[(xt + 28) >> 2] q[(a + 24) >> 2] = q[(xt + 24) >> 2] q[(a + 28) >> 2] = zt yt = q[(xt + 20) >> 2] Bt = yt zt = q[(xt + 16) >> 2] q[(a + 16) >> 2] = zt q[(a + 20) >> 2] = yt yt = q[(xt + 12) >> 2] xt = q[(xt + 8) >> 2] q[(a + 8) >> 2] = xt q[(a + 12) >> 2] = yt Ct = (xt - zt) | 0 Dt = q[(Et + 12) >> 2] xt = (yt - (((xt >>> 0 < zt >>> 0) + Bt) | 0)) | 0 yt = q[(Et + 8) >> 2] if ((((Dt | 0) == (xt | 0)) & (yt >>> 0 <= Ct >>> 0)) | (Dt >>> 0 < xt >>> 0)) { break b } } At = 0 break a } xt = (Bt + Dt) | 0 zt = (zt + yt) | 0 if (zt >>> 0 < yt >>> 0) { xt = (xt + 1) | 0 } q[(a + 16) >> 2] = zt q[(a + 20) >> 2] = xt } c: { if (s[(a + 38) >> 1] <= 513) { xt = q[(a + 4) >> 2] q[(a + 96) >> 2] = q[a >> 2] q[(a + 100) >> 2] = xt zt = (a + 32) | 0 xt = zt yt = q[(xt + 4) >> 2] q[(a + 128) >> 2] = q[xt >> 2] q[(a + 132) >> 2] = yt yt = (a + 24) | 0 xt = yt At = q[(xt + 4) >> 2] q[(a + 120) >> 2] = q[xt >> 2] q[(a + 124) >> 2] = At At = (a + 16) | 0 xt = At Bt = q[(xt + 4) >> 2] q[(a + 112) >> 2] = q[xt >> 2] q[(a + 116) >> 2] = Bt Bt = (a + 8) | 0 xt = Bt Ct = q[(xt + 4) >> 2] q[(a + 104) >> 2] = q[xt >> 2] q[(a + 108) >> 2] = Ct d: { xt = (a + 96) | 0 if (_j(xt, 1, (Et + 8) | 0)) { Ct = q[(xt + 4) >> 2] q[a >> 2] = q[xt >> 2] q[(a + 4) >> 2] = Ct Ct = q[(xt + 36) >> 2] q[zt >> 2] = q[(xt + 32) >> 2] q[(zt + 4) >> 2] = Ct zt = q[(xt + 28) >> 2] q[yt >> 2] = q[(xt + 24) >> 2] q[(yt + 4) >> 2] = zt yt = q[(xt + 20) >> 2] Ct = yt zt = q[(xt + 16) >> 2] q[At >> 2] = zt q[(At + 4) >> 2] = yt yt = q[(xt + 12) >> 2] xt = q[(xt + 8) >> 2] q[Bt >> 2] = xt q[(Bt + 4) >> 2] = yt Bt = (xt - zt) | 0 Dt = q[(Et + 12) >> 2] yt = (yt - (((xt >>> 0 < zt >>> 0) + Ct) | 0)) | 0 xt = q[(Et + 8) >> 2] if ((((Dt | 0) == (yt | 0)) & (xt >>> 0 <= Bt >>> 0)) | (Dt >>> 0 < yt >>> 0)) { break d } } At = 0 break a } At = (Ct + Dt) | 0 zt = (xt + zt) | 0 if (zt >>> 0 < xt >>> 0) { At = (At + 1) | 0 } q[(a + 16) >> 2] = zt q[(a + 20) >> 2] = At break c } At = 0 if (!bh((a + 80) | 0, a)) { break a } } At = 0 if (!Ai(a)) { break a } xt = q[(a + 4) >> 2] q[wt >> 2] = q[a >> 2] q[(wt + 4) >> 2] = xt xt = q[(a + 36) >> 2] q[(wt + 32) >> 2] = q[(a + 32) >> 2] q[(wt + 36) >> 2] = xt xt = q[(a + 28) >> 2] q[(wt + 24) >> 2] = q[(a + 24) >> 2] q[(wt + 28) >> 2] = xt xt = q[(a + 20) >> 2] q[(wt + 16) >> 2] = q[(a + 16) >> 2] q[(wt + 20) >> 2] = xt xt = q[(a + 12) >> 2] q[(wt + 8) >> 2] = q[(a + 8) >> 2] q[(wt + 12) >> 2] = xt xt = q[(a + 144) >> 2] xt = s[((n[q[(q[xt >> 2] + 32) >> 2]](xt) | 0) + 36) >> 1] e: { if ((((xt << 24) | ((xt << 8) & 16711680)) >>> 16) >>> 0 <= 513) { xt = q[(a + 144) >> 2] f: { if (r[((n[q[(q[xt >> 2] + 32) >> 2]](xt) | 0) + 36) | 0] <= 1) { yt = q[(wt + 12) >> 2] xt = q[(wt + 20) >> 2] Bt = q[(wt + 16) >> 2] zt = (Bt + 4) | 0 if (zt >>> 0 < 4) { xt = (xt + 1) | 0 } Ct = zt zt = xt if ((yt | 0) < (xt | 0) ? 1 : (yt | 0) <= (xt | 0) ? (t[(wt + 8) >> 2] >= Ct >>> 0 ? 0 : 1) : 0) { break a } xt = (Bt + q[wt >> 2]) | 0 yt = r[xt | 0] | (r[(xt + 1) | 0] << 8) | ((r[(xt + 2) | 0] << 16) | (r[(xt + 3) | 0] << 24)) q[(Et + 8) >> 2] = yt q[(wt + 16) >> 2] = Ct q[(wt + 20) >> 2] = zt break f } if (!oi(1, (Et + 8) | 0, wt)) { break a } yt = q[(Et + 8) >> 2] } xt = q[(a + 152) >> 2] if (yt >>> 0 >= xt >>> 0) { break a } Bt = q[(wt + 16) >> 2] yt = q[(wt + 12) >> 2] zt = q[(wt + 20) >> 2] if ((yt | 0) < (zt | 0) ? 1 : (yt | 0) <= (zt | 0) ? (t[(wt + 8) >> 2] > Bt >>> 0 ? 0 : 1) : 0) { break a } Ct = r[(Bt + q[wt >> 2]) | 0] Bt = (Bt + 1) | 0 if (Bt >>> 0 < 1) { zt = (zt + 1) | 0 } yt = wt q[(yt + 16) >> 2] = Bt q[(yt + 20) >> 2] = zt if (Ct) { break a } q[(a + 176) >> 2] = 2 q[(a + 180) >> 2] = 7 break e } q[(a + 176) >> 2] = 2 q[(a + 180) >> 2] = 7 xt = q[(a + 152) >> 2] } if ((xt | 0) < 0) { break a } q[(Et + 8) >> 2] = 0 At = 2 Bt = q[(a + 156) >> 2] yt = (q[(a + 160) >> 2] - Bt) >> 2 g: { if (xt >>> 0 > yt >>> 0) { Ad((a + 156) | 0, (xt - yt) | 0, (Et + 8) | 0) At = q[(a + 176) >> 2] zt = q[(a + 180) >> 2] break g } zt = 7 if (xt >>> 0 >= yt >>> 0) { break g } q[(a + 160) >> 2] = Bt + (xt << 2) } Bt = (a + 184) | 0 zt = (((zt - At) | 0) + 1) | 0 At = (a + 188) | 0 xt = q[At >> 2] Ct = q[(a + 184) >> 2] yt = (((xt - Ct) | 0) / 12) | 0 h: { if (zt >>> 0 > yt >>> 0) { Ni(Bt, (zt - yt) | 0) zt = q[At >> 2] break h } if (zt >>> 0 >= yt >>> 0) { zt = xt break h } zt = (Ct + w(zt, 12)) | 0 if ((zt | 0) != (xt | 0)) { while (1) { yt = (xt + -12) | 0 At = q[yt >> 2] if (At) { q[(xt + -8) >> 2] = At An(At) } xt = yt if ((xt | 0) != (zt | 0)) { continue } break } } q[(a + 188) >> 2] = zt } Ct = (a + 196) | 0 xt = q[(a + 184) >> 2] yt = (((zt - xt) | 0) / 12) | 0 Dt = q[(a + 196) >> 2] At = (q[(a + 200) >> 2] - Dt) >> 2 i: { if (yt >>> 0 > At >>> 0) { Fa(Ct, (yt - At) | 0) zt = q[(a + 188) >> 2] xt = q[(a + 184) >> 2] break i } if (yt >>> 0 >= At >>> 0) { break i } q[(a + 200) >> 2] = Dt + (yt << 2) } At = 1 if ((xt | 0) == (zt | 0)) { break a } xt = 0 It = (a + 188) | 0 while (1) { oi(1, (Et + 8) | 0, wt) zt = q[(Et + 8) >> 2] if (zt) { yt = q[Bt >> 2] Ft = w(xt, 12) At = (yt + Ft) | 0 Gt = (At + 4) | 0 Ht = q[At >> 2] Dt = (q[Gt >> 2] - Ht) >> 2 j: { if (zt >>> 0 > Dt >>> 0) { Fa(At, (zt - Dt) | 0) yt = q[Bt >> 2] break j } if (zt >>> 0 >= Dt >>> 0) { break j } q[Gt >> 2] = (zt << 2) + Ht } qh(zt, 1, wt, q[(yt + Ft) >> 2]) q[(q[Ct >> 2] + (xt << 2)) >> 2] = zt } At = 1 xt = (xt + 1) | 0 if (xt >>> 0 < (((q[It >> 2] - q[(a + 184) >> 2]) | 0) / 12) >>> 0) { continue } break } } T = (Et + 16) | 0 return At } function Mi(a, b) { var c = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i = 0, j = 0, k = 0, l = 0, m = 0, n = 0, p = 0, u = 0, v = 0, x = 0, y = 0, z = 0, A = 0, B = 0, C = 0, D = 0, E = 0, G = 0, H = 0, I = 0 g = (T - 96) | 0 T = g q[(g + 72) >> 2] = 0 q[(g + 64) >> 2] = 0 q[(g + 68) >> 2] = 0 q[(g + 48) >> 2] = 0 q[(g + 52) >> 2] = 0 q[(g + 40) >> 2] = 0 q[(g + 44) >> 2] = 0 q[(g + 56) >> 2] = 1065353216 q[(g + 32) >> 2] = 0 q[(g + 24) >> 2] = 0 q[(g + 28) >> 2] = 0 C = q[(a + 124) >> 2] a: { b: { c: { if ((b | 0) >= 1) { A = (a + 232) | 0 B = (a + 8) | 0 D = (a + 40) | 0 G = (a + 388) | 0 E = q[(a + 216) >> 2] != q[(a + 220) >> 2] while (1) { h = Oi(A) d: { if (!h) { d = q[(g + 68) >> 2] if ((d | 0) == q[(g + 64) >> 2]) { e = -1 break c } n = -1 u = q[B >> 2] i = q[(u + 24) >> 2] f = i h = (d + -4) | 0 v = q[h >> 2] c = -1 e: { if ((v | 0) == -1) { break e } e = (v + 1) | 0 e = (e >>> 0) % 3 | 0 ? e : (v + -2) | 0 c = -1 if ((e | 0) == -1) { break e } c = q[(q[u >> 2] + (e << 2)) >> 2] } f = q[(f + (c << 2)) >> 2] if ((f | 0) != -1) { e = (f + 1) | 0 n = (e >>> 0) % 3 | 0 ? e : (f + -2) | 0 } f = q[(u + 12) >> 2] x = w(j, 3) e = (x + 1) | 0 q[(f + (v << 2)) >> 2] = e e = e << 2 q[(e + f) >> 2] = v y = (x + 2) | 0 q[(f + (n << 2)) >> 2] = y k = y << 2 q[(k + f) >> 2] = n p = q[u >> 2] q[(p + (x << 2)) >> 2] = c m = (e + p) | 0 f = -1 f: { if ((n | 0) == -1) { break f } e = (n + 1) | 0 e = (e >>> 0) % 3 | 0 ? e : (n + -2) | 0 f = -1 if ((e | 0) == -1) { break f } f = q[(p + (e << 2)) >> 2] } q[m >> 2] = f g: { h: { if ((v | 0) != -1) { e = (v + ((v >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((e | 0) != -1) { break h } } q[(k + p) >> 2] = -1 break g } e = q[(p + (e << 2)) >> 2] q[(k + p) >> 2] = e if ((e | 0) == -1) { break g } q[(i + (e << 2)) >> 2] = y } f = (q[(a + 120) >> 2] + ((c >>> 3) & 536870908)) | 0 e = q[f >> 2] ;(H = f), (I = eo(c) & e), (q[H >> 2] = I) q[h >> 2] = x c = 0 break d } e = -1 d = (h + -1) | 0 if (d >>> 0 > 6) { break c } i: { j: { k: { l: { switch ((d - 1) | 0) { case 1: case 3: f = q[(g + 68) >> 2] if ((f | 0) == q[(g + 64) >> 2]) { break c } e = q[B >> 2] c = q[(e + 12) >> 2] y = w(j, 3) i = (h | 0) == 5 h = (y + (i ? 2 : 1)) | 0 d = h << 2 p = q[(f + -4) >> 2] q[(c + d) >> 2] = p q[(c + (p << 2)) >> 2] = h f = (e + 24) | 0 m = q[(e + 32) >> 2] e = (e + 28) | 0 c = q[e >> 2] m: { if ((m | 0) != (c | 0)) { q[c >> 2] = -1 u = (c + 4) | 0 q[e >> 2] = u break m } zi(f, 11312) u = q[e >> 2] } e = -1 c = q[B >> 2] k = q[(c + 24) >> 2] if ((q[(c + 28) >> 2] - k) >> 2 > (C | 0)) { break c } e = (y + 2) | 0 x = q[c >> 2] m = (x + d) | 0 c = (u - q[f >> 2]) | 0 d = ((c >> 2) + -1) | 0 q[m >> 2] = d if (c) { q[(k + (d << 2)) >> 2] = h } e = i ? y : e f = (x + ((i + y) << 2)) | 0 n: { o: { p: { if ((p | 0) != -1) { d = (p + ((p >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((d | 0) == -1) { break p } d = q[(x + (d << 2)) >> 2] q[(x + (e << 2)) >> 2] = d if ((d | 0) == -1) { break o } q[(k + (d << 2)) >> 2] = e break o } q[(x + (e << 2)) >> 2] = -1 c = -1 break n } q[(x + (e << 2)) >> 2] = -1 } d = (p + 1) | 0 d = (d >>> 0) % 3 | 0 ? d : (p + -2) | 0 c = -1 if ((d | 0) == -1) { break n } c = q[(x + (d << 2)) >> 2] } q[f >> 2] = c d = q[(g + 68) >> 2] q[(d + -4) >> 2] = y break k default: d = q[(g + 68) >> 2] u = q[(g + 64) >> 2] if ((d | 0) == (u | 0)) { break c } c = (d + -4) | 0 z = q[c >> 2] q[(g + 68) >> 2] = c k = q[(g + 44) >> 2] q: { if (!k) { d = c break q } i = co(k) >>> 0 > 1 r: { if (!i) { f = (k + 2147483647) & j break r } f = j if (f >>> 0 < k >>> 0) { break r } f = (j >>> 0) % (k >>> 0) | 0 } h = q[(q[(g + 40) >> 2] + (f << 2)) >> 2] if (!h) { d = c break q } l = q[h >> 2] if (!l) { d = c break q } h = (k + -1) | 0 s: { while (1) { n = q[(l + 4) >> 2] t: { if ((j | 0) != (n | 0)) { u: { if (!i) { n = h & n break u } if (n >>> 0 < k >>> 0) { break u } n = (n >>> 0) % (k >>> 0) | 0 } if ((f | 0) == (n | 0)) { break t } d = c break q } if (q[(l + 8) >> 2] == (j | 0)) { break s } } l = q[l >> 2] if (l) { continue } break } d = c break q } f = (l + 12) | 0 if ((c | 0) != q[(g + 72) >> 2]) { q[c >> 2] = q[f >> 2] q[(g + 68) >> 2] = d break q } zi((g - -64) | 0, f) d = q[(g + 68) >> 2] u = q[(g + 64) >> 2] } if ((d | 0) == (u | 0)) { break c } p = q[(d + -4) >> 2] f = (p | 0) == -1 v = q[B >> 2] if (q[(q[(v + 12) >> 2] + (p << 2)) >> 2] != -1 ? !f : 0) { break c } i = (z | 0) == -1 k = (v + 12) | 0 h = q[k >> 2] if (q[(h + (z << 2)) >> 2] != -1 ? !i : 0) { break c } x = w(j, 3) y = (x + 2) | 0 q[(h + (p << 2)) >> 2] = y u = y << 2 q[(u + h) >> 2] = p c = (x + 1) | 0 q[(h + (z << 2)) >> 2] = c m = h h = c << 2 q[(m + h) >> 2] = z if (f) { break j } n = -1 m = q[v >> 2] f = (m + (x << 2)) | 0 c = (p + ((p >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((c | 0) != -1) { n = q[((c << 2) + m) >> 2] } q[f >> 2] = n c = (p + 1) | 0 c = (c >>> 0) % 3 | 0 ? c : (p + -2) | 0 if ((c | 0) == -1) { break i } e = q[((c << 2) + m) >> 2] break i case 5: break l case 0: case 2: case 4: break c } } q[g >> 2] = w(j, 3) d = q[B >> 2] f = (d + 24) | 0 i = q[(d + 32) >> 2] c = (d + 28) | 0 d = q[c >> 2] v: { if ((i | 0) != (d | 0)) { q[d >> 2] = -1 m = (d + 4) | 0 q[c >> 2] = m break v } zi(f, 11312) m = q[c >> 2] } u = q[B >> 2] n = q[u >> 2] d = q[g >> 2] k = (m - q[f >> 2]) | 0 y = k >> 2 c = (y + -1) | 0 q[(n + (d << 2)) >> 2] = c d = (d + 1) | 0 i = (u + 24) | 0 h = (u + 28) | 0 f = q[h >> 2] w: { if ((f | 0) != q[(u + 32) >> 2]) { q[f >> 2] = -1 m = (f + 4) | 0 q[h >> 2] = m break w } zi(i, 11312) m = q[h >> 2] n = q[u >> 2] } q[((d << 2) + n) >> 2] = ((m - q[i >> 2]) >> 2) + -1 d = (q[g >> 2] + 2) | 0 i = q[B >> 2] f = (i + 28) | 0 h = q[f >> 2] x: { if ((h | 0) != q[(i + 32) >> 2]) { q[h >> 2] = -1 n = (h + 4) | 0 q[f >> 2] = n break x } zi((i + 24) | 0, 11312) n = q[f >> 2] } q[(q[i >> 2] + (d << 2)) >> 2] = ((n - q[(i + 24) >> 2]) >> 2) + -1 d = q[B >> 2] f = q[(d + 24) >> 2] if ((q[(d + 28) >> 2] - f) >> 2 > (C | 0)) { break c } d = q[g >> 2] y: { z: { if (!k) { e = 1 q[(f + (y << 2)) >> 2] = d + 1 break z } q[(f + (c << 2)) >> 2] = d e = 0 if ((k | 0) == -4) { break z } q[(f + (y << 2)) >> 2] = q[g >> 2] + 1 e = (y + 1) | 0 if ((e | 0) == -1) { break y } } q[(f + (e << 2)) >> 2] = q[g >> 2] + 2 } d = q[(g + 68) >> 2] if ((d | 0) != q[(g + 72) >> 2]) { q[d >> 2] = q[g >> 2] d = (d + 4) | 0 q[(g + 68) >> 2] = d break k } zi((g - -64) | 0, g) d = q[(g + 68) >> 2] } c = 1 break d } n = -1 m = q[v >> 2] q[(m + (x << 2)) >> 2] = -1 } q[(h + m) >> 2] = e A: { B: { C: { if (!i) { c = (z + ((z >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((c | 0) == -1) { break C } c = q[((c << 2) + m) >> 2] q[(u + m) >> 2] = c if ((c | 0) == -1) { break B } q[(q[(v + 24) >> 2] + (c << 2)) >> 2] = y break B } q[(u + m) >> 2] = -1 l = -1 e = -1 break A } q[(u + m) >> 2] = -1 } l = -1 c = (z + 1) | 0 c = (c >>> 0) % 3 | 0 ? c : (z + -2) | 0 e = -1 if ((c | 0) == -1) { break A } l = q[((c << 2) + m) >> 2] e = c } q[g >> 2] = l h = q[G >> 2] f = n << 2 c = (h + f) | 0 q[c >> 2] = q[c >> 2] + q[(h + (l << 2)) >> 2] h = q[(v + 24) >> 2] if ((n | 0) != -1) { q[(f + h) >> 2] = q[(h + (q[g >> 2] << 2)) >> 2] } D: { if ((e | 0) == -1) { break D } f = q[v >> 2] while (1) { q[(f + (e << 2)) >> 2] = n c = (e + 1) | 0 c = (c >>> 0) % 3 | 0 ? c : (e + -2) | 0 if ((c | 0) == -1) { break D } e = q[(q[k >> 2] + (c << 2)) >> 2] if ((e | 0) == -1) { break D } c = (e + 1) | 0 e = (c >>> 0) % 3 | 0 ? c : (e + -2) | 0 if ((e | 0) != -1) { continue } break } } q[(h + (q[g >> 2] << 2)) >> 2] = -1 E: { if (E) { break E } c = q[(g + 28) >> 2] if ((c | 0) != q[(g + 32) >> 2]) { q[c >> 2] = q[g >> 2] q[(g + 28) >> 2] = c + 4 break E } zi((g + 24) | 0, g) d = q[(g + 68) >> 2] } q[(d + -4) >> 2] = x c = 0 } Pi(A, q[(d + -4) >> 2]) F: { if (!c) { break F } d = q[D >> 2] if ((d | 0) == q[(a + 36) >> 2]) { break F } h = ((j ^ -1) + b) | 0 while (1) { e = -1 c = q[(d + -8) >> 2] if (c >>> 0 > h >>> 0) { break c } if ((c | 0) != (h | 0)) { break F } c = r[(d + -4) | 0] d = (d + -12) | 0 f = q[d >> 2] q[D >> 2] = d if ((f | 0) < 0) { break c } e = q[(q[(g + 68) >> 2] + -4) >> 2] q[(g + 20) >> 2] = (f ^ -1) + b q[(g + 88) >> 2] = g + 20 Bi(g, (g + 40) | 0, (g + 20) | 0, (g + 88) | 0) f = q[g >> 2] G: { if (c & 1) { c = -1 if ((e | 0) == -1) { break G } d = (e + 1) | 0 c = (d >>> 0) % 3 | 0 ? d : (e + -2) | 0 break G } c = -1 if ((e | 0) == -1) { break G } c = (e + -1) | 0 if ((e >>> 0) % 3) { break G } c = (e + 2) | 0 } q[(f + 12) >> 2] = c d = q[D >> 2] if ((d | 0) != q[(a + 36) >> 2]) { continue } break } } j = (j + 1) | 0 if ((j | 0) != (b | 0)) { continue } break } h = b } e = -1 l = q[(a + 8) >> 2] if ((q[(l + 28) >> 2] - q[(l + 24) >> 2]) >> 2 > (C | 0)) { break c } d = q[(g + 68) >> 2] if ((d | 0) != q[(g + 64) >> 2]) { C = (a + 72) | 0 b = (a + 60) | 0 y = (a + 312) | 0 G = (a + 352) | 0 E = (a + 8) | 0 D = (a + 68) | 0 x = (a + 80) | 0 v = (a + 76) | 0 while (1) { c = (d + -4) | 0 d = q[c >> 2] q[(g + 68) >> 2] = c q[g >> 2] = d H: { I: { J: { K: { if (s[(a + 270) >> 1] <= 513) { if (!r[(a + 364) | 0]) { break J } c = q[(a + 360) >> 2] d = (q[G >> 2] + (c >>> 3)) | 0 if (d >>> 0 >= t[(a + 356) >> 2]) { break I } d = r[d | 0] q[(a + 360) >> 2] = c + 1 c = (d >>> (c & 7)) & 1 break K } c = dh(y) } if (!c) { break I } } k = q[E >> 2] z = q[k >> 2] if ((h | 0) >= (((((q[(k + 4) >> 2] - z) >> 2) >>> 0) / 3) | 0)) { break c } j = -1 l = -1 i = q[(k + 24) >> 2] f = i A = q[g >> 2] d = -1 L: { if ((A | 0) == -1) { break L } c = (A + 1) | 0 c = (c >>> 0) % 3 | 0 ? c : (A + -2) | 0 d = -1 if ((c | 0) == -1) { break L } d = q[(z + (c << 2)) >> 2] } f = q[(f + (d << 2)) >> 2] M: { if ((f | 0) == -1) { break M } c = (f + 1) | 0 c = (c >>> 0) % 3 | 0 ? c : (f + -2) | 0 if ((c | 0) == -1) { break M } j = (c + 1) | 0 j = (j >>> 0) % 3 | 0 ? j : (c + -2) | 0 if ((j | 0) != -1) { l = q[(z + (j << 2)) >> 2] } j = c } p = -1 m = -1 i = q[(i + (l << 2)) >> 2] f = -1 N: { if ((i | 0) == -1) { break N } c = (i + 1) | 0 c = (c >>> 0) % 3 | 0 ? c : (i + -2) | 0 f = -1 if ((c | 0) == -1) { break N } f = (c + 1) | 0 f = (f >>> 0) % 3 | 0 ? f : (c + -2) | 0 if ((f | 0) != -1) { m = q[(z + (f << 2)) >> 2] } f = c } c = w(h, 3) q[(g + 88) >> 2] = c i = q[(k + 12) >> 2] q[(i + (c << 2)) >> 2] = A q[(i + (A << 2)) >> 2] = c c = (q[(g + 88) >> 2] + 1) | 0 q[(i + (c << 2)) >> 2] = j q[(i + (j << 2)) >> 2] = c c = (q[(g + 88) >> 2] + 2) | 0 q[(i + (c << 2)) >> 2] = f q[(i + (f << 2)) >> 2] = c c = q[(g + 88) >> 2] q[(z + (c << 2)) >> 2] = l u = (c + 1) | 0 k = (z + (u << 2)) | 0 q[k >> 2] = m i = (c + 2) | 0 f = (z + (i << 2)) | 0 q[f >> 2] = d A = q[(a + 120) >> 2] j = u >>> 0 < c >>> 0 ? -1 : l c = (A + ((j >>> 3) & 536870908)) | 0 d = q[c >> 2] ;(H = c), (I = eo(j) & d), (q[H >> 2] = I) p = (u | 0) != -1 ? q[k >> 2] : p c = (A + ((p >>> 3) & 536870908)) | 0 d = q[c >> 2] ;(H = c), (I = eo(p) & d), (q[H >> 2] = I) d = -1 d = (i | 0) != -1 ? q[f >> 2] : d j = (A + ((d >>> 3) & 536870908)) | 0 c = q[j >> 2] ;(H = j), (I = eo(d) & c), (q[H >> 2] = I) d = q[(a + 64) >> 2] f = q[D >> 2] if ((d | 0) == f << 5) { if (((d + 1) | 0) <= -1) { break a } c = b if (d >>> 0 <= 1073741822) { j = (d + 32) & -32 d = f << 6 d = d >>> 0 < j >>> 0 ? j : d } else { d = 2147483647 } cb(c, d) d = q[(a + 64) >> 2] } h = (h + 1) | 0 q[(a + 64) >> 2] = d + 1 c = (q[(a + 60) >> 2] + ((d >>> 3) & 536870908)) | 0 q[c >> 2] = q[c >> 2] | (1 << (d & 31)) d = q[v >> 2] if ((d | 0) != q[x >> 2]) { q[d >> 2] = q[(g + 88) >> 2] q[v >> 2] = d + 4 break H } zi(C, (g + 88) | 0) break H } d = q[(a + 64) >> 2] f = q[D >> 2] if ((d | 0) == f << 5) { if (((d + 1) | 0) <= -1) { break a } c = b if (d >>> 0 <= 1073741822) { j = (d + 32) & -32 d = f << 6 d = d >>> 0 < j >>> 0 ? j : d } else { d = 2147483647 } cb(c, d) d = q[(a + 64) >> 2] } q[(a + 64) >> 2] = d + 1 j = (q[(a + 60) >> 2] + ((d >>> 3) & 536870908)) | 0 c = q[j >> 2] ;(H = j), (I = eo(d) & c), (q[H >> 2] = I) d = q[v >> 2] if ((d | 0) != q[x >> 2]) { q[d >> 2] = q[g >> 2] q[v >> 2] = d + 4 break H } zi(C, g) } d = q[(g + 68) >> 2] if ((d | 0) != q[(g + 64) >> 2]) { continue } break } l = q[(a + 8) >> 2] } if ((((((q[(l + 4) >> 2] - q[l >> 2]) >> 2) >>> 0) / 3) | 0) != (h | 0)) { break c } e = (q[(l + 28) >> 2] - q[(l + 24) >> 2]) >> 2 b = q[(g + 24) >> 2] i = q[(g + 28) >> 2] if ((b | 0) == (i | 0)) { break b } f = (a + 8) | 0 while (1) { k = q[b >> 2] h = q[(l + 24) >> 2] d = (e + -1) | 0 O: { if (q[(h + (d << 2)) >> 2] != -1) { j = e break O } h = q[(l + 24) >> 2] while (1) { d = (e + -2) | 0 j = (e + -1) | 0 e = j if (q[((d << 2) + h) >> 2] == -1) { continue } break } } if (d >>> 0 >= k >>> 0) { q[g >> 2] = l c = d << 2 e = q[(c + h) >> 2] o[(g + 12) | 0] = 1 q[(g + 8) >> 2] = e q[(g + 4) >> 2] = e if ((e | 0) != -1) { while (1) { q[(q[l >> 2] + (e << 2)) >> 2] = k lg(g) l = q[f >> 2] e = q[(g + 8) >> 2] if ((e | 0) != -1) { continue } break } } e = c c = q[(l + 24) >> 2] e = (e + c) | 0 if ((k | 0) != -1) { q[(c + (k << 2)) >> 2] = q[e >> 2] } q[e >> 2] = -1 E = 1 << (k & 31) e = q[(a + 120) >> 2] k = (e + ((k >>> 3) & 536870908)) | 0 c = k h = (e + ((d >>> 3) & 536870908)) | 0 d = 1 << (d & 31) e = E | q[k >> 2] P: { if (q[h >> 2] & d) { break P } e = q[k >> 2] & (E ^ -1) } q[c >> 2] = e q[h >> 2] = q[h >> 2] & (d ^ -1) j = (j + -1) | 0 } e = j b = (b + 4) | 0 if ((i | 0) != (b | 0)) { continue } break } } b = q[(g + 24) >> 2] } if (b) { q[(g + 28) >> 2] = b An(b) } d = q[(g + 48) >> 2] if (d) { while (1) { a = q[d >> 2] An(d) d = a if (d) { continue } break } } a = q[(g + 40) >> 2] q[(g + 40) >> 2] = 0 if (a) { An(a) } a = q[(g + 64) >> 2] if (a) { q[(g + 68) >> 2] = a An(a) } T = (g + 96) | 0 return e } bn() F() } function Ni(a, b) { var o = 0, r = 0, s = 0, t = 0, J = 0, K = 0, L = 0, M = 0, N = 0 s = q[(a + 8) >> 2] t = (a + 4) | 0 o = q[t >> 2] if ((((s - o) | 0) / 12) >>> 0 >= b >>> 0) { a = w(b, 12) ;(M = t), (N = (Dn(o, 0, a) + a) | 0), (q[M >> 2] = N) return } a: { t = q[a >> 2] r = (((o - t) | 0) / 12) | 0 J = (r + b) | 0 if (J >>> 0 < 357913942) { L = w(r, 12) s = (((s - t) | 0) / 12) | 0 r = s << 1 r = s >>> 0 < 178956970 ? (r >>> 0 < J >>> 0 ? J : r) : 357913941 if (r) { if (r >>> 0 >= 357913942) { break a } K = Mm(w(r, 12)) } s = (K + L) | 0 Dn(s, 0, w(b, 12)) b = (w(J, 12) + K) | 0 J = (w(r, 12) + K) | 0 if ((o | 0) != (t | 0)) { while (1) { s = (s + -12) | 0 q[s >> 2] = 0 q[(s + 4) >> 2] = 0 r = (s + 8) | 0 q[r >> 2] = 0 o = (o + -12) | 0 q[s >> 2] = q[o >> 2] q[(s + 4) >> 2] = q[(o + 4) >> 2] K = r r = (o + 8) | 0 q[K >> 2] = q[r >> 2] q[r >> 2] = 0 q[o >> 2] = 0 q[(o + 4) >> 2] = 0 if ((o | 0) != (t | 0)) { continue } break } t = q[a >> 2] o = q[(a + 4) >> 2] } q[a >> 2] = s q[(a + 8) >> 2] = J q[(a + 4) >> 2] = b if ((o | 0) != (t | 0)) { while (1) { a = (o + -12) | 0 b = q[a >> 2] if (b) { q[(o + -8) >> 2] = b An(b) } o = a if ((o | 0) != (t | 0)) { continue } break } } if (t) { An(t) } return } bn() F() } ab(12024) F() } function Oi(a) { var b = 0, F = 0, O = 0, P = 0, Q = 0, R = 0, S = 0 b = q[(a + 172) >> 2] if ((b | 0) != -1) { F = (q[(a + 196) >> 2] + (b << 2)) | 0 O = q[F >> 2] b = (O + -1) | 0 q[F >> 2] = b if ((O | 0) < 1) { return 9 } F = a a = q[((q[(q[(q[(a + 184) >> 2] + w(q[(a + 172) >> 2], 12)) >> 2] + (b << 2)) >> 2] << 2) + 12096) >> 2] q[(F + 168) >> 2] = a return a } b = 7 F = q[(a + 144) >> 2] F = s[((n[q[(q[F >> 2] + 32) >> 2]](F) | 0) + 36) >> 1] a: { if ((((F << 24) | ((F << 8) & 16711680)) >>> 16) >>> 0 > 513) { break a } if (!r[(a + 76) | 0]) { q[(a + 168) >> 2] = 1 return 1 } b = 0 Q = q[(a - -64) >> 2] O = q[(a + 72) >> 2] F = (Q + (O >>> 3)) | 0 R = q[(a + 68) >> 2] if (F >>> 0 >= R >>> 0) { break a } P = r[F | 0] F = (O + 1) | 0 q[(a + 72) >> 2] = F if (!((P >>> (O & 7)) & 1)) { break a } P = F >>> 3 b = (Q + P) | 0 b: { if (b >>> 0 >= R >>> 0) { b = F F = 0 break b } S = r[b | 0] b = (O + 2) | 0 q[(a + 72) >> 2] = b P = b >>> 3 F = (S >>> (F & 7)) & 1 } O = (P + Q) | 0 if (O >>> 0 < R >>> 0) { O = r[O | 0] q[(a + 72) >> 2] = b + 1 b = ((O >>> (b & 7)) << 1) & 2 } else { b = 0 } b = ((F | b) << 1) | 1 } q[(a + 168) >> 2] = b return b } function Pi(a, w) { var T = 0, U = 0, V = 0, W = 0, X = 0 W = -1 U = -1 a: { if ((w | 0) == -1) { break a } U = (w + 1) | 0 W = (U >>> 0) % 3 | 0 ? U : (w + -2) | 0 U = (w + -1) | 0 if ((w >>> 0) % 3) { break a } U = (w + 2) | 0 } T = q[(a + 168) >> 2] b: { if (T >>> 0 > 7) { break b } c: { d: { switch ((T - 2) | 0) { default: T = q[(a + 148) >> 2] V = 1 w = q[(a + 156) >> 2] X = (w + (((W | 0) != -1 ? q[(q[T >> 2] + (W << 2)) >> 2] : -1) << 2)) | 0 q[X >> 2] = q[X >> 2] + 1 w = ((((U | 0) != -1 ? q[(q[T >> 2] + (U << 2)) >> 2] : -1) << 2) + w) | 0 break c case 3: V = q[(a + 148) >> 2] T = -1 T = ((w | 0) != -1 ? q[(q[V >> 2] + (w << 2)) >> 2] : T) << 2 w = q[(a + 156) >> 2] T = (T + w) | 0 q[T >> 2] = q[T >> 2] + 1 T = ((((W | 0) != -1 ? q[(q[V >> 2] + (W << 2)) >> 2] : -1) << 2) + w) | 0 q[T >> 2] = q[T >> 2] + 1 T = -1 T = (U | 0) != -1 ? q[(q[V >> 2] + (U << 2)) >> 2] : T V = 2 w = (w + (T << 2)) | 0 break c case 1: V = q[(a + 148) >> 2] T = -1 T = ((w | 0) != -1 ? q[(q[V >> 2] + (w << 2)) >> 2] : T) << 2 w = q[(a + 156) >> 2] T = (T + w) | 0 q[T >> 2] = q[T >> 2] + 1 T = ((((W | 0) != -1 ? q[(q[V >> 2] + (W << 2)) >> 2] : -1) << 2) + w) | 0 q[T >> 2] = q[T >> 2] + 2 w = ((((U | 0) != -1 ? q[(q[V >> 2] + (U << 2)) >> 2] : -1) << 2) + w) | 0 V = 1 break c case 0: case 2: case 4: break b case 5: break d } } V = q[(a + 148) >> 2] T = -1 T = ((w | 0) != -1 ? q[(q[V >> 2] + (w << 2)) >> 2] : T) << 2 w = q[(a + 156) >> 2] T = (T + w) | 0 q[T >> 2] = q[T >> 2] + 2 T = ((((W | 0) != -1 ? q[(q[V >> 2] + (W << 2)) >> 2] : -1) << 2) + w) | 0 q[T >> 2] = q[T >> 2] + 2 T = -1 T = (U | 0) != -1 ? q[(q[V >> 2] + (U << 2)) >> 2] : T V = 2 w = (w + (T << 2)) | 0 } q[w >> 2] = q[w >> 2] + V } T = -1 T = (W | 0) != -1 ? q[(q[q[(a + 148) >> 2] >> 2] + (W << 2)) >> 2] : T W = q[(a + 176) >> 2] w = W U = a T = q[(q[(a + 156) >> 2] + (T << 2)) >> 2] if ((T | 0) >= (w | 0)) { a = q[(a + 180) >> 2] w = (T | 0) > (a | 0) ? a : T } q[(U + 172) >> 2] = w - W } function Qi(a) { a = a | 0 var w = 0, Y = 0, Z = 0, _ = 0, $ = 0 q[a >> 2] = 11272 w = (a + 368) | 0 Z = q[w >> 2] q[w >> 2] = 0 if (Z) { Y = (Z + -4) | 0 w = q[Y >> 2] if (w) { w = (Z + (w << 4)) | 0 while (1) { w = (w + -16) | 0 if ((Z | 0) != (w | 0)) { continue } break } } An(Y) } Z = q[(a + 216) >> 2] if (Z) { $ = (a + 220) | 0 w = q[$ >> 2] Y = Z a: { if ((Z | 0) == (w | 0)) { break a } while (1) { Y = q[(w + -12) >> 2] if (Y) { q[(w + -8) >> 2] = Y An(Y) } Y = q[(w + -28) >> 2] if (Y) { q[(w + -24) >> 2] = Y An(Y) } Y = (w + -144) | 0 _ = q[(w + -40) >> 2] if (_) { q[(w + -36) >> 2] = _ An(_) } pi((w + -140) | 0) w = Y if ((Z | 0) != (w | 0)) { continue } break } Y = q[(a + 216) >> 2] } q[$ >> 2] = Z An(Y) } w = q[(a + 196) >> 2] if (w) { q[(a + 200) >> 2] = w An(w) } w = q[(a + 184) >> 2] if (w) { q[(a + 188) >> 2] = w An(w) } w = q[(a + 172) >> 2] if (w) { q[(a + 176) >> 2] = w An(w) } w = q[(a + 160) >> 2] if (w) { q[(a + 164) >> 2] = w An(w) } w = q[(a + 144) >> 2] if (w) { while (1) { Z = q[w >> 2] An(w) w = Z if (w) { continue } break } } Z = (a + 136) | 0 w = q[Z >> 2] q[Z >> 2] = 0 if (w) { An(w) } w = q[(a + 120) >> 2] if (w) { An(w) } w = q[(a + 108) >> 2] if (w) { An(w) } w = q[(a + 96) >> 2] if (w) { An(w) } w = q[(a + 72) >> 2] if (w) { q[(a + 76) >> 2] = w An(w) } w = q[(a + 60) >> 2] if (w) { An(w) } w = q[(a + 48) >> 2] if (w) { q[(a + 52) >> 2] = w An(w) } w = q[(a + 36) >> 2] if (w) { q[(a + 40) >> 2] = w An(w) } w = q[(a + 24) >> 2] if (w) { q[(a + 28) >> 2] = w An(w) } w = q[(a + 12) >> 2] if (w) { q[(a + 16) >> 2] = w An(w) } w = q[(a + 8) >> 2] q[(a + 8) >> 2] = 0 if (w) { wa((a + 8) | 0, w) } return a | 0 } function Ri(a) { a = a | 0 An(Qi(a)) } function Si(a) { a = a | 0 var aa = 0, ba = 0, ca = 0, da = 0, ea = 0 q[a >> 2] = 11324 aa = q[(a + 388) >> 2] if (aa) { q[(a + 392) >> 2] = aa An(aa) } aa = (a + 368) | 0 ca = q[aa >> 2] q[aa >> 2] = 0 if (ca) { ba = (ca + -4) | 0 aa = q[ba >> 2] if (aa) { aa = (ca + (aa << 4)) | 0 while (1) { aa = (aa + -16) | 0 if ((ca | 0) != (aa | 0)) { continue } break } } An(ba) } ca = q[(a + 216) >> 2] if (ca) { ea = (a + 220) | 0 aa = q[ea >> 2] ba = ca a: { if ((ca | 0) == (aa | 0)) { break a } while (1) { ba = q[(aa + -12) >> 2] if (ba) { q[(aa + -8) >> 2] = ba An(ba) } ba = q[(aa + -28) >> 2] if (ba) { q[(aa + -24) >> 2] = ba An(ba) } ba = (aa + -144) | 0 da = q[(aa + -40) >> 2] if (da) { q[(aa + -36) >> 2] = da An(da) } pi((aa + -140) | 0) aa = ba if ((ca | 0) != (aa | 0)) { continue } break } ba = q[(a + 216) >> 2] } q[ea >> 2] = ca An(ba) } aa = q[(a + 196) >> 2] if (aa) { q[(a + 200) >> 2] = aa An(aa) } aa = q[(a + 184) >> 2] if (aa) { q[(a + 188) >> 2] = aa An(aa) } aa = q[(a + 172) >> 2] if (aa) { q[(a + 176) >> 2] = aa An(aa) } aa = q[(a + 160) >> 2] if (aa) { q[(a + 164) >> 2] = aa An(aa) } aa = q[(a + 144) >> 2] if (aa) { while (1) { ca = q[aa >> 2] An(aa) aa = ca if (aa) { continue } break } } ca = (a + 136) | 0 aa = q[ca >> 2] q[ca >> 2] = 0 if (aa) { An(aa) } aa = q[(a + 120) >> 2] if (aa) { An(aa) } aa = q[(a + 108) >> 2] if (aa) { An(aa) } aa = q[(a + 96) >> 2] if (aa) { An(aa) } aa = q[(a + 72) >> 2] if (aa) { q[(a + 76) >> 2] = aa An(aa) } aa = q[(a + 60) >> 2] if (aa) { An(aa) } aa = q[(a + 48) >> 2] if (aa) { q[(a + 52) >> 2] = aa An(aa) } aa = q[(a + 36) >> 2] if (aa) { q[(a + 40) >> 2] = aa An(aa) } aa = q[(a + 24) >> 2] if (aa) { q[(a + 28) >> 2] = aa An(aa) } aa = q[(a + 12) >> 2] if (aa) { q[(a + 16) >> 2] = aa An(aa) } aa = q[(a + 8) >> 2] q[(a + 8) >> 2] = 0 if (aa) { wa((a + 8) | 0, aa) } return a | 0 } function Ti(a) { a = a | 0 An(Si(a)) } function Ui(a) { a = a | 0 var fa = 0, ga = 0, ha = 0, ia = 0, ja = 0 q[a >> 2] = 11372 Vi((a + 232) | 0) ia = q[(a + 216) >> 2] if (ia) { ga = ia ja = (a + 220) | 0 fa = q[ja >> 2] ha = ga a: { if ((ga | 0) == (fa | 0)) { break a } while (1) { ga = q[(fa + -12) >> 2] if (ga) { q[(fa + -8) >> 2] = ga An(ga) } ga = q[(fa + -28) >> 2] if (ga) { q[(fa + -24) >> 2] = ga An(ga) } ga = (fa + -144) | 0 ha = q[(fa + -40) >> 2] if (ha) { q[(fa + -36) >> 2] = ha An(ha) } pi((fa + -140) | 0) fa = ga if ((ia | 0) != (fa | 0)) { continue } break } ha = q[(a + 216) >> 2] } ga = ha q[ja >> 2] = ia An(ga) } fa = q[(a + 196) >> 2] if (fa) { q[(a + 200) >> 2] = fa An(fa) } fa = q[(a + 184) >> 2] if (fa) { q[(a + 188) >> 2] = fa An(fa) } fa = q[(a + 172) >> 2] if (fa) { q[(a + 176) >> 2] = fa An(fa) } fa = q[(a + 160) >> 2] if (fa) { q[(a + 164) >> 2] = fa An(fa) } fa = q[(a + 144) >> 2] if (fa) { while (1) { ga = q[fa >> 2] An(fa) fa = ga if (fa) { continue } break } } fa = (a + 136) | 0 ga = q[fa >> 2] q[fa >> 2] = 0 if (ga) { An(ga) } fa = q[(a + 120) >> 2] if (fa) { An(fa) } fa = q[(a + 108) >> 2] if (fa) { An(fa) } fa = q[(a + 96) >> 2] if (fa) { An(fa) } fa = q[(a + 72) >> 2] if (fa) { q[(a + 76) >> 2] = fa An(fa) } fa = q[(a + 60) >> 2] if (fa) { An(fa) } fa = q[(a + 48) >> 2] if (fa) { q[(a + 52) >> 2] = fa An(fa) } fa = q[(a + 36) >> 2] if (fa) { q[(a + 40) >> 2] = fa An(fa) } fa = q[(a + 24) >> 2] if (fa) { q[(a + 28) >> 2] = fa An(fa) } fa = q[(a + 12) >> 2] if (fa) { q[(a + 16) >> 2] = fa An(fa) } fa = q[(a + 8) >> 2] q[(a + 8) >> 2] = 0 if (fa) { wa((a + 8) | 0, fa) } return a | 0 } function Vi(a) { var ka = 0, la = 0, ma = 0, na = 0, oa = 0 ka = q[(a + 196) >> 2] if (ka) { q[(a + 200) >> 2] = ka An(ka) } ka = q[(a + 184) >> 2] if (ka) { oa = (a + 188) | 0 la = q[oa >> 2] ma = ka a: { if ((ka | 0) == (la | 0)) { break a } while (1) { ma = (la + -12) | 0 na = q[ma >> 2] if (na) { q[(la + -8) >> 2] = na An(na) } la = ma if ((la | 0) != (ka | 0)) { continue } break } ma = q[(a + 184) >> 2] } q[oa >> 2] = ka An(ma) } ka = q[(a + 156) >> 2] if (ka) { q[(a + 160) >> 2] = ka An(ka) } ka = (a + 136) | 0 a = q[ka >> 2] q[ka >> 2] = 0 if (a) { la = (a + -4) | 0 ka = q[la >> 2] if (ka) { ka = (a + (ka << 4)) | 0 while (1) { ka = (ka + -16) | 0 if ((a | 0) != (ka | 0)) { continue } break } } An(la) } } function Wi(a) { a = a | 0 An(Ui(a)) } function Xi(a) { a = a | 0 var pa = 0 q[a >> 2] = 11760 pa = q[(a + 48) >> 2] if (pa) { q[(a + 52) >> 2] = pa An(pa) } q[a >> 2] = 12012 pa = q[(a + 36) >> 2] if (pa) { An(pa) } pa = q[(a + 24) >> 2] if (pa) { An(pa) } An(a) } function Yi(a) { a = a | 0 var qa = 0 q[a >> 2] = 12012 qa = q[(a + 36) >> 2] if (qa) { An(qa) } qa = q[(a + 24) >> 2] if (qa) { An(qa) } return a | 0 } function Zi(a) { a = a | 0 var ra = 0 q[a >> 2] = 12012 ra = q[(a + 36) >> 2] if (ra) { An(ra) } ra = q[(a + 24) >> 2] if (ra) { An(ra) } An(a) } function _i(a, sa, ta) { a = a | 0 sa = sa | 0 ta = ta | 0 var ua = 0, va = 0 ua = (T - 16) | 0 T = ua q[(a + 4) >> 2] = sa va = q[(sa + 4) >> 2] sa = q[sa >> 2] o[(ua + 15) | 0] = 0 bb((a + 24) | 0, ((((va - sa) >> 2) >>> 0) / 3) | 0, (ua + 15) | 0) sa = q[(a + 4) >> 2] va = q[(sa + 28) >> 2] sa = q[(sa + 24) >> 2] o[(ua + 14) | 0] = 0 bb((a + 36) | 0, (va - sa) >> 2, (ua + 14) | 0) sa = q[(ta + 12) >> 2] q[(a + 16) >> 2] = q[(ta + 8) >> 2] q[(a + 20) >> 2] = sa sa = q[(ta + 4) >> 2] q[(a + 8) >> 2] = q[ta >> 2] q[(a + 12) >> 2] = sa T = (ua + 16) | 0 } function $i(a, sa) { var ta = 0, wa = 0, xa = 0 a: { if ((a | 0) != (sa | 0)) { xa = a ta = q[(sa + 4) >> 2] wa = 0 b: { if (!ta) { break b } c: { if (ta >>> 0 <= (q[(a + 8) >> 2] << 5) >>> 0) { wa = q[a >> 2] break c } wa = q[a >> 2] if (wa) { An(wa) q[(a + 8) >> 2] = 0 q[a >> 2] = 0 q[(a + 4) >> 2] = 0 ta = q[(sa + 4) >> 2] } if ((ta | 0) <= -1) { break a } ta = (((ta + -1) >>> 5) + 1) | 0 wa = Mm(ta << 2) q[(a + 8) >> 2] = ta q[(a + 4) >> 2] = 0 q[a >> 2] = wa ta = q[(sa + 4) >> 2] } En(wa, q[sa >> 2], ((((ta + -1) >>> 3) & 536870908) + 4) | 0) wa = q[(sa + 4) >> 2] } q[(xa + 4) >> 2] = wa } return } bn() F() } function aj(a) { a = a | 0 var sa = 0 q[a >> 2] = 12336 sa = q[(a + 88) >> 2] if (sa) { q[(a + 92) >> 2] = sa An(sa) } sa = q[(a + 72) >> 2] if (sa) { q[(a + 76) >> 2] = sa An(sa) } sa = q[(a + 60) >> 2] if (sa) { q[(a - -64) >> 2] = sa An(sa) } sa = q[(a + 48) >> 2] if (sa) { q[(a + 52) >> 2] = sa An(sa) } q[a >> 2] = 12572 sa = q[(a + 36) >> 2] if (sa) { An(sa) } sa = q[(a + 24) >> 2] if (sa) { An(sa) } return a | 0 } function bj(a) { a = a | 0 var ya = 0 q[a >> 2] = 12124 q[(a + 8) >> 2] = 12336 ya = q[(a + 96) >> 2] if (ya) { q[(a + 100) >> 2] = ya An(ya) } ya = q[(a + 80) >> 2] if (ya) { q[(a + 84) >> 2] = ya An(ya) } ya = q[(a + 68) >> 2] if (ya) { q[(a + 72) >> 2] = ya An(ya) } ya = q[(a + 56) >> 2] if (ya) { q[(a + 60) >> 2] = ya An(ya) } q[(a + 8) >> 2] = 12572 ya = q[(a + 44) >> 2] if (ya) { An(ya) } ya = q[(a + 32) >> 2] if (ya) { An(ya) } return a | 0 } function cj(a) { a = a | 0 var za = 0 q[a >> 2] = 12124 q[(a + 8) >> 2] = 12336 za = q[(a + 96) >> 2] if (za) { q[(a + 100) >> 2] = za An(za) } za = q[(a + 80) >> 2] if (za) { q[(a + 84) >> 2] = za An(za) } za = q[(a + 68) >> 2] if (za) { q[(a + 72) >> 2] = za An(za) } za = q[(a + 56) >> 2] if (za) { q[(a + 60) >> 2] = za An(za) } q[(a + 8) >> 2] = 12572 za = q[(a + 44) >> 2] if (za) { An(za) } za = q[(a + 32) >> 2] if (za) { An(za) } An(a) } function dj(a, Aa) { a = a | 0 Aa = Aa | 0 var Ba = 0, Ca = 0, Da = 0, Ea = 0, Fa = 0, Ga = 0, Ha = 0, Ia = 0, Ja = 0, Ka = 0, La = 0 Ja = q[(a + 12) >> 2] Ba = q[(a + 108) >> 2] Ca = q[(Ba + 80) >> 2] o[(Aa + 84) | 0] = 0 Fa = q[(Aa + 68) >> 2] Da = (q[(Aa + 72) >> 2] - Fa) >> 2 a: { if (Ca >>> 0 > Da >>> 0) { md((Aa + 68) | 0, (Ca - Da) | 0, 12324) Ba = q[(a + 108) >> 2] Ca = q[(Ba + 80) >> 2] break a } if (Ca >>> 0 >= Da >>> 0) { break a } q[(Aa + 72) >> 2] = Fa + (Ca << 2) } Ia = q[(Ba + 96) >> 2] Ba = (q[(Ba + 100) >> 2] - Ia) | 0 Ka = ((Ba | 0) / 12) | 0 if (!Ba) { return 1 } La = (Aa + 68) | 0 Aa = 0 b: { while (1) { c: { if ((Aa | 0) == 1431655765) { break c } Ba = (q[Ja >> 2] + (w(Aa, 3) << 2)) | 0 Fa = q[Ba >> 2] if ((Fa | 0) == -1) { break c } Da = (w(Aa, 12) + Ia) | 0 Ga = q[Da >> 2] if (Ga >>> 0 >= Ca >>> 0) { break c } Ea = Fa << 2 Fa = q[(q[(a + 112) >> 2] + 12) >> 2] Ea = q[(Ea + Fa) >> 2] if (Ea >>> 0 >= Ca >>> 0) { break c } Ha = Ga << 2 Ga = q[La >> 2] q[(Ha + Ga) >> 2] = Ea Ea = q[(Ba + 4) >> 2] if ((Ea | 0) == -1) { break c } Ha = q[(Da + 4) >> 2] if (Ha >>> 0 >= Ca >>> 0) { break c } Ea = q[(Fa + (Ea << 2)) >> 2] if (Ea >>> 0 >= Ca >>> 0) { break c } q[(Ga + (Ha << 2)) >> 2] = Ea Ba = q[(Ba + 8) >> 2] if ((Ba | 0) == -1) { break c } Da = q[(Da + 8) >> 2] if (Da >>> 0 >= Ca >>> 0) { break c } Ba = q[(Fa + (Ba << 2)) >> 2] if (Ba >>> 0 >= Ca >>> 0) { break c } q[(Ga + (Da << 2)) >> 2] = Ba Ba = 1 Aa = (Aa + 1) | 0 if (Aa >>> 0 < Ka >>> 0) { continue } break b } break } Ba = 0 } return Ba | 0 } function ej(a) { a = a | 0 var Aa = 0, Ma = 0, Na = 0, Oa = 0, Pa = 0, Qa = 0, Ra = 0, Sa = 0, Ta = 0 Pa = (T - 16) | 0 T = Pa Ma = q[(a + 4) >> 2] Aa = q[Ma >> 2] a: { Sa = (a + 12) | 0 Na = q[Sa >> 2] Oa = (q[(Na + 28) >> 2] - q[(Na + 24) >> 2]) | 0 Na = Oa >> 2 b: { if (((q[(Ma + 8) >> 2] - Aa) >> 2) >>> 0 >= Na >>> 0) { break b } if (Na >>> 0 >= 1073741824) { break a } Ta = (Ma + 4) | 0 Qa = q[Ta >> 2] Ra = Na << 2 Na = Mm(Oa) Ra = (Ra + Na) | 0 Oa = (Qa - Aa) | 0 Qa = (Oa + Na) | 0 if ((Oa | 0) >= 1) { Cn(Na, Aa, Oa) } q[Ma >> 2] = Na q[(Ma + 8) >> 2] = Ra q[Ta >> 2] = Qa if (!Aa) { break b } An(Aa) } Aa = q[Sa >> 2] Ma = q[(Aa + 24) >> 2] Aa = q[(Aa + 28) >> 2] q[(Pa + 12) >> 2] = 0 Aa = (Aa - Ma) >> 2 Na = (a + 96) | 0 Oa = q[Na >> 2] Ma = (q[(a + 100) >> 2] - Oa) >> 2 c: { if (Aa >>> 0 > Ma >>> 0) { Ad(Na, (Aa - Ma) | 0, (Pa + 12) | 0) break c } if (Aa >>> 0 >= Ma >>> 0) { break c } q[(a + 100) >> 2] = Oa + (Aa << 2) } Oa = (a + 8) | 0 d: { e: { Aa = q[(a + 116) >> 2] if (Aa) { Na = q[Aa >> 2] Ma = 1 if ((Na | 0) == q[(Aa + 4) >> 2]) { break d } Aa = 0 while (1) { if (!fj(Oa, q[((Aa << 2) + Na) >> 2])) { break e } Ma = q[(a + 116) >> 2] Na = q[Ma >> 2] Aa = (Aa + 1) | 0 if (Aa >>> 0 < ((q[(Ma + 4) >> 2] - Na) >> 2) >>> 0) { continue } break } Ma = 1 break d } Aa = 0 a = q[(a + 12) >> 2] a = ((((q[(a + 4) >> 2] - q[a >> 2]) >> 2) >>> 0) / 3) | 0 Ma = 1 if ((a | 0) <= 0) { break d } while (1) { if (!fj(Oa, w(Aa, 3))) { break e } Aa = (Aa + 1) | 0 if (Aa >>> 0 < a >>> 0) { continue } break } Ma = 1 break d } Ma = 0 } T = (Pa + 16) | 0 return Ma | 0 } ab(12024) F() } function fj(a, Ua) { var Va = 0, Wa = 0, Xa = 0, Ya = 0, Za = 0, _a = 0, $a = 0, ab = 0, bb = 0, cb = 0, db = 0, eb = 0, fb = 0 Ya = (T - 32) | 0 T = Ya q[(Ya + 8) >> 2] = Ua a: { if (q[(a + 92) >> 2] == q[(a + 88) >> 2]) { break a } Xa = (a + 52) | 0 Va = q[Xa >> 2] b: { if ((Va | 0) != q[(a + 56) >> 2]) { q[Va >> 2] = Ua q[Xa >> 2] = Va + 4 break b } zi((a + 48) | 0, (Ya + 8) | 0) } q[(a + 84) >> 2] = 0 Ua = -1 Xa = -1 Va = q[(Ya + 8) >> 2] c: { if ((Va | 0) == -1) { break c } Wa = q[(a + 4) >> 2] Za = (Va + 1) | 0 Za = (Za >>> 0) % 3 | 0 ? Za : (Va + -2) | 0 if ((Za | 0) != -1) { Ua = q[(q[Wa >> 2] + (Za << 2)) >> 2] } Va = (Va + ((Va >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((Va | 0) == -1) { break c } Xa = q[(q[Wa >> 2] + (Va << 2)) >> 2] } Va = q[(a + 36) >> 2] Wa = (Va + ((Ua >>> 3) & 536870908)) | 0 Za = q[Wa >> 2] $a = 1 << (Ua & 31) if (!(Za & $a)) { q[Wa >> 2] = Za | $a Va = -1 Wa = q[(Ya + 8) >> 2] if ((Wa | 0) != -1) { Va = (Wa + 1) | 0 Va = (Va >>> 0) % 3 | 0 ? Va : (Wa + -2) | 0 } q[(Ya + 16) >> 2] = Va Wa = q[(a + 20) >> 2] Za = ((Va >>> 0) / 3) | 0 Za = q[(((q[(q[(a + 16) >> 2] + 96) >> 2] + w(Za, 12)) | 0) + ((Va - w(Za, 3)) << 2)) >> 2] q[(Ya + 24) >> 2] = Za Wa = q[(Wa + 4) >> 2] $a = (Wa + 4) | 0 Va = q[$a >> 2] d: { if ((Va | 0) != q[(Wa + 8) >> 2]) { q[Va >> 2] = Za q[$a >> 2] = Va + 4 break d } zi(Wa, (Ya + 24) | 0) } Za = (a + 12) | 0 Va = q[Za >> 2] $a = (Va + 4) | 0 Wa = q[$a >> 2] e: { if ((Wa | 0) != q[(Va + 8) >> 2]) { q[Wa >> 2] = q[(Ya + 16) >> 2] q[$a >> 2] = Wa + 4 break e } zi(Va, (Ya + 16) | 0) Va = q[Za >> 2] } q[(q[(Va + 12) >> 2] + (Ua << 2)) >> 2] = q[(Va + 24) >> 2] q[(Va + 24) >> 2] = q[(Va + 24) >> 2] + 1 Va = q[(a + 36) >> 2] } Ua = (Va + ((Xa >>> 3) & 536870908)) | 0 Va = q[Ua >> 2] Wa = 1 << (Xa & 31) if (!(Va & Wa)) { q[Ua >> 2] = Va | Wa Ua = Ya ab = Ua Wa = q[(Ua + 8) >> 2] Va = -1 f: { if ((Wa | 0) == -1) { break f } Va = (Wa + -1) | 0 if ((Wa >>> 0) % 3) { break f } Va = (Wa + 2) | 0 } q[(ab + 16) >> 2] = Va Ua = q[(a + 20) >> 2] Wa = ((Va >>> 0) / 3) | 0 Wa = q[(((q[(q[(a + 16) >> 2] + 96) >> 2] + w(Wa, 12)) | 0) + ((Va - w(Wa, 3)) << 2)) >> 2] q[(Ya + 24) >> 2] = Wa Va = q[(Ua + 4) >> 2] Za = (Va + 4) | 0 Ua = q[Za >> 2] g: { if ((Ua | 0) != q[(Va + 8) >> 2]) { q[Ua >> 2] = Wa q[Za >> 2] = Ua + 4 break g } zi(Va, (Ya + 24) | 0) } Wa = (a + 12) | 0 Ua = q[Wa >> 2] Za = (Ua + 4) | 0 Va = q[Za >> 2] h: { if ((Va | 0) != q[(Ua + 8) >> 2]) { q[Va >> 2] = q[(Ya + 16) >> 2] q[Za >> 2] = Va + 4 break h } zi(Ua, (Ya + 16) | 0) Ua = q[Wa >> 2] } q[(q[(Ua + 12) >> 2] + (Xa << 2)) >> 2] = q[(Ua + 24) >> 2] q[(Ua + 24) >> 2] = q[(Ua + 24) >> 2] + 1 } Ua = -1 Va = q[(Ya + 8) >> 2] if ((Va | 0) != -1) { Ua = q[(q[q[(a + 4) >> 2] >> 2] + (Va << 2)) >> 2] } Va = (q[(a + 36) >> 2] + ((Ua >>> 3) & 536870908)) | 0 Xa = q[Va >> 2] Wa = 1 << (Ua & 31) if (!(Xa & Wa)) { q[Va >> 2] = Wa | Xa Va = q[(Ya + 8) >> 2] q[(Ya + 16) >> 2] = Va Xa = q[(a + 20) >> 2] Wa = ((Va >>> 0) / 3) | 0 Wa = q[(((q[(q[(a + 16) >> 2] + 96) >> 2] + w(Wa, 12)) | 0) + ((Va - w(Wa, 3)) << 2)) >> 2] q[(Ya + 24) >> 2] = Wa Xa = q[(Xa + 4) >> 2] Za = (Xa + 4) | 0 Va = q[Za >> 2] i: { if ((Va | 0) != q[(Xa + 8) >> 2]) { q[Va >> 2] = Wa q[Za >> 2] = Va + 4 break i } zi(Xa, (Ya + 24) | 0) } Wa = (a + 12) | 0 Xa = q[Wa >> 2] Za = (Xa + 4) | 0 Va = q[Za >> 2] j: { if ((Va | 0) != q[(Xa + 8) >> 2]) { q[Va >> 2] = q[(Ya + 16) >> 2] q[Za >> 2] = Va + 4 break j } zi(Xa, (Ya + 16) | 0) Xa = q[Wa >> 2] } q[(q[(Xa + 12) >> 2] + (Ua << 2)) >> 2] = q[(Xa + 24) >> 2] q[(Xa + 24) >> 2] = q[(Xa + 24) >> 2] + 1 } Va = q[(a + 84) >> 2] k: { if ((Va | 0) > 2) { break k } Za = (a + 24) | 0 $a = (a + 36) | 0 eb = (a + 16) | 0 fb = (a + 20) | 0 cb = (a + 88) | 0 while (1) { Xa = (w(Va, 12) + a) | 0 Wa = (Xa + 52) | 0 Ua = q[Wa >> 2] if ((Ua | 0) == q[(Xa + 48) >> 2]) { Ua = (Va | 0) < 2 Va = (Va + 1) | 0 if (Ua) { continue } break k } Xa = (Ua + -4) | 0 Ua = q[Xa >> 2] q[Wa >> 2] = Xa q[(a + 84) >> 2] = Va q[(Ya + 8) >> 2] = Ua if ((Ua | 0) == -1) { break a } Xa = q[Za >> 2] Wa = ((Ua >>> 0) / 3) | 0 l: { if ((q[(Xa + ((Wa >>> 3) & 268435452)) >> 2] >>> (Wa & 31)) & 1) { break l } m: { while (1) { Ua = ((Ua >>> 0) / 3) | 0 Va = (((Ua >>> 3) & 268435452) + Xa) | 0 q[Va >> 2] = q[Va >> 2] | (1 << (Ua & 31)) Ua = -1 Xa = q[(Ya + 8) >> 2] if ((Xa | 0) != -1) { Ua = q[(q[q[(a + 4) >> 2] >> 2] + (Xa << 2)) >> 2] } Va = (q[$a >> 2] + ((Ua >>> 3) & 536870908)) | 0 Wa = q[Va >> 2] _a = 1 << (Ua & 31) if (!(Wa & _a)) { q[Va >> 2] = Wa | _a Va = q[(Ya + 8) >> 2] q[(Ya + 16) >> 2] = Va Xa = q[fb >> 2] Wa = ((Va >>> 0) / 3) | 0 Wa = q[(((q[(q[eb >> 2] + 96) >> 2] + w(Wa, 12)) | 0) + ((Va - w(Wa, 3)) << 2)) >> 2] q[(Ya + 24) >> 2] = Wa Xa = q[(Xa + 4) >> 2] _a = (Xa + 4) | 0 Va = q[_a >> 2] n: { if ((Va | 0) != q[(Xa + 8) >> 2]) { q[Va >> 2] = Wa q[_a >> 2] = Va + 4 break n } zi(Xa, (Ya + 24) | 0) } Wa = (a + 12) | 0 Xa = q[Wa >> 2] _a = (Xa + 4) | 0 Va = q[_a >> 2] o: { if ((Va | 0) != q[(Xa + 8) >> 2]) { q[Va >> 2] = q[(Ya + 16) >> 2] q[_a >> 2] = Va + 4 break o } zi(Xa, (Ya + 16) | 0) Xa = q[Wa >> 2] } q[(q[(Xa + 12) >> 2] + (Ua << 2)) >> 2] = q[(Xa + 24) >> 2] q[(Xa + 24) >> 2] = q[(Xa + 24) >> 2] + 1 Xa = q[(Ya + 8) >> 2] } if ((Xa | 0) == -1) { break m } db = (a + 4) | 0 _a = q[db >> 2] Ua = -1 Va = -1 Wa = (Xa + 1) | 0 Wa = (Wa >>> 0) % 3 | 0 ? Wa : (Xa + -2) | 0 if ((Wa | 0) != -1) { Va = q[(q[(_a + 12) >> 2] + (Wa << 2)) >> 2] } Xa = (((Xa >>> 0) % 3 | 0 ? -1 : 2) + Xa) | 0 if ((Xa | 0) != -1) { Ua = q[(q[(_a + 12) >> 2] + (Xa << 2)) >> 2] } Wa = ((Ua >>> 0) / 3) | 0 bb = ((Va >>> 0) / 3) | 0 ab = (Va | 0) == -1 Xa = 1 p: { if (ab) { break p } Xa = ab ? -1 : bb Xa = (q[(q[Za >> 2] + ((Xa >>> 3) & 536870908)) >> 2] >>> (Xa & 31)) & 1 } q: { r: { s: { if ((Ua | 0) == -1) { if (!Xa) { break s } break m } Wa = (Ua | 0) == -1 ? -1 : Wa t: { if ((q[(q[Za >> 2] + ((Wa >>> 3) & 536870908)) >> 2] >>> (Wa & 31)) & 1) { break t } Wa = 0 ab = Xa _a = q[(q[_a >> 2] + (Ua << 2)) >> 2] if (!((q[(q[$a >> 2] + ((_a >>> 3) & 536870908)) >> 2] >>> (_a & 31)) & 1)) { _a = (q[cb >> 2] + (_a << 2)) | 0 Wa = q[_a >> 2] q[_a >> 2] = Wa + 1 Wa = (Wa | 0) < 1 ? 2 : 1 } if ((Wa | 0) <= q[(a + 84) >> 2] ? ab : 0) { break r } q[(Ya + 24) >> 2] = Ua bb = (w(Wa, 12) + a) | 0 ab = (bb + 52) | 0 _a = q[ab >> 2] u: { if ((_a | 0) != q[(bb + 56) >> 2]) { q[_a >> 2] = Ua q[ab >> 2] = _a + 4 break u } zi((bb + 48) | 0, (Ya + 24) | 0) } if (q[(a + 84) >> 2] <= (Wa | 0)) { break t } q[(a + 84) >> 2] = Wa } if (Xa) { break m } } Ua = -1 Xa = 0 Ua = (Va | 0) != -1 ? q[(q[q[db >> 2] >> 2] + (Va << 2)) >> 2] : Ua if (!((q[(q[$a >> 2] + ((Ua >>> 3) & 536870908)) >> 2] >>> (Ua & 31)) & 1)) { Xa = (q[cb >> 2] + (Ua << 2)) | 0 Ua = q[Xa >> 2] q[Xa >> 2] = Ua + 1 Xa = (Ua | 0) < 1 ? 2 : 1 } if ((Xa | 0) > q[(a + 84) >> 2]) { break q } Ua = Va } q[(Ya + 8) >> 2] = Ua Xa = q[Za >> 2] continue } break } q[(Ya + 24) >> 2] = Va Wa = (w(Xa, 12) + a) | 0 _a = (Wa + 52) | 0 Ua = q[_a >> 2] v: { if ((Ua | 0) != q[(Wa + 56) >> 2]) { q[Ua >> 2] = Va q[_a >> 2] = Ua + 4 break v } zi((Wa + 48) | 0, (Ya + 24) | 0) } Va = q[(a + 84) >> 2] if ((Va | 0) <= (Xa | 0)) { break l } q[(a + 84) >> 2] = Xa Va = Xa break l } Va = q[(a + 84) >> 2] } if ((Va | 0) < 3) { continue } break } } q[(Ya + 8) >> 2] = -1 } T = (Ya + 32) | 0 return 1 } function gj(a) { a = a | 0 var Ua = 0 q[a >> 2] = 12336 Ua = q[(a + 88) >> 2] if (Ua) { q[(a + 92) >> 2] = Ua An(Ua) } Ua = q[(a + 72) >> 2] if (Ua) { q[(a + 76) >> 2] = Ua An(Ua) } Ua = q[(a + 60) >> 2] if (Ua) { q[(a - -64) >> 2] = Ua An(Ua) } Ua = q[(a + 48) >> 2] if (Ua) { q[(a + 52) >> 2] = Ua An(Ua) } q[a >> 2] = 12572 Ua = q[(a + 36) >> 2] if (Ua) { An(Ua) } Ua = q[(a + 24) >> 2] if (Ua) { An(Ua) } An(a) } function hj(a) { a = a | 0 var gb = 0 q[a >> 2] = 12572 gb = q[(a + 36) >> 2] if (gb) { An(gb) } gb = q[(a + 24) >> 2] if (gb) { An(gb) } return a | 0 } function ij(a) { a = a | 0 var hb = 0 q[a >> 2] = 12572 hb = q[(a + 36) >> 2] if (hb) { An(hb) } hb = q[(a + 24) >> 2] if (hb) { An(hb) } An(a) } function jj(a) { a = a | 0 var ib = 0 q[a >> 2] = 12756 ib = q[(a + 48) >> 2] if (ib) { q[(a + 52) >> 2] = ib An(ib) } q[a >> 2] = 12572 ib = q[(a + 36) >> 2] if (ib) { An(ib) } ib = q[(a + 24) >> 2] if (ib) { An(ib) } return a | 0 } function kj(a) { a = a | 0 var jb = 0, kb = 0 q[a >> 2] = 12592 kb = (a + 8) | 0 q[kb >> 2] = 12756 jb = q[(a + 56) >> 2] if (jb) { q[(a + 60) >> 2] = jb An(jb) } q[kb >> 2] = 12572 jb = q[(a + 44) >> 2] if (jb) { An(jb) } jb = q[(a + 32) >> 2] if (jb) { An(jb) } return a | 0 } function lj(a) { a = a | 0 var lb = 0, mb = 0 q[a >> 2] = 12592 mb = (a + 8) | 0 q[mb >> 2] = 12756 lb = q[(a + 56) >> 2] if (lb) { q[(a + 60) >> 2] = lb An(lb) } q[mb >> 2] = 12572 lb = q[(a + 44) >> 2] if (lb) { An(lb) } lb = q[(a + 32) >> 2] if (lb) { An(lb) } An(a) } function mj(a, nb) { a = a | 0 nb = nb | 0 var ob = 0, pb = 0, qb = 0, rb = 0, sb = 0, tb = 0, ub = 0, vb = 0, wb = 0, xb = 0, yb = 0 wb = q[(a + 12) >> 2] ob = q[(a + 68) >> 2] pb = q[(ob + 80) >> 2] o[(nb + 84) | 0] = 0 sb = q[(nb + 68) >> 2] qb = (q[(nb + 72) >> 2] - sb) >> 2 a: { if (pb >>> 0 > qb >>> 0) { md((nb + 68) | 0, (pb - qb) | 0, 12324) ob = q[(a + 68) >> 2] pb = q[(ob + 80) >> 2] break a } if (pb >>> 0 >= qb >>> 0) { break a } q[(nb + 72) >> 2] = sb + (pb << 2) } vb = q[(ob + 96) >> 2] ob = (q[(ob + 100) >> 2] - vb) | 0 xb = ((ob | 0) / 12) | 0 if (!ob) { return 1 } yb = (nb + 68) | 0 nb = 0 b: { while (1) { c: { if ((nb | 0) == 1431655765) { break c } ob = (q[wb >> 2] + (w(nb, 3) << 2)) | 0 sb = q[ob >> 2] if ((sb | 0) == -1) { break c } qb = (w(nb, 12) + vb) | 0 tb = q[qb >> 2] if (tb >>> 0 >= pb >>> 0) { break c } rb = sb << 2 sb = q[(q[(a + 72) >> 2] + 12) >> 2] rb = q[(rb + sb) >> 2] if (rb >>> 0 >= pb >>> 0) { break c } ub = tb << 2 tb = q[yb >> 2] q[(ub + tb) >> 2] = rb rb = q[(ob + 4) >> 2] if ((rb | 0) == -1) { break c } ub = q[(qb + 4) >> 2] if (ub >>> 0 >= pb >>> 0) { break c } rb = q[(sb + (rb << 2)) >> 2] if (rb >>> 0 >= pb >>> 0) { break c } q[(tb + (ub << 2)) >> 2] = rb ob = q[(ob + 8) >> 2] if ((ob | 0) == -1) { break c } qb = q[(qb + 8) >> 2] if (qb >>> 0 >= pb >>> 0) { break c } ob = q[(sb + (ob << 2)) >> 2] if (ob >>> 0 >= pb >>> 0) { break c } q[(tb + (qb << 2)) >> 2] = ob ob = 1 nb = (nb + 1) | 0 if (nb >>> 0 < xb >>> 0) { continue } break b } break } ob = 0 } return ob | 0 } function nj(a) { a = a | 0 var nb = 0, zb = 0, Ab = 0, Bb = 0, Cb = 0, Db = 0, Eb = 0 Bb = q[(a + 4) >> 2] nb = q[Bb >> 2] a: { zb = q[(a + 12) >> 2] Ab = (q[(zb + 28) >> 2] - q[(zb + 24) >> 2]) | 0 zb = Ab >> 2 b: { if (((q[(Bb + 8) >> 2] - nb) >> 2) >>> 0 >= zb >>> 0) { break b } if (zb >>> 0 >= 1073741824) { break a } Eb = (Bb + 4) | 0 Cb = q[Eb >> 2] Db = zb << 2 zb = Mm(Ab) Db = (Db + zb) | 0 Ab = (Cb - nb) | 0 Cb = (Ab + zb) | 0 if ((Ab | 0) >= 1) { Cn(zb, nb, Ab) } q[Bb >> 2] = zb q[(Bb + 8) >> 2] = Db q[Eb >> 2] = Cb if (!nb) { break b } An(nb) } zb = (a + 8) | 0 c: { d: { nb = q[(a + 76) >> 2] if (nb) { Bb = q[nb >> 2] Ab = 1 if ((Bb | 0) == q[(nb + 4) >> 2]) { break c } nb = 0 while (1) { if (!oj(zb, q[((nb << 2) + Bb) >> 2])) { break d } Ab = q[(a + 76) >> 2] Bb = q[Ab >> 2] nb = (nb + 1) | 0 if (nb >>> 0 < ((q[(Ab + 4) >> 2] - Bb) >> 2) >>> 0) { continue } break } return 1 } nb = 0 a = q[(a + 12) >> 2] a = ((((q[(a + 4) >> 2] - q[a >> 2]) >> 2) >>> 0) / 3) | 0 if ((a | 0) <= 0) { return 1 } while (1) { if (!oj(zb, w(nb, 3))) { break d } nb = (nb + 1) | 0 if (nb >>> 0 < a >>> 0) { continue } break } return 1 } Ab = 0 } return Ab | 0 } ab(12024) F() } function oj(a, Fb) { var Gb = 0, Hb = 0, Ib = 0, Jb = 0, Kb = 0, Lb = 0, Mb = 0, Nb = 0, Ob = 0, Pb = 0, Qb = 0, Rb = 0, Sb = 0, Tb = 0, Ub = 0 Kb = (T - 32) | 0 T = Kb q[(Kb + 8) >> 2] = Fb a: { if ((Fb | 0) == -1) { Jb = 1 break a } Jb = 1 Gb = ((Fb >>> 0) / 3) | 0 if ((q[(q[(a + 24) >> 2] + ((Gb >>> 3) & 268435452)) >> 2] >>> (Gb & 31)) & 1) { break a } Gb = (a + 52) | 0 Ib = q[(a + 48) >> 2] q[Gb >> 2] = Ib Pb = (a + 48) | 0 b: { if ((Ib | 0) != q[(a + 56) >> 2]) { q[Ib >> 2] = Fb q[Gb >> 2] = Ib + 4 break b } zi(Pb, (Kb + 8) | 0) } Jb = -1 Ib = q[(Kb + 8) >> 2] if ((Ib | 0) == -1) { Jb = 0 break a } Gb = q[(a + 4) >> 2] Fb = (Ib + 1) | 0 Fb = (Fb >>> 0) % 3 | 0 ? Fb : (Ib + -2) | 0 if ((Fb | 0) != -1) { Jb = q[(q[Gb >> 2] + (Fb << 2)) >> 2] } Fb = (Ib + ((Ib >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((Fb | 0) == -1) { Jb = 0 break a } if ((Jb | 0) == -1) { Jb = 0 break a } Lb = q[(q[Gb >> 2] + (Fb << 2)) >> 2] if ((Lb | 0) == -1) { Jb = 0 break a } Fb = q[(a + 36) >> 2] Hb = (Fb + ((Jb >>> 3) & 536870908)) | 0 Ib = q[Hb >> 2] Gb = 1 << (Jb & 31) if (!(Ib & Gb)) { q[Hb >> 2] = Gb | Ib Hb = -1 Gb = q[(Kb + 8) >> 2] if ((Gb | 0) != -1) { Fb = (Gb + 1) | 0 Hb = (Fb >>> 0) % 3 | 0 ? Fb : (Gb + -2) | 0 } q[(Kb + 16) >> 2] = Hb Ib = q[(a + 20) >> 2] Fb = ((Hb >>> 0) / 3) | 0 Gb = q[(((q[(q[(a + 16) >> 2] + 96) >> 2] + w(Fb, 12)) | 0) + ((Hb - w(Fb, 3)) << 2)) >> 2] q[(Kb + 24) >> 2] = Gb Ib = q[(Ib + 4) >> 2] Fb = (Ib + 4) | 0 Hb = q[Fb >> 2] c: { if ((Hb | 0) != q[(Ib + 8) >> 2]) { q[Hb >> 2] = Gb q[Fb >> 2] = Hb + 4 break c } zi(Ib, (Kb + 24) | 0) } Gb = (a + 12) | 0 Hb = q[Gb >> 2] Fb = (Hb + 4) | 0 Ib = q[Fb >> 2] d: { if ((Ib | 0) != q[(Hb + 8) >> 2]) { q[Ib >> 2] = q[(Kb + 16) >> 2] q[Fb >> 2] = Ib + 4 break d } zi(Hb, (Kb + 16) | 0) Hb = q[Gb >> 2] } q[(q[(Hb + 12) >> 2] + (Jb << 2)) >> 2] = q[(Hb + 24) >> 2] q[(Hb + 24) >> 2] = q[(Hb + 24) >> 2] + 1 Fb = q[(a + 36) >> 2] } Ib = (((Lb >>> 3) & 536870908) + Fb) | 0 Gb = q[Ib >> 2] Fb = 1 << (Lb & 31) if (!(Gb & Fb)) { q[Ib >> 2] = Fb | Gb Fb = Kb Ib = Fb Gb = q[(Fb + 8) >> 2] Hb = -1 e: { if ((Gb | 0) == -1) { break e } Hb = (Gb + -1) | 0 if ((Gb >>> 0) % 3) { break e } Hb = (Gb + 2) | 0 } q[(Ib + 16) >> 2] = Hb Ib = q[(a + 20) >> 2] Fb = ((Hb >>> 0) / 3) | 0 Gb = q[(((q[(q[(a + 16) >> 2] + 96) >> 2] + w(Fb, 12)) | 0) + ((Hb - w(Fb, 3)) << 2)) >> 2] q[(Kb + 24) >> 2] = Gb Ib = q[(Ib + 4) >> 2] Fb = (Ib + 4) | 0 Hb = q[Fb >> 2] f: { if ((Hb | 0) != q[(Ib + 8) >> 2]) { q[Hb >> 2] = Gb q[Fb >> 2] = Hb + 4 break f } zi(Ib, (Kb + 24) | 0) } Gb = (a + 12) | 0 Jb = q[Gb >> 2] Fb = (Jb + 4) | 0 Ib = q[Fb >> 2] g: { if ((Ib | 0) != q[(Jb + 8) >> 2]) { q[Ib >> 2] = q[(Kb + 16) >> 2] q[Fb >> 2] = Ib + 4 break g } zi(Jb, (Kb + 16) | 0) Jb = q[Gb >> 2] } q[(q[(Jb + 12) >> 2] + (Lb << 2)) >> 2] = q[(Jb + 24) >> 2] q[(Jb + 24) >> 2] = q[(Jb + 24) >> 2] + 1 } Nb = (a + 52) | 0 Fb = q[Nb >> 2] if ((Fb | 0) == q[(a + 48) >> 2]) { Jb = 1 break a } Ob = (a + 24) | 0 Qb = (a + 4) | 0 Rb = (a + 36) | 0 Sb = (a + 16) | 0 Tb = (a + 20) | 0 Ub = (a + 56) | 0 while (1) { Hb = (Fb + -4) | 0 Gb = q[Hb >> 2] q[(Kb + 8) >> 2] = Gb Fb = ((Gb >>> 0) / 3) | 0 h: { i: { j: { if ((Gb | 0) == -1) { break j } Ib = (q[Ob >> 2] + ((Fb >>> 3) & 268435452)) | 0 Gb = q[Ib >> 2] Fb = 1 << (Fb & 31) if (Gb & Fb) { break j } q[Ib >> 2] = Fb | Gb Fb = q[(Kb + 8) >> 2] if ((Fb | 0) != -1) { break i } Jb = 0 break a } q[Nb >> 2] = Hb break h } k: { l: { m: { while (1) { Mb = q[Qb >> 2] Gb = q[(q[Mb >> 2] + (Fb << 2)) >> 2] if ((Gb | 0) == -1) { Jb = 0 break a } Lb = (q[Rb >> 2] + ((Gb >>> 3) & 536870908)) | 0 Hb = q[Lb >> 2] Ib = 1 << (Gb & 31) n: { if (!(Hb & Ib)) { Jb = Gb << 2 Gb = q[(Jb + q[(Mb + 24) >> 2]) >> 2] o: { p: { if ((Gb | 0) == -1) { break p } Fb = (Gb + 1) | 0 Fb = (Fb >>> 0) % 3 | 0 ? Fb : (Gb + -2) | 0 if ((Fb | 0) == -1) { break p } Mb = q[(q[(Mb + 12) >> 2] + (Fb << 2)) >> 2] if ((Mb | 0) == -1) { break p } Fb = (Mb + 1) | 0 Gb = 0 if ((((Fb >>> 0) % 3 | 0 ? Fb : (Mb + -2) | 0) | 0) != -1) { break o } } Gb = 1 } q[Lb >> 2] = Ib | Hb Ib = q[(Kb + 8) >> 2] q[(Kb + 16) >> 2] = Ib Hb = q[Tb >> 2] Fb = ((Ib >>> 0) / 3) | 0 Ib = q[(((q[(q[Sb >> 2] + 96) >> 2] + w(Fb, 12)) | 0) + ((Ib - w(Fb, 3)) << 2)) >> 2] q[(Kb + 24) >> 2] = Ib Hb = q[(Hb + 4) >> 2] Fb = (Hb + 4) | 0 Lb = q[Fb >> 2] q: { if ((Lb | 0) != q[(Hb + 8) >> 2]) { q[Lb >> 2] = Ib q[Fb >> 2] = Lb + 4 break q } zi(Hb, (Kb + 24) | 0) } Hb = (a + 12) | 0 Fb = q[Hb >> 2] Ib = (Fb + 4) | 0 Lb = q[Ib >> 2] r: { if ((Lb | 0) != q[(Fb + 8) >> 2]) { q[Lb >> 2] = q[(Kb + 16) >> 2] q[Ib >> 2] = Lb + 4 break r } zi(Fb, (Kb + 16) | 0) Fb = q[Hb >> 2] } q[(q[(Fb + 12) >> 2] + Jb) >> 2] = q[(Fb + 24) >> 2] q[(Fb + 24) >> 2] = q[(Fb + 24) >> 2] + 1 Mb = q[Qb >> 2] Fb = q[(Kb + 8) >> 2] if (!Gb) { Gb = Kb Hb = -1 s: { if ((Fb | 0) == -1) { break s } Ib = (Fb + 1) | 0 Fb = (Ib >>> 0) % 3 | 0 ? Ib : (Fb + -2) | 0 Hb = -1 if ((Fb | 0) == -1) { break s } Hb = q[(q[(Mb + 12) >> 2] + (Fb << 2)) >> 2] } q[(Gb + 8) >> 2] = Hb Fb = ((Hb >>> 0) / 3) | 0 break n } if ((Fb | 0) == -1) { break l } } Hb = -1 Jb = -1 Gb = (Fb + 1) | 0 Gb = (Gb >>> 0) % 3 | 0 ? Gb : (Fb + -2) | 0 if ((Gb | 0) != -1) { Jb = q[(q[(Mb + 12) >> 2] + (Gb << 2)) >> 2] } q[(Kb + 24) >> 2] = Jb Fb = (((Fb >>> 0) % 3 | 0 ? -1 : 2) + Fb) | 0 if ((Fb | 0) != -1) { Hb = q[(q[(Mb + 12) >> 2] + (Fb << 2)) >> 2] } Ib = ((Hb >>> 0) / 3) | 0 Fb = ((Jb >>> 0) / 3) | 0 Gb = (Jb | 0) == -1 t: { if (Gb) { Fb = -1 Gb = 1 break t } Gb = Gb ? -1 : Fb Gb = (q[(q[Ob >> 2] + ((Gb >>> 3) & 536870908)) >> 2] >>> (Gb & 31)) & 1 } u: { if ((Hb | 0) != -1) { Lb = (Hb | 0) == -1 ? -1 : Ib Lb = q[(q[Ob >> 2] + ((Lb >>> 3) & 536870908)) >> 2] & (1 << (Lb & 31)) if (Gb) { Jb = Hb Fb = Ib if (!Lb) { break u } break k } if (Lb) { break u } Fb = q[Nb >> 2] q[(Fb + -4) >> 2] = Hb if ((Fb | 0) == q[Ub >> 2]) { break m } q[Fb >> 2] = q[(Kb + 24) >> 2] q[Nb >> 2] = Fb + 4 break h } if (Gb) { break k } } q[(Kb + 8) >> 2] = Jb } Gb = (q[Ob >> 2] + ((Fb >>> 3) & 536870908)) | 0 q[Gb >> 2] = q[Gb >> 2] | (1 << (Fb & 31)) Fb = q[(Kb + 8) >> 2] if ((Fb | 0) != -1) { continue } break } Jb = 0 break a } zi(Pb, (Kb + 24) | 0) break h } q[(Kb + 24) >> 2] = -1 } q[Nb >> 2] = q[Nb >> 2] + -4 } Jb = 1 Fb = q[Nb >> 2] if ((Fb | 0) != q[(a + 48) >> 2]) { continue } break } } T = (Kb + 32) | 0 return Jb } function pj(a) { a = a | 0 var Fb = 0 q[a >> 2] = 12756 Fb = q[(a + 48) >> 2] if (Fb) { q[(a + 52) >> 2] = Fb An(Fb) } q[a >> 2] = 12572 Fb = q[(a + 36) >> 2] if (Fb) { An(Fb) } Fb = q[(a + 24) >> 2] if (Fb) { An(Fb) } An(a) } function qj(a) { a = a | 0 var Vb = 0, Wb = 0 q[a >> 2] = 12884 Wb = (a + 8) | 0 q[Wb >> 2] = 11760 Vb = q[(a + 56) >> 2] if (Vb) { q[(a + 60) >> 2] = Vb An(Vb) } q[Wb >> 2] = 12012 Vb = q[(a + 44) >> 2] if (Vb) { An(Vb) } Vb = q[(a + 32) >> 2] if (Vb) { An(Vb) } return a | 0 } function rj(a) { a = a | 0 var Xb = 0, Yb = 0 q[a >> 2] = 12884 Yb = (a + 8) | 0 q[Yb >> 2] = 11760 Xb = q[(a + 56) >> 2] if (Xb) { q[(a + 60) >> 2] = Xb An(Xb) } q[Yb >> 2] = 12012 Xb = q[(a + 44) >> 2] if (Xb) { An(Xb) } Xb = q[(a + 32) >> 2] if (Xb) { An(Xb) } An(a) } function sj(a, Zb) { a = a | 0 Zb = Zb | 0 var _b = 0, $b = 0, ac = 0, bc = 0, cc = 0, dc = 0, ec = 0, fc = 0, gc = 0, hc = 0, ic = 0 dc = q[(a + 12) >> 2] _b = q[(a + 68) >> 2] $b = q[(_b + 80) >> 2] o[(Zb + 84) | 0] = 0 cc = q[(Zb + 68) >> 2] ac = (q[(Zb + 72) >> 2] - cc) >> 2 a: { if ($b >>> 0 > ac >>> 0) { md((Zb + 68) | 0, ($b - ac) | 0, 12324) _b = q[(a + 68) >> 2] $b = q[(_b + 80) >> 2] break a } if ($b >>> 0 >= ac >>> 0) { break a } q[(Zb + 72) >> 2] = cc + ($b << 2) } fc = q[(_b + 96) >> 2] _b = (q[(_b + 100) >> 2] - fc) | 0 gc = ((_b | 0) / 12) | 0 if (!_b) { return 1 } hc = q[(dc + 28) >> 2] ic = (Zb + 68) | 0 Zb = 0 b: { while (1) { c: { _b = ((w(Zb, 3) << 2) + hc) | 0 dc = q[_b >> 2] if ((dc | 0) == -1) { break c } ac = (w(Zb, 12) + fc) | 0 cc = q[ac >> 2] if (cc >>> 0 >= $b >>> 0) { break c } bc = dc << 2 dc = q[(q[(a + 72) >> 2] + 12) >> 2] bc = q[(bc + dc) >> 2] if (bc >>> 0 >= $b >>> 0) { break c } ec = cc << 2 cc = q[ic >> 2] q[(ec + cc) >> 2] = bc bc = q[(_b + 4) >> 2] if ((bc | 0) == -1) { break c } ec = q[(ac + 4) >> 2] if (ec >>> 0 >= $b >>> 0) { break c } bc = q[(dc + (bc << 2)) >> 2] if (bc >>> 0 >= $b >>> 0) { break c } q[(cc + (ec << 2)) >> 2] = bc _b = q[(_b + 8) >> 2] if ((_b | 0) == -1) { break c } ac = q[(ac + 8) >> 2] if (ac >>> 0 >= $b >>> 0) { break c } _b = q[(dc + (_b << 2)) >> 2] if (_b >>> 0 >= $b >>> 0) { break c } q[(cc + (ac << 2)) >> 2] = _b _b = 1 Zb = (Zb + 1) | 0 if (Zb >>> 0 < gc >>> 0) { continue } break b } break } _b = 0 } return _b | 0 } function tj(a) { a = a | 0 var Zb = 0, jc = 0, kc = 0, lc = 0, mc = 0, nc = 0, oc = 0 lc = q[(a + 4) >> 2] Zb = q[lc >> 2] a: { jc = q[(a + 12) >> 2] kc = (q[(jc + 56) >> 2] - q[(jc + 52) >> 2]) | 0 jc = kc >> 2 b: { if (((q[(lc + 8) >> 2] - Zb) >> 2) >>> 0 >= jc >>> 0) { break b } if (jc >>> 0 >= 1073741824) { break a } oc = (lc + 4) | 0 mc = q[oc >> 2] nc = jc << 2 jc = Mm(kc) nc = (nc + jc) | 0 kc = (mc - Zb) | 0 mc = (kc + jc) | 0 if ((kc | 0) >= 1) { Cn(jc, Zb, kc) } q[lc >> 2] = jc q[(lc + 8) >> 2] = nc q[oc >> 2] = mc if (!Zb) { break b } An(Zb) } jc = (a + 8) | 0 c: { d: { Zb = q[(a + 76) >> 2] if (Zb) { lc = q[Zb >> 2] kc = 1 if ((lc | 0) == q[(Zb + 4) >> 2]) { break c } Zb = 0 while (1) { if (!uj(jc, q[((Zb << 2) + lc) >> 2])) { break d } kc = q[(a + 76) >> 2] lc = q[kc >> 2] Zb = (Zb + 1) | 0 if (Zb >>> 0 < ((q[(kc + 4) >> 2] - lc) >> 2) >>> 0) { continue } break } return 1 } Zb = 0 a = q[(q[(a + 12) >> 2] + 64) >> 2] a = ((((q[(a + 4) >> 2] - q[a >> 2]) >> 2) >>> 0) / 3) | 0 if ((a | 0) <= 0) { return 1 } while (1) { if (!uj(jc, w(Zb, 3))) { break d } Zb = (Zb + 1) | 0 if (Zb >>> 0 < a >>> 0) { continue } break } return 1 } kc = 0 } return kc | 0 } ab(12024) F() } function uj(a, pc) { var qc = 0, rc = 0, sc = 0, tc = 0, uc = 0, vc = 0, wc = 0, xc = 0, yc = 0, zc = 0, Ac = 0, Bc = 0, Cc = 0, Dc = 0, Ec = 0 uc = (T - 32) | 0 T = uc q[(uc + 8) >> 2] = pc a: { if ((pc | 0) == -1) { qc = 1 break a } qc = 1 tc = ((pc >>> 0) / 3) | 0 if ((q[(q[(a + 24) >> 2] + ((tc >>> 3) & 268435452)) >> 2] >>> (tc & 31)) & 1) { break a } tc = (a + 52) | 0 qc = q[(a + 48) >> 2] q[tc >> 2] = qc zc = (a + 48) | 0 b: { if ((qc | 0) != q[(a + 56) >> 2]) { q[qc >> 2] = pc q[tc >> 2] = qc + 4 break b } zi(zc, (uc + 8) | 0) } rc = -1 qc = q[(a + 4) >> 2] pc = q[(uc + 8) >> 2] c: { if ((pc | 0) == -1) { tc = q[(qc + 28) >> 2] qc = q[(tc + -4) >> 2] break c } tc = q[(qc + 28) >> 2] qc = (pc + 1) | 0 qc = q[(tc + (((qc >>> 0) % 3 | 0 ? qc : (pc + -2) | 0) << 2)) >> 2] if ((pc >>> 0) % 3) { rc = (pc + -1) | 0 break c } rc = (pc + 2) | 0 } if ((qc | 0) == -1) { qc = 0 break a } tc = q[((rc << 2) + tc) >> 2] if ((tc | 0) == -1) { qc = 0 break a } pc = q[(a + 36) >> 2] sc = (pc + ((qc >>> 3) & 536870908)) | 0 rc = q[sc >> 2] vc = 1 << (qc & 31) if (!(rc & vc)) { q[sc >> 2] = rc | vc rc = -1 pc = q[(uc + 8) >> 2] if ((pc | 0) != -1) { sc = (pc + 1) | 0 rc = (sc >>> 0) % 3 | 0 ? sc : (pc + -2) | 0 } q[(uc + 16) >> 2] = rc pc = q[(a + 20) >> 2] sc = ((rc >>> 0) / 3) | 0 rc = q[(((q[(q[(a + 16) >> 2] + 96) >> 2] + w(sc, 12)) | 0) + ((rc - w(sc, 3)) << 2)) >> 2] q[(uc + 24) >> 2] = rc sc = q[(pc + 4) >> 2] vc = (sc + 4) | 0 pc = q[vc >> 2] d: { if ((pc | 0) != q[(sc + 8) >> 2]) { q[pc >> 2] = rc q[vc >> 2] = pc + 4 break d } zi(sc, (uc + 24) | 0) } sc = (a + 12) | 0 rc = q[sc >> 2] vc = (rc + 4) | 0 pc = q[vc >> 2] e: { if ((pc | 0) != q[(rc + 8) >> 2]) { q[pc >> 2] = q[(uc + 16) >> 2] q[vc >> 2] = pc + 4 break e } zi(rc, (uc + 16) | 0) rc = q[sc >> 2] } q[(q[(rc + 12) >> 2] + (qc << 2)) >> 2] = q[(rc + 24) >> 2] q[(rc + 24) >> 2] = q[(rc + 24) >> 2] + 1 pc = q[(a + 36) >> 2] } pc = (((tc >>> 3) & 536870908) + pc) | 0 qc = q[pc >> 2] sc = 1 << (tc & 31) if (!(qc & sc)) { q[pc >> 2] = qc | sc pc = uc rc = pc sc = q[(pc + 8) >> 2] qc = -1 f: { if ((sc | 0) == -1) { break f } qc = (sc + -1) | 0 if ((sc >>> 0) % 3) { break f } qc = (sc + 2) | 0 } q[(rc + 16) >> 2] = qc pc = q[(a + 20) >> 2] sc = ((qc >>> 0) / 3) | 0 sc = q[(((q[(q[(a + 16) >> 2] + 96) >> 2] + w(sc, 12)) | 0) + ((qc - w(sc, 3)) << 2)) >> 2] q[(uc + 24) >> 2] = sc qc = q[(pc + 4) >> 2] rc = (qc + 4) | 0 pc = q[rc >> 2] g: { if ((pc | 0) != q[(qc + 8) >> 2]) { q[pc >> 2] = sc q[rc >> 2] = pc + 4 break g } zi(qc, (uc + 24) | 0) } sc = (a + 12) | 0 qc = q[sc >> 2] rc = (qc + 4) | 0 pc = q[rc >> 2] h: { if ((pc | 0) != q[(qc + 8) >> 2]) { q[pc >> 2] = q[(uc + 16) >> 2] q[rc >> 2] = pc + 4 break h } zi(qc, (uc + 16) | 0) qc = q[sc >> 2] } q[(q[(qc + 12) >> 2] + (tc << 2)) >> 2] = q[(qc + 24) >> 2] q[(qc + 24) >> 2] = q[(qc + 24) >> 2] + 1 } vc = (a + 52) | 0 pc = q[vc >> 2] if ((pc | 0) == q[(a + 48) >> 2]) { qc = 1 break a } xc = (a + 24) | 0 yc = (a + 4) | 0 Bc = (a + 36) | 0 Cc = (a + 16) | 0 Dc = (a + 20) | 0 Ec = (a + 56) | 0 while (1) { tc = (pc + -4) | 0 pc = q[tc >> 2] q[(uc + 8) >> 2] = pc qc = ((pc >>> 0) / 3) | 0 i: { j: { k: { if ((pc | 0) == -1) { break k } pc = (q[xc >> 2] + ((qc >>> 3) & 268435452)) | 0 sc = q[pc >> 2] qc = 1 << (qc & 31) if (sc & qc) { break k } q[pc >> 2] = qc | sc rc = q[yc >> 2] pc = q[(uc + 8) >> 2] qc = q[(q[(rc + 28) >> 2] + (pc << 2)) >> 2] if ((qc | 0) != -1) { break j } qc = 0 break a } q[vc >> 2] = tc break i } l: { m: { n: { while (1) { o: { p: { tc = (q[Bc >> 2] + ((qc >>> 3) & 536870908)) | 0 sc = q[tc >> 2] wc = 1 << (qc & 31) if (sc & wc) { break p } Ac = qc << 2 qc = q[(Ac + q[(rc + 40) >> 2]) >> 2] pc = 1 q: { if ((qc | 0) == -1) { break q } pc = (qc + 1) | 0 pc = (pc >>> 0) % 3 | 0 ? pc : (qc + -2) | 0 r: { if (((pc | 0) == -1) | ((q[(q[rc >> 2] + ((pc >>> 3) & 536870908)) >> 2] >>> (pc & 31)) & 1)) { break r } qc = q[(q[(q[(rc + 64) >> 2] + 12) >> 2] + (pc << 2)) >> 2] if ((qc | 0) == -1) { break r } rc = (qc + 1) | 0 pc = 0 if ((((rc >>> 0) % 3 | 0 ? rc : (qc + -2) | 0) | 0) != -1) { break q } } pc = 1 } qc = pc q[tc >> 2] = sc | wc pc = q[(uc + 8) >> 2] q[(uc + 16) >> 2] = pc tc = q[Dc >> 2] sc = ((pc >>> 0) / 3) | 0 sc = q[(((q[(q[Cc >> 2] + 96) >> 2] + w(sc, 12)) | 0) + ((pc - w(sc, 3)) << 2)) >> 2] q[(uc + 24) >> 2] = sc tc = q[(tc + 4) >> 2] rc = (tc + 4) | 0 pc = q[rc >> 2] s: { if ((pc | 0) != q[(tc + 8) >> 2]) { q[pc >> 2] = sc q[rc >> 2] = pc + 4 break s } zi(tc, (uc + 24) | 0) } sc = (a + 12) | 0 pc = q[sc >> 2] rc = (pc + 4) | 0 tc = q[rc >> 2] t: { if ((tc | 0) != q[(pc + 8) >> 2]) { q[tc >> 2] = q[(uc + 16) >> 2] q[rc >> 2] = tc + 4 break t } zi(pc, (uc + 16) | 0) pc = q[sc >> 2] } q[(q[(pc + 12) >> 2] + Ac) >> 2] = q[(pc + 24) >> 2] q[(pc + 24) >> 2] = q[(pc + 24) >> 2] + 1 rc = q[yc >> 2] pc = q[(uc + 8) >> 2] if (qc) { break p } qc = -1 u: { if ((pc | 0) == -1) { break u } tc = (pc + 1) | 0 pc = (tc >>> 0) % 3 | 0 ? tc : (pc + -2) | 0 if (((pc | 0) == -1) | ((q[(q[rc >> 2] + ((pc >>> 3) & 536870908)) >> 2] >>> (pc & 31)) & 1)) { break u } qc = q[(q[(q[(rc + 64) >> 2] + 12) >> 2] + (pc << 2)) >> 2] } q[(uc + 8) >> 2] = qc pc = ((qc >>> 0) / 3) | 0 break o } if ((pc | 0) == -1) { break m } tc = -1 sc = uc wc = (pc + 1) | 0 wc = (wc >>> 0) % 3 | 0 ? wc : (pc + -2) | 0 qc = -1 v: { if ((wc | 0) == -1) { break v } qc = -1 if ((q[(q[rc >> 2] + ((wc >>> 3) & 536870908)) >> 2] >>> (wc & 31)) & 1) { break v } qc = q[(q[(q[(rc + 64) >> 2] + 12) >> 2] + (wc << 2)) >> 2] } q[(sc + 24) >> 2] = qc pc = (((pc >>> 0) % 3 | 0 ? -1 : 2) + pc) | 0 if (!(((pc | 0) == -1) | ((q[(q[rc >> 2] + ((pc >>> 3) & 536870908)) >> 2] >>> (pc & 31)) & 1))) { tc = q[(q[(q[(rc + 64) >> 2] + 12) >> 2] + (pc << 2)) >> 2] } sc = ((tc >>> 0) / 3) | 0 pc = ((qc >>> 0) / 3) | 0 rc = (qc | 0) == -1 w: { if (rc) { pc = -1 rc = 1 break w } rc = rc ? -1 : pc rc = (q[(q[xc >> 2] + ((rc >>> 3) & 536870908)) >> 2] >>> (rc & 31)) & 1 } x: { if ((tc | 0) != -1) { wc = (tc | 0) == -1 ? -1 : sc wc = q[(q[xc >> 2] + ((wc >>> 3) & 536870908)) >> 2] & (1 << (wc & 31)) if (rc) { qc = tc pc = sc if (!wc) { break x } break l } if (wc) { break x } pc = q[vc >> 2] q[(pc + -4) >> 2] = tc if ((pc | 0) == q[Ec >> 2]) { break n } q[pc >> 2] = q[(uc + 24) >> 2] q[vc >> 2] = pc + 4 break i } if (rc) { break l } } q[(uc + 8) >> 2] = qc } qc = (q[xc >> 2] + ((pc >>> 3) & 536870908)) | 0 q[qc >> 2] = q[qc >> 2] | (1 << (pc & 31)) rc = q[yc >> 2] pc = q[(uc + 8) >> 2] qc = q[(q[(rc + 28) >> 2] + (pc << 2)) >> 2] if ((qc | 0) != -1) { continue } break } qc = 0 break a } zi(zc, (uc + 24) | 0) break i } q[(uc + 24) >> 2] = -1 } q[vc >> 2] = q[vc >> 2] + -4 } qc = 1 pc = q[vc >> 2] if ((pc | 0) != q[(a + 48) >> 2]) { continue } break } } T = (uc + 32) | 0 return qc } function vj(a, pc) { var Fc = 0, Gc = 0, Hc = 0 q[a >> 2] = q[pc >> 2] q[(a + 4) >> 2] = q[(pc + 4) >> 2] q[(a + 8) >> 2] = q[(pc + 8) >> 2] Fc = (pc + 12) | 0 q[(a + 12) >> 2] = q[Fc >> 2] q[Fc >> 2] = 0 q[(pc + 4) >> 2] = 0 q[(pc + 8) >> 2] = 0 Fc = (pc + 16) | 0 q[(a + 16) >> 2] = q[Fc >> 2] q[(a + 20) >> 2] = q[(pc + 20) >> 2] Gc = (pc + 24) | 0 q[(a + 24) >> 2] = q[Gc >> 2] q[Gc >> 2] = 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 Gc = r[(pc + 28) | 0] Hc = (a + 40) | 0 q[Hc >> 2] = 0 Fc = (a + 32) | 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 o[(a + 28) | 0] = Gc Gc = Fc Fc = (pc + 32) | 0 q[Gc >> 2] = q[Fc >> 2] q[(a + 36) >> 2] = q[(pc + 36) >> 2] Gc = (pc + 40) | 0 q[Hc >> 2] = q[Gc >> 2] q[Gc >> 2] = 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 Gc = (a + 52) | 0 q[Gc >> 2] = 0 Fc = (a + 44) | 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 Hc = Fc Fc = (pc + 44) | 0 q[Hc >> 2] = q[Fc >> 2] q[(a + 48) >> 2] = q[(pc + 48) >> 2] Hc = Gc Gc = (pc + 52) | 0 q[Hc >> 2] = q[Gc >> 2] q[Gc >> 2] = 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 Gc = (a - -64) | 0 q[Gc >> 2] = 0 Fc = (a + 56) | 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 Hc = Fc Fc = (pc + 56) | 0 q[Hc >> 2] = q[Fc >> 2] q[(a + 60) >> 2] = q[(pc + 60) >> 2] Hc = Gc Gc = (pc - -64) | 0 q[Hc >> 2] = q[Gc >> 2] q[Gc >> 2] = 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 q[(a + 68) >> 2] = q[(pc + 68) >> 2] Gc = q[(pc + 72) >> 2] Hc = (a + 84) | 0 q[Hc >> 2] = 0 Fc = (a + 76) | 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 q[(a + 72) >> 2] = Gc Gc = Fc Fc = (pc + 76) | 0 q[Gc >> 2] = q[Fc >> 2] q[(a + 80) >> 2] = q[(pc + 80) >> 2] Gc = (pc + 84) | 0 q[Hc >> 2] = q[Gc >> 2] q[Gc >> 2] = 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 Gc = (a + 96) | 0 q[Gc >> 2] = 0 Fc = (a + 88) | 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 Hc = Fc Fc = (pc + 88) | 0 q[Hc >> 2] = q[Fc >> 2] q[(a + 92) >> 2] = q[(pc + 92) >> 2] Hc = Gc Gc = (pc + 96) | 0 q[Hc >> 2] = q[Gc >> 2] q[Gc >> 2] = 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 Fc = r[(pc + 100) | 0] Gc = (a + 112) | 0 q[Gc >> 2] = 0 q[(a + 104) >> 2] = 0 q[(a + 108) >> 2] = 0 o[(a + 100) | 0] = Fc q[(a + 104) >> 2] = q[(pc + 104) >> 2] q[(a + 108) >> 2] = q[(pc + 108) >> 2] Fc = (pc + 112) | 0 q[Gc >> 2] = q[Fc >> 2] q[Fc >> 2] = 0 q[(pc + 104) >> 2] = 0 q[(pc + 108) >> 2] = 0 Gc = (a + 124) | 0 q[Gc >> 2] = 0 Fc = (a + 116) | 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 Hc = Fc Fc = (pc + 116) | 0 q[Hc >> 2] = q[Fc >> 2] q[(a + 120) >> 2] = q[(pc + 120) >> 2] Hc = Gc Gc = (pc + 124) | 0 q[Hc >> 2] = q[Gc >> 2] q[Gc >> 2] = 0 q[Fc >> 2] = 0 q[(Fc + 4) >> 2] = 0 Fc = q[(pc + 128) >> 2] Gc = (a + 140) | 0 q[Gc >> 2] = 0 q[(a + 132) >> 2] = 0 q[(a + 136) >> 2] = 0 q[(a + 128) >> 2] = Fc q[(a + 132) >> 2] = q[(pc + 132) >> 2] q[(a + 136) >> 2] = q[(pc + 136) >> 2] Fc = (pc + 140) | 0 q[Gc >> 2] = q[Fc >> 2] q[Fc >> 2] = 0 q[(pc + 132) >> 2] = 0 q[(pc + 136) >> 2] = 0 return a } function wj(a) { var pc = 0, Ic = 0, Jc = 0 Ic = q[(a + 8) >> 2] Jc = q[(a + 4) >> 2] if ((Ic | 0) != (Jc | 0)) { while (1) { pc = (Ic + -144) | 0 q[(a + 8) >> 2] = pc pc = q[(pc + 132) >> 2] if (pc) { q[(Ic + -8) >> 2] = pc An(pc) } pc = q[(Ic + -28) >> 2] if (pc) { q[(Ic + -24) >> 2] = pc An(pc) } pc = q[(Ic + -40) >> 2] if (pc) { q[(Ic + -36) >> 2] = pc An(pc) } pi((Ic + -140) | 0) Ic = q[(a + 8) >> 2] if ((Jc | 0) != (Ic | 0)) { continue } break } } a = q[a >> 2] if (a) { An(a) } } function xj(a, Kc) { var Lc = 0, Mc = 0, Nc = x(0) Lc = 2 a: { if ((Kc | 0) == 1) { break a } Lc = Kc if (!((Kc + -1) & Kc)) { break a } Lc = jm(Kc) } Mc = q[(a + 4) >> 2] if (Lc >>> 0 > Mc >>> 0) { yj(a, Lc) return } b: { if (Lc >>> 0 >= Mc >>> 0) { break b } Nc = x(D(x(x(t[(a + 12) >> 2]) / u[(a + 16) >> 2]))) c: { if ((Nc < x(4294967296)) & (Nc >= x(0))) { Kc = ~~Nc >>> 0 break c } Kc = 0 } d: { e: { if (Mc >>> 0 < 3) { break e } if (co(Mc) >>> 0 > 1) { break e } Kc = Kc >>> 0 < 2 ? Kc : 1 << (32 - z((Kc + -1) | 0)) break d } Kc = jm(Kc) } Kc = Lc >>> 0 < Kc >>> 0 ? Kc : Lc if (Kc >>> 0 >= Mc >>> 0) { break b } yj(a, Kc) } } function yj(a, Kc) { var Oc = 0, Pc = 0, Qc = 0, Rc = 0, Sc = 0, Tc = 0, Uc = 0, Vc = 0, Wc = 0 a: { b: { if (Kc) { if (Kc >>> 0 >= 1073741824) { break a } Oc = Mm(Kc << 2) Pc = q[a >> 2] q[a >> 2] = Oc if (Pc) { An(Pc) } q[(a + 4) >> 2] = Kc Oc = 0 while (1) { q[(q[a >> 2] + (Oc << 2)) >> 2] = 0 Oc = (Oc + 1) | 0 if ((Oc | 0) != (Kc | 0)) { continue } break } Pc = (a + 8) | 0 Rc = q[Pc >> 2] if (!Rc) { break b } Sc = q[(Rc + 4) >> 2] Oc = co(Kc) c: { if (Oc >>> 0 <= 1) { Sc = (Kc + -1) & Sc break c } if (Sc >>> 0 < Kc >>> 0) { break c } Sc = (Sc >>> 0) % (Kc >>> 0) | 0 } q[(q[a >> 2] + (Sc << 2)) >> 2] = Pc Pc = q[Rc >> 2] if (!Pc) { break b } Vc = (Kc + -1) | 0 Wc = Oc >>> 0 > 1 while (1) { Qc = q[(Pc + 4) >> 2] d: { if (!Wc) { Qc = Qc & Vc break d } if (Qc >>> 0 < Kc >>> 0) { break d } Qc = (Qc >>> 0) % (Kc >>> 0) | 0 } e: { if ((Qc | 0) == (Sc | 0)) { Rc = Pc break e } Oc = Pc Tc = Qc << 2 Uc = (Tc + q[a >> 2]) | 0 if (!q[Uc >> 2]) { q[Uc >> 2] = Rc Rc = Pc Sc = Qc break e } while (1) { Qc = Oc Oc = q[Oc >> 2] if (q[(Pc + 8) >> 2] == q[(Oc + 8) >> 2] ? Oc : 0) { continue } break } q[Rc >> 2] = Oc q[Qc >> 2] = q[q[(q[a >> 2] + Tc) >> 2] >> 2] q[q[(q[a >> 2] + Tc) >> 2] >> 2] = Pc } Pc = q[Rc >> 2] if (Pc) { continue } break } break b } Kc = q[a >> 2] q[a >> 2] = 0 if (Kc) { An(Kc) } q[(a + 4) >> 2] = 0 } return } ab(12024) F() } function zj(a) { a = a | 0 var Kc = 0, Xc = 0, Yc = 0, Zc = 0, _c = 0, $c = 0, ad = 0, bd = 0, cd = 0, dd = 0, ed = 0, fd = 0, gd = 0, hd = 0, id = 0, jd = 0, kd = 0, ld = 0 Zc = (T - 32) | 0 T = Zc $c = q[(a + 32) >> 2] Xc = s[(a + 36) >> 1] a: { b: { if ((((Xc << 24) | ((Xc << 8) & 16711680)) >>> 16) >>> 0 <= 513) { Xc = q[($c + 12) >> 2] Yc = Xc Kc = q[($c + 20) >> 2] _c = Kc bd = q[($c + 16) >> 2] ad = (bd + 4) | 0 if (ad >>> 0 < 4) { Kc = (Kc + 1) | 0 } gd = q[($c + 8) >> 2] ed = ad ad = Kc if ((Xc | 0) < (Kc | 0) ? 1 : (Xc | 0) <= (Kc | 0) ? (gd >>> 0 >= ed >>> 0 ? 0 : 1) : 0) { break a } id = q[$c >> 2] Xc = (id + bd) | 0 hd = r[Xc | 0] | (r[(Xc + 1) | 0] << 8) | ((r[(Xc + 2) | 0] << 16) | (r[(Xc + 3) | 0] << 24)) q[(Zc + 28) >> 2] = hd q[($c + 16) >> 2] = ed q[($c + 20) >> 2] = ad Kc = Yc Xc = _c Yc = (bd + 8) | 0 if (Yc >>> 0 < 8) { Xc = (Xc + 1) | 0 } _c = Yc Yc = Xc if ((Kc | 0) < (Xc | 0) ? 1 : (Kc | 0) <= (Xc | 0) ? (gd >>> 0 >= _c >>> 0 ? 0 : 1) : 0) { break a } Xc = (ed + id) | 0 q[(Zc + 24) >> 2] = r[Xc | 0] | (r[(Xc + 1) | 0] << 8) | ((r[(Xc + 2) | 0] << 16) | (r[(Xc + 3) | 0] << 24)) q[($c + 16) >> 2] = _c q[($c + 20) >> 2] = Yc break b } if (!Aj(1, (Zc + 28) | 0, $c)) { break a } if (!Aj(1, (Zc + 24) | 0, q[(a + 32) >> 2])) { break a } hd = q[(Zc + 28) >> 2] } if (hd >>> 0 > 1431655765) { break a } Xc = $n(hd, 0, 3, 0) Kc = V id = q[(Zc + 24) >> 2] if ((!Kc & (Xc >>> 0 < id >>> 0)) | (Kc >>> 0 < 0)) { break a } Yc = q[(a + 32) >> 2] Xc = Yc $c = q[(Xc + 16) >> 2] ad = t[(Xc + 8) >> 2] > $c >>> 0 ? 0 : 1 _c = q[(Xc + 12) >> 2] Kc = q[(Xc + 20) >> 2] if ((_c | 0) < (Kc | 0) ? 1 : (_c | 0) <= (Kc | 0) ? ad : 0) { break a } ad = r[($c + q[Yc >> 2]) | 0] Xc = Kc bd = ($c + 1) | 0 if (bd >>> 0 < 1) { Xc = (Xc + 1) | 0 } q[(Yc + 16) >> 2] = bd q[(Yc + 20) >> 2] = Xc c: { if (!ad) { if (!Bj(a, hd)) { break a } break c } d: { if (id >>> 0 <= 255) { if (!hd) { break c } gd = 0 $c = (Zc + 16) | 0 q[$c >> 2] = 0 q[(Zc + 8) >> 2] = 0 q[(Zc + 12) >> 2] = 0 dd = q[(Yc + 8) >> 2] _c = q[(Yc + 12) >> 2] Kc = _c if ((Kc | 0) < (Xc | 0) ? 1 : (Kc | 0) <= (Xc | 0) ? (dd >>> 0 > bd >>> 0 ? 0 : 1) : 0) { break d } fd = (a + 44) | 0 jd = (a + 32) | 0 while (1) { ed = q[Yc >> 2] kd = r[(ed + bd) | 0] Kc = Xc cd = (bd + 1) | 0 if (cd >>> 0 < 1) { Kc = (Kc + 1) | 0 } ad = Yc q[(Yc + 16) >> 2] = cd q[(Yc + 20) >> 2] = Kc q[(Zc + 8) >> 2] = kd if ((_c | 0) < (Kc | 0) ? 1 : (_c | 0) <= (Kc | 0) ? (dd >>> 0 > cd >>> 0 ? 0 : 1) : 0) { break d } kd = r[(cd + ed) | 0] Kc = Xc cd = (bd + 2) | 0 if (cd >>> 0 < 2) { Kc = (Kc + 1) | 0 } q[(Yc + 16) >> 2] = cd q[(ad + 20) >> 2] = Kc q[(Zc + 12) >> 2] = kd if ((_c | 0) < (Kc | 0) ? 1 : (_c | 0) <= (Kc | 0) ? (dd >>> 0 > cd >>> 0 ? 0 : 1) : 0) { break d } Kc = r[(cd + ed) | 0] _c = (bd + 3) | 0 if (_c >>> 0 < 3) { Xc = (Xc + 1) | 0 } q[(Yc + 16) >> 2] = _c q[(Yc + 20) >> 2] = Xc q[(Zc + 16) >> 2] = Kc Kc = q[fd >> 2] Yc = (Kc + 100) | 0 Xc = q[Yc >> 2] e: { if ((Xc | 0) == q[(Kc + 104) >> 2]) { Cj((Kc + 96) | 0, (Zc + 8) | 0) break e } Kc = q[(Zc + 12) >> 2] q[Xc >> 2] = q[(Zc + 8) >> 2] q[(Xc + 4) >> 2] = Kc q[(Xc + 8) >> 2] = q[$c >> 2] q[Yc >> 2] = q[Yc >> 2] + 12 } gd = (gd + 1) | 0 if ((hd | 0) == (gd | 0)) { break c } Yc = q[jd >> 2] Kc = Yc bd = q[(Kc + 16) >> 2] Xc = q[(Kc + 20) >> 2] q[$c >> 2] = 0 q[(Zc + 8) >> 2] = 0 q[(Zc + 12) >> 2] = 0 dd = q[(Kc + 8) >> 2] _c = q[(Kc + 12) >> 2] Kc = _c if ((Kc | 0) > (Xc | 0) ? 1 : (Kc | 0) >= (Xc | 0) ? (dd >>> 0 <= bd >>> 0 ? 0 : 1) : 0) { continue } break } break d } if (id >>> 0 <= 65535) { if (!hd) { break c } gd = 0 cd = (Zc + 16) | 0 q[cd >> 2] = 0 q[(Zc + 8) >> 2] = 0 q[(Zc + 12) >> 2] = 0 ad = q[(Yc + 12) >> 2] fd = ad _c = ($c + 3) | 0 if (_c >>> 0 < 3) { Kc = (Kc + 1) | 0 } ed = q[(Yc + 8) >> 2] dd = _c _c = Kc if ((fd | 0) < (Kc | 0) ? 1 : (fd | 0) <= (Kc | 0) ? (ed >>> 0 >= dd >>> 0 ? 0 : 1) : 0) { break d } kd = (a + 44) | 0 ld = (a + 32) | 0 while (1) { fd = q[Yc >> 2] Kc = (fd + bd) | 0 Kc = r[Kc | 0] | (r[(Kc + 1) | 0] << 8) q[(Yc + 16) >> 2] = dd q[(Yc + 20) >> 2] = _c q[(Zc + 8) >> 2] = Kc _c = ad Kc = Xc $c = (bd + 4) | 0 if ($c >>> 0 < 4) { Kc = (Kc + 1) | 0 } jd = $c $c = Kc if ((_c | 0) < (Kc | 0) ? 1 : (_c | 0) <= (Kc | 0) ? (ed >>> 0 >= jd >>> 0 ? 0 : 1) : 0) { break d } Kc = (dd + fd) | 0 Kc = r[Kc | 0] | (r[(Kc + 1) | 0] << 8) q[(Yc + 16) >> 2] = jd q[(Yc + 20) >> 2] = $c q[(Zc + 12) >> 2] = Kc Kc = (bd + 6) | 0 if (Kc >>> 0 < 6) { Xc = (Xc + 1) | 0 } _c = Kc Kc = Xc if ((ad | 0) < (Kc | 0) ? 1 : (ad | 0) <= (Kc | 0) ? (ed >>> 0 >= _c >>> 0 ? 0 : 1) : 0) { break d } Xc = (fd + jd) | 0 Xc = r[Xc | 0] | (r[(Xc + 1) | 0] << 8) q[(Yc + 16) >> 2] = _c q[(Yc + 20) >> 2] = Kc q[(Zc + 16) >> 2] = Xc Kc = q[kd >> 2] Yc = (Kc + 100) | 0 Xc = q[Yc >> 2] f: { if ((Xc | 0) == q[(Kc + 104) >> 2]) { Cj((Kc + 96) | 0, (Zc + 8) | 0) break f } Kc = q[(Zc + 12) >> 2] q[Xc >> 2] = q[(Zc + 8) >> 2] q[(Xc + 4) >> 2] = Kc q[(Xc + 8) >> 2] = q[cd >> 2] q[Yc >> 2] = q[Yc >> 2] + 12 } gd = (gd + 1) | 0 if ((hd | 0) == (gd | 0)) { break c } Yc = q[ld >> 2] Kc = Yc bd = q[(Kc + 16) >> 2] Xc = q[(Kc + 20) >> 2] q[cd >> 2] = 0 q[(Zc + 8) >> 2] = 0 q[(Zc + 12) >> 2] = 0 $c = q[(Kc + 12) >> 2] ad = $c ed = q[(Kc + 8) >> 2] fd = ed Kc = Xc _c = (bd + 2) | 0 if (_c >>> 0 < 2) { Kc = (Kc + 1) | 0 } dd = _c _c = Kc if (($c | 0) > (Kc | 0) ? 1 : ($c | 0) >= (Kc | 0) ? (fd >>> 0 < dd >>> 0 ? 0 : 1) : 0) { continue } break } break d } g: { if (t[(q[(a + 44) >> 2] + 80) >> 2] > 2097151) { break g } _c = s[(a + 36) >> 1] if ((((_c << 24) | ((_c << 8) & 16711680)) >>> 16) >>> 0 < 514) { break g } if (!hd) { break c } _c = (Zc + 16) | 0 q[_c >> 2] = 0 q[(Zc + 8) >> 2] = 0 q[(Zc + 12) >> 2] = 0 if (!Aj(1, (Zc + 4) | 0, Yc)) { break d } Kc = (a + 32) | 0 $c = (a + 44) | 0 while (1) { q[(Zc + 8) >> 2] = q[(Zc + 4) >> 2] if (!Aj(1, (Zc + 4) | 0, q[Kc >> 2])) { break d } q[(Zc + 12) >> 2] = q[(Zc + 4) >> 2] if (!Aj(1, (Zc + 4) | 0, q[Kc >> 2])) { break d } q[(Zc + 16) >> 2] = q[(Zc + 4) >> 2] Yc = q[$c >> 2] ad = (Yc + 100) | 0 Xc = q[ad >> 2] h: { if ((Xc | 0) == q[(Yc + 104) >> 2]) { Cj((Yc + 96) | 0, (Zc + 8) | 0) break h } Yc = q[(Zc + 12) >> 2] q[Xc >> 2] = q[(Zc + 8) >> 2] q[(Xc + 4) >> 2] = Yc q[(Xc + 8) >> 2] = q[_c >> 2] q[ad >> 2] = q[ad >> 2] + 12 } cd = (cd + 1) | 0 if ((cd | 0) == (hd | 0)) { break c } Xc = q[Kc >> 2] q[_c >> 2] = 0 q[(Zc + 8) >> 2] = 0 q[(Zc + 12) >> 2] = 0 if (Aj(1, (Zc + 4) | 0, Xc)) { continue } break } break d } if (!hd) { break c } gd = (Zc + 16) | 0 q[gd >> 2] = 0 q[(Zc + 8) >> 2] = 0 q[(Zc + 12) >> 2] = 0 ad = q[(Yc + 12) >> 2] cd = ad _c = ($c + 5) | 0 if (_c >>> 0 < 5) { Kc = (Kc + 1) | 0 } ed = q[(Yc + 8) >> 2] dd = _c _c = Kc if ((cd | 0) < (Kc | 0) ? 1 : (cd | 0) <= (Kc | 0) ? (ed >>> 0 >= dd >>> 0 ? 0 : 1) : 0) { break d } jd = (a + 44) | 0 kd = (a + 32) | 0 while (1) { cd = q[Yc >> 2] Kc = (cd + bd) | 0 Kc = r[Kc | 0] | (r[(Kc + 1) | 0] << 8) | ((r[(Kc + 2) | 0] << 16) | (r[(Kc + 3) | 0] << 24)) q[(Yc + 16) >> 2] = dd q[(Yc + 20) >> 2] = _c q[(Zc + 8) >> 2] = Kc _c = ad Kc = Xc $c = (bd + 8) | 0 if ($c >>> 0 < 8) { Kc = (Kc + 1) | 0 } fd = $c $c = Kc if ((_c | 0) < (Kc | 0) ? 1 : (_c | 0) <= (Kc | 0) ? (ed >>> 0 >= fd >>> 0 ? 0 : 1) : 0) { break d } Kc = (cd + dd) | 0 Kc = r[Kc | 0] | (r[(Kc + 1) | 0] << 8) | ((r[(Kc + 2) | 0] << 16) | (r[(Kc + 3) | 0] << 24)) q[(Yc + 16) >> 2] = fd q[(Yc + 20) >> 2] = $c q[(Zc + 12) >> 2] = Kc Kc = Xc Xc = (bd + 12) | 0 if (Xc >>> 0 < 12) { Kc = (Kc + 1) | 0 } _c = Xc Xc = Kc if ((ad | 0) < (Kc | 0) ? 1 : (ad | 0) <= (Kc | 0) ? (ed >>> 0 >= _c >>> 0 ? 0 : 1) : 0) { break d } Kc = (cd + fd) | 0 Kc = r[Kc | 0] | (r[(Kc + 1) | 0] << 8) | ((r[(Kc + 2) | 0] << 16) | (r[(Kc + 3) | 0] << 24)) q[(Yc + 16) >> 2] = _c q[(Yc + 20) >> 2] = Xc q[(Zc + 16) >> 2] = Kc Kc = q[jd >> 2] Yc = (Kc + 100) | 0 Xc = q[Yc >> 2] i: { if ((Xc | 0) == q[(Kc + 104) >> 2]) { Cj((Kc + 96) | 0, (Zc + 8) | 0) break i } Kc = q[(Zc + 12) >> 2] q[Xc >> 2] = q[(Zc + 8) >> 2] q[(Xc + 4) >> 2] = Kc q[(Xc + 8) >> 2] = q[gd >> 2] q[Yc >> 2] = q[Yc >> 2] + 12 } ld = (ld + 1) | 0 if ((hd | 0) == (ld | 0)) { break c } Yc = q[kd >> 2] Kc = Yc bd = q[(Kc + 16) >> 2] Xc = q[(Kc + 20) >> 2] q[gd >> 2] = 0 q[(Zc + 8) >> 2] = 0 q[(Zc + 12) >> 2] = 0 $c = q[(Kc + 12) >> 2] ad = $c ed = q[(Kc + 8) >> 2] fd = ed Kc = Xc _c = (bd + 4) | 0 if (_c >>> 0 < 4) { Kc = (Kc + 1) | 0 } dd = _c _c = Kc if (($c | 0) > (Kc | 0) ? 1 : ($c | 0) >= (Kc | 0) ? (fd >>> 0 < dd >>> 0 ? 0 : 1) : 0) { continue } break } } dd = 0 break a } q[(q[(a + 4) >> 2] + 80) >> 2] = id dd = 1 } T = (Zc + 32) | 0 return dd | 0 } function Aj(a, md, nd) { var od = 0, pd = 0, qd = 0, rd = 0 a: { if (a >>> 0 > 5) { break a } qd = q[(nd + 16) >> 2] od = q[(nd + 12) >> 2] pd = q[(nd + 20) >> 2] if ((od | 0) < (pd | 0) ? 1 : (od | 0) <= (pd | 0) ? (t[(nd + 8) >> 2] > qd >>> 0 ? 0 : 1) : 0) { break a } od = r[(qd + q[nd >> 2]) | 0] qd = (qd + 1) | 0 if (qd >>> 0 < 1) { pd = (pd + 1) | 0 } q[(nd + 16) >> 2] = qd q[(nd + 20) >> 2] = pd pd = md if (od & 128) { if (!Aj((a + 1) | 0, md, nd)) { break a } a = q[md >> 2] << 7 q[md >> 2] = a od = a | (od & 127) } q[pd >> 2] = od rd = 1 } return rd } function Bj(a, md) { var nd = 0, sd = 0, td = 0, ud = 0, vd = 0, wd = 0, xd = 0, yd = 0, zd = 0, Ad = 0 nd = (T - 32) | 0 T = nd q[(nd + 24) >> 2] = 0 q[(nd + 16) >> 2] = 0 q[(nd + 20) >> 2] = 0 a: { ud = w(md, 3) if (ud) { if (ud >>> 0 >= 1073741824) { break a } sd = w(md, 12) vd = Mm(sd) q[(nd + 16) >> 2] = vd q[(nd + 24) >> 2] = (ud << 2) + vd ;(zd = nd), (Ad = (Dn(vd, 0, sd) + sd) | 0), (q[(zd + 20) >> 2] = Ad) } b: { if (!qh(ud, 1, q[(a + 32) >> 2], vd)) { break b } td = 1 if (!md) { break b } yd = (a + 44) | 0 vd = 0 while (1) { ud = (nd + 8) | 0 q[ud >> 2] = 0 q[nd >> 2] = 0 q[(nd + 4) >> 2] = 0 a = (q[(nd + 16) >> 2] + (vd << 2)) | 0 sd = q[a >> 2] td = sd >>> 1 sd = ((sd & 1 ? (0 - td) | 0 : td) + wd) | 0 q[nd >> 2] = sd td = q[(a + 4) >> 2] wd = td >>> 1 sd = (sd + (td & 1 ? (0 - wd) | 0 : wd)) | 0 q[(nd + 4) >> 2] = sd a = q[(a + 8) >> 2] td = a >>> 1 wd = (sd + (a & 1 ? (0 - td) | 0 : td)) | 0 q[ud >> 2] = wd sd = q[yd >> 2] td = (sd + 100) | 0 a = q[td >> 2] c: { if ((a | 0) != q[(sd + 104) >> 2]) { sd = q[(nd + 4) >> 2] q[a >> 2] = q[nd >> 2] q[(a + 4) >> 2] = sd q[(a + 8) >> 2] = q[ud >> 2] q[td >> 2] = q[td >> 2] + 12 break c } Cj((sd + 96) | 0, nd) } vd = (vd + 3) | 0 td = 1 xd = (xd + 1) | 0 if ((xd | 0) != (md | 0)) { continue } break } } a = q[(nd + 16) >> 2] if (a) { q[(nd + 20) >> 2] = a An(a) } T = (nd + 32) | 0 return td } bn() F() } function Cj(a, md) { var Bd = 0, Cd = 0, Dd = 0, Ed = 0, Fd = 0, Gd = 0 a: { Ed = q[a >> 2] Fd = (q[(a + 4) >> 2] - Ed) | 0 Bd = ((Fd | 0) / 12) | 0 Cd = (Bd + 1) | 0 if (Cd >>> 0 < 357913942) { Gd = w(Bd, 12) Dd = (((q[(a + 8) >> 2] - Ed) | 0) / 12) | 0 Bd = Dd << 1 Dd = Dd >>> 0 < 178956970 ? (Bd >>> 0 < Cd >>> 0 ? Cd : Bd) : 357913941 Bd = 0 b: { if (!Dd) { break b } if (Dd >>> 0 >= 357913942) { break a } Bd = Mm(w(Dd, 12)) } Cd = (Gd + Bd) | 0 Gd = q[(md + 4) >> 2] q[Cd >> 2] = q[md >> 2] q[(Cd + 4) >> 2] = Gd q[(Cd + 8) >> 2] = q[(md + 8) >> 2] md = (Cd + w(((Fd | 0) / -12) | 0, 12)) | 0 Bd = (Bd + w(Dd, 12)) | 0 Cd = (Cd + 12) | 0 if ((Fd | 0) >= 1) { Cn(md, Ed, Fd) } q[a >> 2] = md q[(a + 8) >> 2] = Bd q[(a + 4) >> 2] = Cd if (Ed) { An(Ed) } return } bn() F() } ab(13160) F() } function Dj(a, md) { a = a | 0 md = md | 0 var Hd = 0, Id = 0, Jd = 0, Kd = 0, Ld = 0, Md = 0, Nd = 0 Kd = (T - 16) | 0 T = Kd Ld = Mm(64) Hd = Mm(12) q[(Hd + 8) >> 2] = q[(q[(a + 4) >> 2] + 80) >> 2] q[Hd >> 2] = 13236 q[(Hd + 4) >> 2] = 0 q[(Kd + 8) >> 2] = Hd Ge(Ld, (Kd + 8) | 0) a: { if ((md | 0) >= 0) { Hd = q[(a + 12) >> 2] Md = (a + 8) | 0 Nd = q[Md >> 2] Id = (Hd - Nd) >> 2 b: { if ((Id | 0) > (md | 0)) { break b } Jd = (md + 1) | 0 if (Id >>> 0 <= md >>> 0) { ji(Md, (Jd - Id) | 0) break b } if (Jd >>> 0 >= Id >>> 0) { break b } Jd = (Nd + (Jd << 2)) | 0 if ((Jd | 0) != (Hd | 0)) { while (1) { Hd = (Hd + -4) | 0 Id = q[Hd >> 2] q[Hd >> 2] = 0 if (Id) { n[q[(q[Id >> 2] + 4) >> 2]](Id) } if ((Hd | 0) != (Jd | 0)) { continue } break } } q[(a + 12) >> 2] = Jd } md = (q[Md >> 2] + (md << 2)) | 0 a = q[md >> 2] q[md >> 2] = Ld Id = 1 if (!a) { break a } n[q[(q[a >> 2] + 4) >> 2]](a) break a } n[q[(q[Ld >> 2] + 4) >> 2]](Ld) } a = q[(Kd + 8) >> 2] q[(Kd + 8) >> 2] = 0 if (a) { n[q[(q[a >> 2] + 4) >> 2]](a) } T = (Kd + 16) | 0 return Id | 0 } function Ej(a) { a = a | 0 var md = 0, Od = 0, Pd = 0, Qd = 0, Rd = 0 q[a >> 2] = 13300 md = q[(a + 20) >> 2] if (md) { q[(a + 24) >> 2] = md An(md) } Pd = q[(a + 8) >> 2] if (Pd) { md = Pd Rd = (a + 12) | 0 Od = q[Rd >> 2] Qd = md a: { if ((md | 0) == (Od | 0)) { break a } while (1) { Od = (Od + -4) | 0 md = q[Od >> 2] q[Od >> 2] = 0 if (md) { n[q[(q[md >> 2] + 4) >> 2]](md) } if ((Od | 0) != (Pd | 0)) { continue } break } Qd = q[(a + 8) >> 2] } md = Qd q[Rd >> 2] = Pd An(md) } An(a) } function Fj(a, Sd) { a = a | 0 Sd = Sd | 0 o[(Sd + 84) | 0] = 1 q[(Sd + 72) >> 2] = q[(Sd + 68) >> 2] return 1 } function Gj(a) { a = a | 0 var Sd = 0, Td = 0, Ud = 0, Vd = 0 a: { Sd = q[(a + 8) >> 2] b: { if ((Sd | 0) < 0) { break b } Td = q[(a + 4) >> 2] Vd = q[Td >> 2] Ud = (q[(Td + 4) >> 2] - Vd) >> 2 c: { if (Sd >>> 0 > Ud >>> 0) { Hj(Td, (Sd - Ud) | 0) Sd = q[(a + 8) >> 2] break c } if (Sd >>> 0 >= Ud >>> 0) { break c } q[(Td + 4) >> 2] = Vd + (Sd << 2) } Vd = 1 if ((Sd | 0) < 1) { break b } a = q[(a + 4) >> 2] Td = q[a >> 2] Ud = (q[(a + 4) >> 2] - Td) >> 2 a = 0 while (1) { if ((a | 0) == (Ud | 0)) { break a } q[(Td + (a << 2)) >> 2] = a a = (a + 1) | 0 if ((a | 0) < (Sd | 0)) { continue } break } } return Vd | 0 } cn() F() } function Hj(a, Wd) { var Xd = 0, Yd = 0, Zd = 0, _d = 0, $d = 0, ae = 0, be = 0, ce = 0, de = 0 Yd = q[(a + 8) >> 2] Zd = (a + 4) | 0 Xd = q[Zd >> 2] if (((Yd - Xd) >> 2) >>> 0 >= Wd >>> 0) { a = Wd << 2 ;(ce = Zd), (de = (Dn(Xd, 0, a) + a) | 0), (q[ce >> 2] = de) return } a: { Zd = q[a >> 2] $d = (Xd - Zd) | 0 Xd = $d >> 2 _d = (Xd + Wd) | 0 if (_d >>> 0 < 1073741824) { be = Xd << 2 Yd = (Yd - Zd) | 0 Xd = Yd >> 1 Yd = (Yd >> 2) >>> 0 < 536870911 ? (Xd >>> 0 < _d >>> 0 ? _d : Xd) : 1073741823 Xd = 0 b: { if (!Yd) { break b } if (Yd >>> 0 >= 1073741824) { break a } ae = Mm(Yd << 2) Xd = ae } Dn((be + Xd) | 0, 0, Wd << 2) Wd = (Xd + (_d << 2)) | 0 _d = (Xd + (Yd << 2)) | 0 if (($d | 0) >= 1) { Cn(ae, Zd, $d) } q[a >> 2] = Xd q[(a + 8) >> 2] = _d q[(a + 4) >> 2] = Wd if (Zd) { An(Zd) } return } bn() F() } ab(13160) F() } function Ij(a) { q[(a + 40) >> 2] = 0 q[a >> 2] = 13300 q[(a + 4) >> 2] = 0 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 q[(a + 16) >> 2] = 0 q[(a + 20) >> 2] = 0 q[(a + 24) >> 2] = 0 q[(a + 28) >> 2] = 0 q[(a + 32) >> 2] = 0 p[(a + 36) >> 1] = 0 } function Jj(a, Wd, ee) { var fe = 0, ge = 0, he = 0, ie = 0, je = 0, ke = 0 ge = (T - 16) | 0 T = ge ie = q[(Wd + 12) >> 2] fe = q[(Wd + 20) >> 2] he = q[(Wd + 16) >> 2] je = (he + 5) | 0 if (je >>> 0 < 5) { fe = (fe + 1) | 0 } a: { if ((ie | 0) < (fe | 0) ? 1 : (ie | 0) <= (fe | 0) ? (t[(Wd + 8) >> 2] >= je >>> 0 ? 0 : 1) : 0) { Wd = Mm(32) q[ge >> 2] = Wd q[(ge + 4) >> 2] = 29 q[(ge + 8) >> 2] = -2147483616 o[(Wd + 29) | 0] = 0 ee = r[13369] | (r[13370] << 8) | ((r[13371] << 16) | (r[13372] << 24)) fe = r[13365] | (r[13366] << 8) | ((r[13367] << 16) | (r[13368] << 24)) o[(Wd + 21) | 0] = fe o[(Wd + 22) | 0] = fe >>> 8 o[(Wd + 23) | 0] = fe >>> 16 o[(Wd + 24) | 0] = fe >>> 24 o[(Wd + 25) | 0] = ee o[(Wd + 26) | 0] = ee >>> 8 o[(Wd + 27) | 0] = ee >>> 16 o[(Wd + 28) | 0] = ee >>> 24 ee = q[3341] fe = q[3340] o[(Wd + 16) | 0] = fe o[(Wd + 17) | 0] = fe >>> 8 o[(Wd + 18) | 0] = fe >>> 16 o[(Wd + 19) | 0] = fe >>> 24 o[(Wd + 20) | 0] = ee o[(Wd + 21) | 0] = ee >>> 8 o[(Wd + 22) | 0] = ee >>> 16 o[(Wd + 23) | 0] = ee >>> 24 ee = q[3339] fe = q[3338] o[(Wd + 8) | 0] = fe o[(Wd + 9) | 0] = fe >>> 8 o[(Wd + 10) | 0] = fe >>> 16 o[(Wd + 11) | 0] = fe >>> 24 o[(Wd + 12) | 0] = ee o[(Wd + 13) | 0] = ee >>> 8 o[(Wd + 14) | 0] = ee >>> 16 o[(Wd + 15) | 0] = ee >>> 24 ee = q[3337] fe = q[3336] o[Wd | 0] = fe o[(Wd + 1) | 0] = fe >>> 8 o[(Wd + 2) | 0] = fe >>> 16 o[(Wd + 3) | 0] = fe >>> 24 o[(Wd + 4) | 0] = ee o[(Wd + 5) | 0] = ee >>> 8 o[(Wd + 6) | 0] = ee >>> 16 o[(Wd + 7) | 0] = ee >>> 24 q[a >> 2] = -2 Rm((a + 4) | 0, ge) if (o[(ge + 11) | 0] > -1) { break a } An(q[ge >> 2]) break a } fe = (he + q[Wd >> 2]) | 0 ie = r[fe | 0] | (r[(fe + 1) | 0] << 8) | ((r[(fe + 2) | 0] << 16) | (r[(fe + 3) | 0] << 24)) o[ee | 0] = ie o[(ee + 1) | 0] = ie >>> 8 o[(ee + 2) | 0] = ie >>> 16 o[(ee + 3) | 0] = ie >>> 24 o[(ee + 4) | 0] = r[(fe + 4) | 0] ie = Wd fe = q[(Wd + 20) >> 2] he = (q[(Wd + 16) >> 2] + 5) | 0 if (he >>> 0 < 5) { fe = (fe + 1) | 0 } je = he he = fe q[(ie + 16) >> 2] = je q[(ie + 20) >> 2] = fe if (cm(ee, 13374, 5)) { Wd = Mm(32) q[ge >> 2] = Wd q[(ge + 4) >> 2] = 17 q[(ge + 8) >> 2] = -2147483616 o[(Wd + 17) | 0] = 0 o[(Wd + 16) | 0] = r[13396] ee = r[13392] | (r[13393] << 8) | ((r[13394] << 16) | (r[13395] << 24)) fe = r[13388] | (r[13389] << 8) | ((r[13390] << 16) | (r[13391] << 24)) o[(Wd + 8) | 0] = fe o[(Wd + 9) | 0] = fe >>> 8 o[(Wd + 10) | 0] = fe >>> 16 o[(Wd + 11) | 0] = fe >>> 24 o[(Wd + 12) | 0] = ee o[(Wd + 13) | 0] = ee >>> 8 o[(Wd + 14) | 0] = ee >>> 16 o[(Wd + 15) | 0] = ee >>> 24 ee = r[13384] | (r[13385] << 8) | ((r[13386] << 16) | (r[13387] << 24)) fe = r[13380] | (r[13381] << 8) | ((r[13382] << 16) | (r[13383] << 24)) o[Wd | 0] = fe o[(Wd + 1) | 0] = fe >>> 8 o[(Wd + 2) | 0] = fe >>> 16 o[(Wd + 3) | 0] = fe >>> 24 o[(Wd + 4) | 0] = ee o[(Wd + 5) | 0] = ee >>> 8 o[(Wd + 6) | 0] = ee >>> 16 o[(Wd + 7) | 0] = ee >>> 24 q[a >> 2] = -1 Rm((a + 4) | 0, ge) if (o[(ge + 11) | 0] > -1) { break a } An(q[ge >> 2]) break a } fe = q[(Wd + 12) >> 2] if ((fe | 0) < (he | 0) ? 1 : (fe | 0) <= (he | 0) ? (t[(Wd + 8) >> 2] > je >>> 0 ? 0 : 1) : 0) { Wd = Mm(32) q[ge >> 2] = Wd q[(ge + 4) >> 2] = 29 q[(ge + 8) >> 2] = -2147483616 o[(Wd + 29) | 0] = 0 ee = r[13369] | (r[13370] << 8) | ((r[13371] << 16) | (r[13372] << 24)) fe = r[13365] | (r[13366] << 8) | ((r[13367] << 16) | (r[13368] << 24)) o[(Wd + 21) | 0] = fe o[(Wd + 22) | 0] = fe >>> 8 o[(Wd + 23) | 0] = fe >>> 16 o[(Wd + 24) | 0] = fe >>> 24 o[(Wd + 25) | 0] = ee o[(Wd + 26) | 0] = ee >>> 8 o[(Wd + 27) | 0] = ee >>> 16 o[(Wd + 28) | 0] = ee >>> 24 ee = q[3341] fe = q[3340] o[(Wd + 16) | 0] = fe o[(Wd + 17) | 0] = fe >>> 8 o[(Wd + 18) | 0] = fe >>> 16 o[(Wd + 19) | 0] = fe >>> 24 o[(Wd + 20) | 0] = ee o[(Wd + 21) | 0] = ee >>> 8 o[(Wd + 22) | 0] = ee >>> 16 o[(Wd + 23) | 0] = ee >>> 24 ee = q[3339] fe = q[3338] o[(Wd + 8) | 0] = fe o[(Wd + 9) | 0] = fe >>> 8 o[(Wd + 10) | 0] = fe >>> 16 o[(Wd + 11) | 0] = fe >>> 24 o[(Wd + 12) | 0] = ee o[(Wd + 13) | 0] = ee >>> 8 o[(Wd + 14) | 0] = ee >>> 16 o[(Wd + 15) | 0] = ee >>> 24 ee = q[3337] fe = q[3336] o[Wd | 0] = fe o[(Wd + 1) | 0] = fe >>> 8 o[(Wd + 2) | 0] = fe >>> 16 o[(Wd + 3) | 0] = fe >>> 24 o[(Wd + 4) | 0] = ee o[(Wd + 5) | 0] = ee >>> 8 o[(Wd + 6) | 0] = ee >>> 16 o[(Wd + 7) | 0] = ee >>> 24 q[a >> 2] = -2 Rm((a + 4) | 0, ge) if (o[(ge + 11) | 0] > -1) { break a } An(q[ge >> 2]) break a } o[(ee + 5) | 0] = r[(je + q[Wd >> 2]) | 0] fe = q[(Wd + 20) >> 2] he = (q[(Wd + 16) >> 2] + 1) | 0 if (he >>> 0 < 1) { fe = (fe + 1) | 0 } q[(Wd + 16) >> 2] = he q[(ie + 20) >> 2] = fe ie = q[(Wd + 12) >> 2] if ((ie | 0) < (fe | 0) ? 1 : (ie | 0) <= (fe | 0) ? (t[(Wd + 8) >> 2] > he >>> 0 ? 0 : 1) : 0) { Wd = Mm(32) q[ge >> 2] = Wd q[(ge + 4) >> 2] = 29 q[(ge + 8) >> 2] = -2147483616 o[(Wd + 29) | 0] = 0 ee = r[13369] | (r[13370] << 8) | ((r[13371] << 16) | (r[13372] << 24)) fe = r[13365] | (r[13366] << 8) | ((r[13367] << 16) | (r[13368] << 24)) o[(Wd + 21) | 0] = fe o[(Wd + 22) | 0] = fe >>> 8 o[(Wd + 23) | 0] = fe >>> 16 o[(Wd + 24) | 0] = fe >>> 24 o[(Wd + 25) | 0] = ee o[(Wd + 26) | 0] = ee >>> 8 o[(Wd + 27) | 0] = ee >>> 16 o[(Wd + 28) | 0] = ee >>> 24 ee = q[3341] fe = q[3340] o[(Wd + 16) | 0] = fe o[(Wd + 17) | 0] = fe >>> 8 o[(Wd + 18) | 0] = fe >>> 16 o[(Wd + 19) | 0] = fe >>> 24 o[(Wd + 20) | 0] = ee o[(Wd + 21) | 0] = ee >>> 8 o[(Wd + 22) | 0] = ee >>> 16 o[(Wd + 23) | 0] = ee >>> 24 ee = q[3339] fe = q[3338] o[(Wd + 8) | 0] = fe o[(Wd + 9) | 0] = fe >>> 8 o[(Wd + 10) | 0] = fe >>> 16 o[(Wd + 11) | 0] = fe >>> 24 o[(Wd + 12) | 0] = ee o[(Wd + 13) | 0] = ee >>> 8 o[(Wd + 14) | 0] = ee >>> 16 o[(Wd + 15) | 0] = ee >>> 24 ee = q[3337] fe = q[3336] o[Wd | 0] = fe o[(Wd + 1) | 0] = fe >>> 8 o[(Wd + 2) | 0] = fe >>> 16 o[(Wd + 3) | 0] = fe >>> 24 o[(Wd + 4) | 0] = ee o[(Wd + 5) | 0] = ee >>> 8 o[(Wd + 6) | 0] = ee >>> 16 o[(Wd + 7) | 0] = ee >>> 24 q[a >> 2] = -2 Rm((a + 4) | 0, ge) if (o[(ge + 11) | 0] > -1) { break a } An(q[ge >> 2]) break a } o[(ee + 6) | 0] = r[(he + q[Wd >> 2]) | 0] fe = q[(Wd + 20) >> 2] he = (q[(Wd + 16) >> 2] + 1) | 0 if (he >>> 0 < 1) { fe = (fe + 1) | 0 } q[(Wd + 16) >> 2] = he q[(Wd + 20) >> 2] = fe ie = q[(Wd + 12) >> 2] if ((ie | 0) < (fe | 0) ? 1 : (ie | 0) <= (fe | 0) ? (t[(Wd + 8) >> 2] > he >>> 0 ? 0 : 1) : 0) { Wd = Mm(32) q[ge >> 2] = Wd q[(ge + 4) >> 2] = 29 q[(ge + 8) >> 2] = -2147483616 o[(Wd + 29) | 0] = 0 ee = r[13369] | (r[13370] << 8) | ((r[13371] << 16) | (r[13372] << 24)) fe = r[13365] | (r[13366] << 8) | ((r[13367] << 16) | (r[13368] << 24)) o[(Wd + 21) | 0] = fe o[(Wd + 22) | 0] = fe >>> 8 o[(Wd + 23) | 0] = fe >>> 16 o[(Wd + 24) | 0] = fe >>> 24 o[(Wd + 25) | 0] = ee o[(Wd + 26) | 0] = ee >>> 8 o[(Wd + 27) | 0] = ee >>> 16 o[(Wd + 28) | 0] = ee >>> 24 ee = q[3341] fe = q[3340] o[(Wd + 16) | 0] = fe o[(Wd + 17) | 0] = fe >>> 8 o[(Wd + 18) | 0] = fe >>> 16 o[(Wd + 19) | 0] = fe >>> 24 o[(Wd + 20) | 0] = ee o[(Wd + 21) | 0] = ee >>> 8 o[(Wd + 22) | 0] = ee >>> 16 o[(Wd + 23) | 0] = ee >>> 24 ee = q[3339] fe = q[3338] o[(Wd + 8) | 0] = fe o[(Wd + 9) | 0] = fe >>> 8 o[(Wd + 10) | 0] = fe >>> 16 o[(Wd + 11) | 0] = fe >>> 24 o[(Wd + 12) | 0] = ee o[(Wd + 13) | 0] = ee >>> 8 o[(Wd + 14) | 0] = ee >>> 16 o[(Wd + 15) | 0] = ee >>> 24 ee = q[3337] fe = q[3336] o[Wd | 0] = fe o[(Wd + 1) | 0] = fe >>> 8 o[(Wd + 2) | 0] = fe >>> 16 o[(Wd + 3) | 0] = fe >>> 24 o[(Wd + 4) | 0] = ee o[(Wd + 5) | 0] = ee >>> 8 o[(Wd + 6) | 0] = ee >>> 16 o[(Wd + 7) | 0] = ee >>> 24 q[a >> 2] = -2 Rm((a + 4) | 0, ge) if (o[(ge + 11) | 0] > -1) { break a } An(q[ge >> 2]) break a } o[(ee + 7) | 0] = r[(he + q[Wd >> 2]) | 0] fe = q[(Wd + 20) >> 2] he = (q[(Wd + 16) >> 2] + 1) | 0 if (he >>> 0 < 1) { fe = (fe + 1) | 0 } q[(Wd + 16) >> 2] = he q[(Wd + 20) >> 2] = fe ie = q[(Wd + 12) >> 2] if ((ie | 0) < (fe | 0) ? 1 : (ie | 0) <= (fe | 0) ? (t[(Wd + 8) >> 2] > he >>> 0 ? 0 : 1) : 0) { Wd = Mm(32) q[ge >> 2] = Wd q[(ge + 4) >> 2] = 29 q[(ge + 8) >> 2] = -2147483616 o[(Wd + 29) | 0] = 0 ee = r[13369] | (r[13370] << 8) | ((r[13371] << 16) | (r[13372] << 24)) fe = r[13365] | (r[13366] << 8) | ((r[13367] << 16) | (r[13368] << 24)) o[(Wd + 21) | 0] = fe o[(Wd + 22) | 0] = fe >>> 8 o[(Wd + 23) | 0] = fe >>> 16 o[(Wd + 24) | 0] = fe >>> 24 o[(Wd + 25) | 0] = ee o[(Wd + 26) | 0] = ee >>> 8 o[(Wd + 27) | 0] = ee >>> 16 o[(Wd + 28) | 0] = ee >>> 24 ee = q[3341] fe = q[3340] o[(Wd + 16) | 0] = fe o[(Wd + 17) | 0] = fe >>> 8 o[(Wd + 18) | 0] = fe >>> 16 o[(Wd + 19) | 0] = fe >>> 24 o[(Wd + 20) | 0] = ee o[(Wd + 21) | 0] = ee >>> 8 o[(Wd + 22) | 0] = ee >>> 16 o[(Wd + 23) | 0] = ee >>> 24 ee = q[3339] fe = q[3338] o[(Wd + 8) | 0] = fe o[(Wd + 9) | 0] = fe >>> 8 o[(Wd + 10) | 0] = fe >>> 16 o[(Wd + 11) | 0] = fe >>> 24 o[(Wd + 12) | 0] = ee o[(Wd + 13) | 0] = ee >>> 8 o[(Wd + 14) | 0] = ee >>> 16 o[(Wd + 15) | 0] = ee >>> 24 ee = q[3337] fe = q[3336] o[Wd | 0] = fe o[(Wd + 1) | 0] = fe >>> 8 o[(Wd + 2) | 0] = fe >>> 16 o[(Wd + 3) | 0] = fe >>> 24 o[(Wd + 4) | 0] = ee o[(Wd + 5) | 0] = ee >>> 8 o[(Wd + 6) | 0] = ee >>> 16 o[(Wd + 7) | 0] = ee >>> 24 q[a >> 2] = -2 Rm((a + 4) | 0, ge) if (o[(ge + 11) | 0] > -1) { break a } An(q[ge >> 2]) break a } o[(ee + 8) | 0] = r[(he + q[Wd >> 2]) | 0] fe = q[(Wd + 20) >> 2] he = fe ke = q[(Wd + 16) >> 2] je = (ke + 1) | 0 if (je >>> 0 < 1) { fe = (fe + 1) | 0 } q[(Wd + 16) >> 2] = je q[(Wd + 20) >> 2] = fe ie = q[(Wd + 12) >> 2] fe = he he = (ke + 3) | 0 if (he >>> 0 < 3) { fe = (fe + 1) | 0 } if ((ie | 0) < (fe | 0) ? 1 : (ie | 0) <= (fe | 0) ? (t[(Wd + 8) >> 2] >= he >>> 0 ? 0 : 1) : 0) { Wd = Mm(32) q[ge >> 2] = Wd q[(ge + 4) >> 2] = 29 q[(ge + 8) >> 2] = -2147483616 o[(Wd + 29) | 0] = 0 ee = r[13369] | (r[13370] << 8) | ((r[13371] << 16) | (r[13372] << 24)) fe = r[13365] | (r[13366] << 8) | ((r[13367] << 16) | (r[13368] << 24)) o[(Wd + 21) | 0] = fe o[(Wd + 22) | 0] = fe >>> 8 o[(Wd + 23) | 0] = fe >>> 16 o[(Wd + 24) | 0] = fe >>> 24 o[(Wd + 25) | 0] = ee o[(Wd + 26) | 0] = ee >>> 8 o[(Wd + 27) | 0] = ee >>> 16 o[(Wd + 28) | 0] = ee >>> 24 ee = q[3341] fe = q[3340] o[(Wd + 16) | 0] = fe o[(Wd + 17) | 0] = fe >>> 8 o[(Wd + 18) | 0] = fe >>> 16 o[(Wd + 19) | 0] = fe >>> 24 o[(Wd + 20) | 0] = ee o[(Wd + 21) | 0] = ee >>> 8 o[(Wd + 22) | 0] = ee >>> 16 o[(Wd + 23) | 0] = ee >>> 24 ee = q[3339] fe = q[3338] o[(Wd + 8) | 0] = fe o[(Wd + 9) | 0] = fe >>> 8 o[(Wd + 10) | 0] = fe >>> 16 o[(Wd + 11) | 0] = fe >>> 24 o[(Wd + 12) | 0] = ee o[(Wd + 13) | 0] = ee >>> 8 o[(Wd + 14) | 0] = ee >>> 16 o[(Wd + 15) | 0] = ee >>> 24 ee = q[3337] fe = q[3336] o[Wd | 0] = fe o[(Wd + 1) | 0] = fe >>> 8 o[(Wd + 2) | 0] = fe >>> 16 o[(Wd + 3) | 0] = fe >>> 24 o[(Wd + 4) | 0] = ee o[(Wd + 5) | 0] = ee >>> 8 o[(Wd + 6) | 0] = ee >>> 16 o[(Wd + 7) | 0] = ee >>> 24 q[a >> 2] = -2 Rm((a + 4) | 0, ge) if (o[(ge + 11) | 0] > -1) { break a } An(q[ge >> 2]) break a } he = ee ee = (je + q[Wd >> 2]) | 0 p[(he + 10) >> 1] = r[ee | 0] | (r[(ee + 1) | 0] << 8) ee = Wd he = Wd fe = q[(Wd + 20) >> 2] Wd = (q[(Wd + 16) >> 2] + 2) | 0 if (Wd >>> 0 < 2) { fe = (fe + 1) | 0 } q[(he + 16) >> 2] = Wd q[(ee + 20) >> 2] = fe q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 q[a >> 2] = 0 q[(a + 4) >> 2] = 0 } T = (ge + 16) | 0 } function Kj(a, Wd) { var ee = 0, le = 0, me = 0, ne = 0 le = (T - 48) | 0 T = le ee = Mm(36) me = (ee + 4) | 0 q[me >> 2] = 0 q[(me + 4) >> 2] = 0 ne = (ee + 16) | 0 q[ne >> 2] = 0 q[(ne + 4) >> 2] = 0 q[ee >> 2] = me q[(ee + 32) >> 2] = 0 q[(ee + 24) >> 2] = 0 q[(ee + 28) >> 2] = 0 q[(ee + 12) >> 2] = ne q[(le + 40) >> 2] = ee ee = (le + 32) | 0 q[ee >> 2] = 0 a: { if (!Ok(ee, q[(Wd + 32) >> 2], q[(le + 40) >> 2])) { q[(le + 24) >> 2] = 0 q[(le + 16) >> 2] = 0 q[(le + 20) >> 2] = 0 Wd = Mm(32) q[(le + 16) >> 2] = Wd q[(le + 20) >> 2] = 26 q[(le + 24) >> 2] = -2147483616 o[(Wd + 26) | 0] = 0 ee = r[13422] | (r[13423] << 8) o[(Wd + 24) | 0] = ee o[(Wd + 25) | 0] = ee >>> 8 ee = r[13418] | (r[13419] << 8) | ((r[13420] << 16) | (r[13421] << 24)) me = r[13414] | (r[13415] << 8) | ((r[13416] << 16) | (r[13417] << 24)) o[(Wd + 16) | 0] = me o[(Wd + 17) | 0] = me >>> 8 o[(Wd + 18) | 0] = me >>> 16 o[(Wd + 19) | 0] = me >>> 24 o[(Wd + 20) | 0] = ee o[(Wd + 21) | 0] = ee >>> 8 o[(Wd + 22) | 0] = ee >>> 16 o[(Wd + 23) | 0] = ee >>> 24 ee = r[13410] | (r[13411] << 8) | ((r[13412] << 16) | (r[13413] << 24)) me = r[13406] | (r[13407] << 8) | ((r[13408] << 16) | (r[13409] << 24)) o[(Wd + 8) | 0] = me o[(Wd + 9) | 0] = me >>> 8 o[(Wd + 10) | 0] = me >>> 16 o[(Wd + 11) | 0] = me >>> 24 o[(Wd + 12) | 0] = ee o[(Wd + 13) | 0] = ee >>> 8 o[(Wd + 14) | 0] = ee >>> 16 o[(Wd + 15) | 0] = ee >>> 24 ee = r[13402] | (r[13403] << 8) | ((r[13404] << 16) | (r[13405] << 24)) me = r[13398] | (r[13399] << 8) | ((r[13400] << 16) | (r[13401] << 24)) o[Wd | 0] = me o[(Wd + 1) | 0] = me >>> 8 o[(Wd + 2) | 0] = me >>> 16 o[(Wd + 3) | 0] = me >>> 24 o[(Wd + 4) | 0] = ee o[(Wd + 5) | 0] = ee >>> 8 o[(Wd + 6) | 0] = ee >>> 16 o[(Wd + 7) | 0] = ee >>> 24 q[a >> 2] = -1 Rm((a + 4) | 0, (le + 16) | 0) if (o[(le + 27) | 0] > -1) { break a } An(q[(le + 16) >> 2]) break a } Wd = q[(Wd + 4) >> 2] q[(le + 8) >> 2] = 0 me = q[(le + 40) >> 2] q[(le + 40) >> 2] = 0 ee = q[(Wd + 4) >> 2] q[(Wd + 4) >> 2] = me b: { if (!ee) { q[(le + 8) >> 2] = 0 break b } Lj(ee) Wd = q[(le + 8) >> 2] q[(le + 8) >> 2] = 0 if (!Wd) { break b } Lj(Wd) } q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 } a = q[(le + 40) >> 2] q[(le + 40) >> 2] = 0 if (a) { Lj(a) } T = (le + 48) | 0 } function Lj(a) { var Wd = 0, oe = 0, pe = 0, qe = 0, re = 0 if (a) { pe = q[(a + 24) >> 2] if (pe) { Wd = pe re = (a + 28) | 0 oe = q[re >> 2] qe = Wd a: { if ((oe | 0) == (Wd | 0)) { break a } while (1) { oe = (oe + -4) | 0 Wd = q[oe >> 2] q[oe >> 2] = 0 if (Wd) { Hc((Wd + 12) | 0, q[(Wd + 16) >> 2]) Ic(Wd, q[(Wd + 4) >> 2]) An(Wd) } if ((oe | 0) != (pe | 0)) { continue } break } qe = q[(a + 24) >> 2] } Wd = qe q[re >> 2] = pe An(Wd) } Hc((a + 12) | 0, q[(a + 16) >> 2]) Ic(a, q[(a + 4) >> 2]) An(a) } } function Mj(a, se, te, ue, ve) { var we = 0, xe = 0 we = (T - 32) | 0 T = we q[(se + 32) >> 2] = ue q[(se + 40) >> 2] = te q[(se + 4) >> 2] = ve Jj(a, ue, (we + 16) | 0) a: { if (q[a >> 2]) { break a } te = (a + 4) | 0 if (o[(a + 15) | 0] <= -1) { An(q[te >> 2]) } ve = r[(we + 23) | 0] if ((n[q[(q[se >> 2] + 8) >> 2]](se) | 0) != (ve | 0)) { se = Mm(64) q[we >> 2] = se q[(we + 4) >> 2] = 50 q[(we + 8) >> 2] = -2147483584 o[(se + 50) | 0] = 0 ue = r[13473] | (r[13474] << 8) o[(se + 48) | 0] = ue o[(se + 49) | 0] = ue >>> 8 ue = r[13469] | (r[13470] << 8) | ((r[13471] << 16) | (r[13472] << 24)) ve = r[13465] | (r[13466] << 8) | ((r[13467] << 16) | (r[13468] << 24)) o[(se + 40) | 0] = ve o[(se + 41) | 0] = ve >>> 8 o[(se + 42) | 0] = ve >>> 16 o[(se + 43) | 0] = ve >>> 24 o[(se + 44) | 0] = ue o[(se + 45) | 0] = ue >>> 8 o[(se + 46) | 0] = ue >>> 16 o[(se + 47) | 0] = ue >>> 24 ue = r[13461] | (r[13462] << 8) | ((r[13463] << 16) | (r[13464] << 24)) ve = r[13457] | (r[13458] << 8) | ((r[13459] << 16) | (r[13460] << 24)) o[(se + 32) | 0] = ve o[(se + 33) | 0] = ve >>> 8 o[(se + 34) | 0] = ve >>> 16 o[(se + 35) | 0] = ve >>> 24 o[(se + 36) | 0] = ue o[(se + 37) | 0] = ue >>> 8 o[(se + 38) | 0] = ue >>> 16 o[(se + 39) | 0] = ue >>> 24 ue = r[13453] | (r[13454] << 8) | ((r[13455] << 16) | (r[13456] << 24)) ve = r[13449] | (r[13450] << 8) | ((r[13451] << 16) | (r[13452] << 24)) o[(se + 24) | 0] = ve o[(se + 25) | 0] = ve >>> 8 o[(se + 26) | 0] = ve >>> 16 o[(se + 27) | 0] = ve >>> 24 o[(se + 28) | 0] = ue o[(se + 29) | 0] = ue >>> 8 o[(se + 30) | 0] = ue >>> 16 o[(se + 31) | 0] = ue >>> 24 ue = r[13445] | (r[13446] << 8) | ((r[13447] << 16) | (r[13448] << 24)) ve = r[13441] | (r[13442] << 8) | ((r[13443] << 16) | (r[13444] << 24)) o[(se + 16) | 0] = ve o[(se + 17) | 0] = ve >>> 8 o[(se + 18) | 0] = ve >>> 16 o[(se + 19) | 0] = ve >>> 24 o[(se + 20) | 0] = ue o[(se + 21) | 0] = ue >>> 8 o[(se + 22) | 0] = ue >>> 16 o[(se + 23) | 0] = ue >>> 24 ue = r[13437] | (r[13438] << 8) | ((r[13439] << 16) | (r[13440] << 24)) ve = r[13433] | (r[13434] << 8) | ((r[13435] << 16) | (r[13436] << 24)) o[(se + 8) | 0] = ve o[(se + 9) | 0] = ve >>> 8 o[(se + 10) | 0] = ve >>> 16 o[(se + 11) | 0] = ve >>> 24 o[(se + 12) | 0] = ue o[(se + 13) | 0] = ue >>> 8 o[(se + 14) | 0] = ue >>> 16 o[(se + 15) | 0] = ue >>> 24 ue = r[13429] | (r[13430] << 8) | ((r[13431] << 16) | (r[13432] << 24)) ve = r[13425] | (r[13426] << 8) | ((r[13427] << 16) | (r[13428] << 24)) o[se | 0] = ve o[(se + 1) | 0] = ve >>> 8 o[(se + 2) | 0] = ve >>> 16 o[(se + 3) | 0] = ve >>> 24 o[(se + 4) | 0] = ue o[(se + 5) | 0] = ue >>> 8 o[(se + 6) | 0] = ue >>> 16 o[(se + 7) | 0] = ue >>> 24 q[a >> 2] = -1 Rm(te, we) if (o[(we + 11) | 0] > -1) { break a } An(q[we >> 2]) break a } ue = r[(we + 21) | 0] o[(se + 36) | 0] = ue xe = r[(we + 22) | 0] o[(se + 37) | 0] = xe if (((ue + -1) & 255) >>> 0 >= 2) { se = Mm(32) q[we >> 2] = se q[(we + 4) >> 2] = 22 q[(we + 8) >> 2] = -2147483616 o[(se + 22) | 0] = 0 ue = r[13494] | (r[13495] << 8) | ((r[13496] << 16) | (r[13497] << 24)) ve = r[13490] | (r[13491] << 8) | ((r[13492] << 16) | (r[13493] << 24)) o[(se + 14) | 0] = ve o[(se + 15) | 0] = ve >>> 8 o[(se + 16) | 0] = ve >>> 16 o[(se + 17) | 0] = ve >>> 24 o[(se + 18) | 0] = ue o[(se + 19) | 0] = ue >>> 8 o[(se + 20) | 0] = ue >>> 16 o[(se + 21) | 0] = ue >>> 24 ue = r[13488] | (r[13489] << 8) | ((r[13490] << 16) | (r[13491] << 24)) ve = r[13484] | (r[13485] << 8) | ((r[13486] << 16) | (r[13487] << 24)) o[(se + 8) | 0] = ve o[(se + 9) | 0] = ve >>> 8 o[(se + 10) | 0] = ve >>> 16 o[(se + 11) | 0] = ve >>> 24 o[(se + 12) | 0] = ue o[(se + 13) | 0] = ue >>> 8 o[(se + 14) | 0] = ue >>> 16 o[(se + 15) | 0] = ue >>> 24 ue = r[13480] | (r[13481] << 8) | ((r[13482] << 16) | (r[13483] << 24)) ve = r[13476] | (r[13477] << 8) | ((r[13478] << 16) | (r[13479] << 24)) o[se | 0] = ve o[(se + 1) | 0] = ve >>> 8 o[(se + 2) | 0] = ve >>> 16 o[(se + 3) | 0] = ve >>> 24 o[(se + 4) | 0] = ue o[(se + 5) | 0] = ue >>> 8 o[(se + 6) | 0] = ue >>> 16 o[(se + 7) | 0] = ue >>> 24 q[a >> 2] = -5 Rm(te, we) if (o[(we + 11) | 0] > -1) { break a } An(q[we >> 2]) break a } if (!(((ue | 0) != 2) | ((ve ? 2 : 3) >>> 0 >= xe >>> 0))) { se = Mm(32) q[we >> 2] = se q[(we + 4) >> 2] = 22 q[(we + 8) >> 2] = -2147483616 o[(se + 22) | 0] = 0 ue = r[13517] | (r[13518] << 8) | ((r[13519] << 16) | (r[13520] << 24)) ve = r[13513] | (r[13514] << 8) | ((r[13515] << 16) | (r[13516] << 24)) o[(se + 14) | 0] = ve o[(se + 15) | 0] = ve >>> 8 o[(se + 16) | 0] = ve >>> 16 o[(se + 17) | 0] = ve >>> 24 o[(se + 18) | 0] = ue o[(se + 19) | 0] = ue >>> 8 o[(se + 20) | 0] = ue >>> 16 o[(se + 21) | 0] = ue >>> 24 ue = r[13511] | (r[13512] << 8) | ((r[13513] << 16) | (r[13514] << 24)) ve = r[13507] | (r[13508] << 8) | ((r[13509] << 16) | (r[13510] << 24)) o[(se + 8) | 0] = ve o[(se + 9) | 0] = ve >>> 8 o[(se + 10) | 0] = ve >>> 16 o[(se + 11) | 0] = ve >>> 24 o[(se + 12) | 0] = ue o[(se + 13) | 0] = ue >>> 8 o[(se + 14) | 0] = ue >>> 16 o[(se + 15) | 0] = ue >>> 24 ue = r[13503] | (r[13504] << 8) | ((r[13505] << 16) | (r[13506] << 24)) ve = r[13499] | (r[13500] << 8) | ((r[13501] << 16) | (r[13502] << 24)) o[se | 0] = ve o[(se + 1) | 0] = ve >>> 8 o[(se + 2) | 0] = ve >>> 16 o[(se + 3) | 0] = ve >>> 24 o[(se + 4) | 0] = ue o[(se + 5) | 0] = ue >>> 8 o[(se + 6) | 0] = ue >>> 16 o[(se + 7) | 0] = ue >>> 24 q[a >> 2] = -5 Rm(te, we) if (o[(we + 11) | 0] > -1) { break a } An(q[we >> 2]) break a } ue = (ue << 8) | xe p[(q[(se + 32) >> 2] + 38) >> 1] = ue b: { if (((ue & 65535) >>> 0 < 259) | (p[(we + 26) >> 1] > -1)) { break b } Kj(a, se) if (q[a >> 2]) { break a } if (o[(te + 11) | 0] > -1) { break b } An(q[te >> 2]) } if (!n[q[(q[se >> 2] + 12) >> 2]](se)) { se = Mm(48) q[we >> 2] = se q[(we + 4) >> 2] = 33 q[(we + 8) >> 2] = -2147483600 o[(se + 33) | 0] = 0 o[(se + 32) | 0] = r[13554] ue = r[13550] | (r[13551] << 8) | ((r[13552] << 16) | (r[13553] << 24)) ve = r[13546] | (r[13547] << 8) | ((r[13548] << 16) | (r[13549] << 24)) o[(se + 24) | 0] = ve o[(se + 25) | 0] = ve >>> 8 o[(se + 26) | 0] = ve >>> 16 o[(se + 27) | 0] = ve >>> 24 o[(se + 28) | 0] = ue o[(se + 29) | 0] = ue >>> 8 o[(se + 30) | 0] = ue >>> 16 o[(se + 31) | 0] = ue >>> 24 ue = r[13542] | (r[13543] << 8) | ((r[13544] << 16) | (r[13545] << 24)) ve = r[13538] | (r[13539] << 8) | ((r[13540] << 16) | (r[13541] << 24)) o[(se + 16) | 0] = ve o[(se + 17) | 0] = ve >>> 8 o[(se + 18) | 0] = ve >>> 16 o[(se + 19) | 0] = ve >>> 24 o[(se + 20) | 0] = ue o[(se + 21) | 0] = ue >>> 8 o[(se + 22) | 0] = ue >>> 16 o[(se + 23) | 0] = ue >>> 24 ue = r[13534] | (r[13535] << 8) | ((r[13536] << 16) | (r[13537] << 24)) ve = r[13530] | (r[13531] << 8) | ((r[13532] << 16) | (r[13533] << 24)) o[(se + 8) | 0] = ve o[(se + 9) | 0] = ve >>> 8 o[(se + 10) | 0] = ve >>> 16 o[(se + 11) | 0] = ve >>> 24 o[(se + 12) | 0] = ue o[(se + 13) | 0] = ue >>> 8 o[(se + 14) | 0] = ue >>> 16 o[(se + 15) | 0] = ue >>> 24 ue = r[13526] | (r[13527] << 8) | ((r[13528] << 16) | (r[13529] << 24)) ve = r[13522] | (r[13523] << 8) | ((r[13524] << 16) | (r[13525] << 24)) o[se | 0] = ve o[(se + 1) | 0] = ve >>> 8 o[(se + 2) | 0] = ve >>> 16 o[(se + 3) | 0] = ve >>> 24 o[(se + 4) | 0] = ue o[(se + 5) | 0] = ue >>> 8 o[(se + 6) | 0] = ue >>> 16 o[(se + 7) | 0] = ue >>> 24 q[a >> 2] = -1 Rm(te, we) if (o[(we + 11) | 0] > -1) { break a } An(q[we >> 2]) break a } if (!n[q[(q[se >> 2] + 20) >> 2]](se)) { se = Mm(32) q[we >> 2] = se q[(we + 4) >> 2] = 31 q[(we + 8) >> 2] = -2147483616 o[(se + 31) | 0] = 0 ue = r[13583] | (r[13584] << 8) | ((r[13585] << 16) | (r[13586] << 24)) ve = r[13579] | (r[13580] << 8) | ((r[13581] << 16) | (r[13582] << 24)) o[(se + 23) | 0] = ve o[(se + 24) | 0] = ve >>> 8 o[(se + 25) | 0] = ve >>> 16 o[(se + 26) | 0] = ve >>> 24 o[(se + 27) | 0] = ue o[(se + 28) | 0] = ue >>> 8 o[(se + 29) | 0] = ue >>> 16 o[(se + 30) | 0] = ue >>> 24 ue = r[13576] | (r[13577] << 8) | ((r[13578] << 16) | (r[13579] << 24)) ve = r[13572] | (r[13573] << 8) | ((r[13574] << 16) | (r[13575] << 24)) o[(se + 16) | 0] = ve o[(se + 17) | 0] = ve >>> 8 o[(se + 18) | 0] = ve >>> 16 o[(se + 19) | 0] = ve >>> 24 o[(se + 20) | 0] = ue o[(se + 21) | 0] = ue >>> 8 o[(se + 22) | 0] = ue >>> 16 o[(se + 23) | 0] = ue >>> 24 ue = r[13568] | (r[13569] << 8) | ((r[13570] << 16) | (r[13571] << 24)) ve = r[13564] | (r[13565] << 8) | ((r[13566] << 16) | (r[13567] << 24)) o[(se + 8) | 0] = ve o[(se + 9) | 0] = ve >>> 8 o[(se + 10) | 0] = ve >>> 16 o[(se + 11) | 0] = ve >>> 24 o[(se + 12) | 0] = ue o[(se + 13) | 0] = ue >>> 8 o[(se + 14) | 0] = ue >>> 16 o[(se + 15) | 0] = ue >>> 24 ue = r[13560] | (r[13561] << 8) | ((r[13562] << 16) | (r[13563] << 24)) ve = r[13556] | (r[13557] << 8) | ((r[13558] << 16) | (r[13559] << 24)) o[se | 0] = ve o[(se + 1) | 0] = ve >>> 8 o[(se + 2) | 0] = ve >>> 16 o[(se + 3) | 0] = ve >>> 24 o[(se + 4) | 0] = ue o[(se + 5) | 0] = ue >>> 8 o[(se + 6) | 0] = ue >>> 16 o[(se + 7) | 0] = ue >>> 24 q[a >> 2] = -1 Rm(te, we) if (o[(we + 11) | 0] > -1) { break a } An(q[we >> 2]) break a } if (!n[q[(q[se >> 2] + 24) >> 2]](se)) { se = Mm(48) q[we >> 2] = se q[(we + 4) >> 2] = 34 q[(we + 8) >> 2] = -2147483600 o[(se + 34) | 0] = 0 ue = r[13620] | (r[13621] << 8) o[(se + 32) | 0] = ue o[(se + 33) | 0] = ue >>> 8 ue = r[13616] | (r[13617] << 8) | ((r[13618] << 16) | (r[13619] << 24)) ve = r[13612] | (r[13613] << 8) | ((r[13614] << 16) | (r[13615] << 24)) o[(se + 24) | 0] = ve o[(se + 25) | 0] = ve >>> 8 o[(se + 26) | 0] = ve >>> 16 o[(se + 27) | 0] = ve >>> 24 o[(se + 28) | 0] = ue o[(se + 29) | 0] = ue >>> 8 o[(se + 30) | 0] = ue >>> 16 o[(se + 31) | 0] = ue >>> 24 ue = r[13608] | (r[13609] << 8) | ((r[13610] << 16) | (r[13611] << 24)) ve = r[13604] | (r[13605] << 8) | ((r[13606] << 16) | (r[13607] << 24)) o[(se + 16) | 0] = ve o[(se + 17) | 0] = ve >>> 8 o[(se + 18) | 0] = ve >>> 16 o[(se + 19) | 0] = ve >>> 24 o[(se + 20) | 0] = ue o[(se + 21) | 0] = ue >>> 8 o[(se + 22) | 0] = ue >>> 16 o[(se + 23) | 0] = ue >>> 24 ue = r[13600] | (r[13601] << 8) | ((r[13602] << 16) | (r[13603] << 24)) ve = r[13596] | (r[13597] << 8) | ((r[13598] << 16) | (r[13599] << 24)) o[(se + 8) | 0] = ve o[(se + 9) | 0] = ve >>> 8 o[(se + 10) | 0] = ve >>> 16 o[(se + 11) | 0] = ve >>> 24 o[(se + 12) | 0] = ue o[(se + 13) | 0] = ue >>> 8 o[(se + 14) | 0] = ue >>> 16 o[(se + 15) | 0] = ue >>> 24 ue = r[13592] | (r[13593] << 8) | ((r[13594] << 16) | (r[13595] << 24)) ve = r[13588] | (r[13589] << 8) | ((r[13590] << 16) | (r[13591] << 24)) o[se | 0] = ve o[(se + 1) | 0] = ve >>> 8 o[(se + 2) | 0] = ve >>> 16 o[(se + 3) | 0] = ve >>> 24 o[(se + 4) | 0] = ue o[(se + 5) | 0] = ue >>> 8 o[(se + 6) | 0] = ue >>> 16 o[(se + 7) | 0] = ue >>> 24 q[a >> 2] = -1 Rm(te, we) if (o[(we + 11) | 0] > -1) { break a } An(q[we >> 2]) break a } q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 } T = (we + 32) | 0 } function Nj(a) { a = a | 0 var se = 0, te = 0, ue = 0, ve = 0, ye = 0, ze = 0, Ae = 0, Be = 0, Ce = 0, De = 0, Ee = 0, Fe = 0 a: { se = q[(a + 32) >> 2] ve = q[(se + 16) >> 2] ze = q[(se + 12) >> 2] ue = q[(se + 20) >> 2] b: { if ((ze | 0) < (ue | 0) ? 1 : (ze | 0) <= (ue | 0) ? (t[(se + 8) >> 2] > ve >>> 0 ? 0 : 1) : 0) { break b } ye = r[(ve + q[se >> 2]) | 0] Ae = (ve + 1) | 0 if (Ae >>> 0 < 1) { ue = (ue + 1) | 0 } q[(se + 16) >> 2] = Ae q[(se + 20) >> 2] = ue c: { if (!ye) { break c } while (1) { if (n[q[(q[a >> 2] + 16) >> 2]](a, te)) { te = (te + 1) | 0 if ((ye | 0) != (te | 0)) { continue } break c } break } return 0 } te = q[(a + 8) >> 2] ue = q[(a + 12) >> 2] if ((te | 0) != (ue | 0)) { while (1) { se = q[te >> 2] if (!n[q[(q[se >> 2] + 8) >> 2]](se, a, q[(a + 4) >> 2])) { break b } te = (te + 4) | 0 if ((ue | 0) != (te | 0)) { continue } break } } d: { if (!ye) { break d } te = 0 ue = (a + 8) | 0 while (1) { se = q[(q[ue >> 2] + (te << 2)) >> 2] if (!n[q[(q[se >> 2] + 12) >> 2]](se, q[(a + 32) >> 2])) { break a } te = (te + 1) | 0 if ((ye | 0) != (te | 0)) { continue } break } if (!ye) { break d } ve = (a + 20) | 0 Be = (a + 8) | 0 ze = (a + 24) | 0 while (1) { te = 0 Ae = Ce << 2 se = q[(Ae + q[Be >> 2]) >> 2] ue = n[q[(q[se >> 2] + 24) >> 2]](se) | 0 if ((ue | 0) > 0) { while (1) { se = q[(q[Be >> 2] + Ae) >> 2] se = n[q[(q[se >> 2] + 20) >> 2]](se, te) | 0 De = q[(a + 20) >> 2] Ee = (q[ze >> 2] - De) >> 2 e: { if (se >>> 0 < Ee >>> 0) { break e } Fe = (se + 1) | 0 if (Fe >>> 0 > Ee >>> 0) { Fa(ve, (Fe - Ee) | 0) De = q[ve >> 2] break e } if (Fe >>> 0 >= Ee >>> 0) { break e } q[ze >> 2] = (Fe << 2) + De } q[((se << 2) + De) >> 2] = Ce te = (te + 1) | 0 if ((ue | 0) != (te | 0)) { continue } break } } Ce = (Ce + 1) | 0 if ((Ce | 0) != (ye | 0)) { continue } break } } Be = 0 if (!n[q[(q[a >> 2] + 28) >> 2]](a)) { break b } Be = n[q[(q[a >> 2] + 32) >> 2]](a) | 0 } return Be | 0 } return 0 } function Oj(a) { a = a | 0 var Ge = 0, He = 0, Ie = 0, Je = 0 He = 1 Ge = q[(a + 8) >> 2] Ie = q[(a + 12) >> 2] a: { if ((Ge | 0) == (Ie | 0)) { break a } while (1) { Je = q[Ge >> 2] if (n[q[(q[Je >> 2] + 16) >> 2]](Je, q[(a + 32) >> 2])) { Ge = (Ge + 4) | 0 if ((Ie | 0) != (Ge | 0)) { continue } break a } break } He = 0 } return He | 0 } function Pj(a, Ke) { var Le = 0, Me = 0 a: { if ((Ke | 0) < 0) { break a } Le = q[(a + 4) >> 2] if ((q[(Le + 12) >> 2] - q[(Le + 8) >> 2]) >> 2 <= (Ke | 0)) { break a } a = q[(q[(a + 8) >> 2] + (q[(q[(a + 20) >> 2] + (Ke << 2)) >> 2] << 2)) >> 2] Me = n[q[(q[a >> 2] + 32) >> 2]](a, Ke) | 0 } return Me } function Qj(a) { a = a | 0 var Ke = 0, Ne = 0, Oe = 0, Pe = 0, Qe = 0, Re = 0, Se = 0, Te = 0 Oe = q[(a + 32) >> 2] Ne = Oe Pe = q[(Ne + 8) >> 2] Qe = q[(Ne + 12) >> 2] Ke = q[(Ne + 20) >> 2] Se = Pe Pe = q[(Ne + 16) >> 2] Ne = (Pe + 4) | 0 if (Ne >>> 0 < 4) { Ke = (Ke + 1) | 0 } Re = Ne Ne = Ke a: { if ((Qe | 0) < (Ke | 0) ? 1 : (Qe | 0) <= (Ke | 0) ? (Se >>> 0 >= Re >>> 0 ? 0 : 1) : 0) { break a } Ke = (Pe + q[Oe >> 2]) | 0 Ke = r[Ke | 0] | (r[(Ke + 1) | 0] << 8) | ((r[(Ke + 2) | 0] << 16) | (r[(Ke + 3) | 0] << 24)) q[(Oe + 16) >> 2] = Re q[(Oe + 20) >> 2] = Ne if ((Ke | 0) < 0) { break a } q[(q[(a + 4) >> 2] + 80) >> 2] = Ke Te = 1 } return Te | 0 } function Rj(a, Ue) { a = a | 0 Ue = Ue | 0 var Ve = 0, We = 0, Xe = 0, Ye = 0, Ze = 0, _e = 0 Ye = Mm(72) Id(Ye) a: { if ((Ue | 0) >= 0) { Ve = q[(a + 12) >> 2] Ze = (a + 8) | 0 _e = q[Ze >> 2] We = (Ve - _e) >> 2 b: { if ((We | 0) > (Ue | 0)) { break b } Xe = (Ue + 1) | 0 if (We >>> 0 <= Ue >>> 0) { ji(Ze, (Xe - We) | 0) break b } if (Xe >>> 0 >= We >>> 0) { break b } Xe = (_e + (Xe << 2)) | 0 if ((Xe | 0) != (Ve | 0)) { while (1) { Ve = (Ve + -4) | 0 We = q[Ve >> 2] q[Ve >> 2] = 0 if (We) { n[q[(q[We >> 2] + 4) >> 2]](We) } if ((Ve | 0) != (Xe | 0)) { continue } break } } q[(a + 12) >> 2] = Xe } Ue = (q[Ze >> 2] + (Ue << 2)) | 0 a = q[Ue >> 2] q[Ue >> 2] = Ye Ve = 1 if (!a) { break a } n[q[(q[a >> 2] + 4) >> 2]](a) return 1 } n[q[(q[Ye >> 2] + 4) >> 2]](Ye) } return Ve | 0 } function Sj(a) { a = a | 0 var Ue = 0, $e = 0, af = 0, bf = 0, cf = 0, df = 0, ef = 0 af = q[(a + 32) >> 2] $e = af bf = q[($e + 8) >> 2] cf = q[($e + 12) >> 2] Ue = q[($e + 20) >> 2] ef = bf bf = q[($e + 16) >> 2] $e = (bf + 4) | 0 if ($e >>> 0 < 4) { Ue = (Ue + 1) | 0 } df = $e $e = Ue if ((cf | 0) > (Ue | 0) ? 1 : (cf | 0) >= (Ue | 0) ? (ef >>> 0 < df >>> 0 ? 0 : 1) : 0) { Ue = (bf + q[af >> 2]) | 0 Ue = r[Ue | 0] | (r[(Ue + 1) | 0] << 8) | ((r[(Ue + 2) | 0] << 16) | (r[(Ue + 3) | 0] << 24)) q[(af + 16) >> 2] = df q[(af + 20) >> 2] = $e q[(q[(a + 4) >> 2] + 80) >> 2] = Ue a = 1 } else { a = 0 } return a | 0 } function Tj(a, ff, gf) { var hf = 0, jf = 0, kf = 0 if ((ff | 0) > 0) { while (1) { jf = hf << 2 kf = q[(jf + a) >> 2] q[(gf + jf) >> 2] = (0 - (kf & 1)) ^ (kf >>> 1) hf = (hf + 1) | 0 if ((hf | 0) != (ff | 0)) { continue } break } } } function Uj(a) { q[(a + 16) >> 2] = 0 q[(a + 20) >> 2] = 0 q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 8) >> 2] = 0 q[(a + 24) >> 2] = 0 q[(a + 28) >> 2] = 0 } function Vj(a, q, ff, gf) { return Wj(a, q, ff, gf) } function Wj(a, ff, gf, lf) { var mf = 0, nf = 0, of = 0 a: { if (!ff) { ff = gf lf = ff >>> 0 < 0 ? (lf + 1) | 0 : lf if ((lf | 0) < 0 ? 1 : (lf | 0) <= 0 ? (ff >>> 0 >= 0 ? 0 : 1) : 0) { return 0 } lf = q[a >> 2] gf = (q[(a + 4) >> 2] - lf) | 0 if (gf >>> 0 < ff >>> 0) { Ha(a, (ff - gf) | 0) break a } if (gf >>> 0 <= ff >>> 0) { break a } q[(a + 4) >> 2] = ff + lf break a } if ((lf | 0) < 0 ? 1 : (lf | 0) <= 0 ? (gf >>> 0 >= 0 ? 0 : 1) : 0) { return 0 } nf = gf if (gf >>> 0 < 0) { lf = (lf + 1) | 0 } of = q[a >> 2] mf = (q[(a + 4) >> 2] - of) | 0 b: { if ((lf | 0) < 0 ? 1 : (lf | 0) <= 0 ? (nf >>> 0 > mf >>> 0 ? 0 : 1) : 0) { break b } lf = nf if (mf >>> 0 < lf >>> 0) { Ha(a, (lf - mf) | 0) break b } if (mf >>> 0 <= lf >>> 0) { break b } q[(a + 4) >> 2] = lf + of } if (!gf) { break a } En(q[a >> 2], ff, gf) } ff = (a + 24) | 0 gf = ff lf = ff a = q[(ff + 4) >> 2] ff = (q[ff >> 2] + 1) | 0 if (ff >>> 0 < 1) { a = (a + 1) | 0 } q[lf >> 2] = ff q[(gf + 4) >> 2] = a return 1 } function Xj(a, ff) { var gf = 0, lf = 0 lf = q[a >> 2] gf = (q[(a + 4) >> 2] - lf) | 0 a: { if (gf >>> 0 < ff >>> 0) { Ha(a, (ff - gf) | 0) break a } if (gf >>> 0 <= ff >>> 0) { break a } q[(a + 4) >> 2] = ff + lf } ff = (a + 24) | 0 gf = ff lf = ff a = q[(ff + 4) >> 2] ff = (q[ff >> 2] + 1) | 0 if (ff >>> 0 < 1) { a = (a + 1) | 0 } q[lf >> 2] = ff q[(gf + 4) >> 2] = a } function Yj(a) { p[(a + 38) >> 1] = 0 q[a >> 2] = 0 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 q[(a + 16) >> 2] = 0 q[(a + 20) >> 2] = 0 q[(a + 24) >> 2] = 0 q[(a + 28) >> 2] = 0 o[(a + 29) | 0] = 0 o[(a + 30) | 0] = 0 o[(a + 31) | 0] = 0 o[(a + 32) | 0] = 0 o[(a + 33) | 0] = 0 o[(a + 34) | 0] = 0 o[(a + 35) | 0] = 0 o[(a + 36) | 0] = 0 return a } function Zj(a, ff, pf, qf) { p[(a + 38) >> 1] = qf q[a >> 2] = ff q[(a + 16) >> 2] = 0 q[(a + 20) >> 2] = 0 q[(a + 8) >> 2] = pf q[(a + 12) >> 2] = 0 } function _j(a, ff, pf) { var qf = 0, rf = 0, sf = 0, tf = 0 a: { b: { if (!ff) { break b } if (s[(a + 38) >> 1] <= 513) { rf = q[(a + 12) >> 2] ff = q[(a + 20) >> 2] sf = q[(a + 16) >> 2] tf = (sf + 8) | 0 if (tf >>> 0 < 8) { ff = (ff + 1) | 0 } if ((rf | 0) < (ff | 0) ? 1 : (rf | 0) <= (ff | 0) ? (t[(a + 8) >> 2] >= tf >>> 0 ? 0 : 1) : 0) { break a } ff = (sf + q[a >> 2]) | 0 qf = r[(ff + 4) | 0] | (r[(ff + 5) | 0] << 8) | ((r[(ff + 6) | 0] << 16) | (r[(ff + 7) | 0] << 24)) q[pf >> 2] = r[ff | 0] | (r[(ff + 1) | 0] << 8) | ((r[(ff + 2) | 0] << 16) | (r[(ff + 3) | 0] << 24)) q[(pf + 4) >> 2] = qf pf = q[(a + 20) >> 2] qf = (q[(a + 16) >> 2] + 8) | 0 if (qf >>> 0 < 8) { pf = (pf + 1) | 0 } q[(a + 16) >> 2] = qf q[(a + 20) >> 2] = pf break b } if (!$j(1, pf, a)) { break a } } o[(a + 36) | 0] = 1 q[(a + 32) >> 2] = 0 ff = q[(a + 16) >> 2] pf = (ff + q[a >> 2]) | 0 q[(a + 24) >> 2] = pf qf = a a = q[(a + 8) >> 2] q[(qf + 28) >> 2] = pf + ((a - ff) | 0) qf = 1 } return qf } function $j(a, ff, pf) { var uf = 0, vf = 0, wf = 0, xf = 0, yf = 0, zf = 0 a: { if (a >>> 0 > 10) { break a } wf = q[(pf + 16) >> 2] uf = q[(pf + 12) >> 2] vf = q[(pf + 20) >> 2] xf = vf if ((uf | 0) < (xf | 0) ? 1 : (uf | 0) <= (xf | 0) ? (t[(pf + 8) >> 2] > wf >>> 0 ? 0 : 1) : 0) { break a } yf = o[(wf + q[pf >> 2]) | 0] uf = (wf + 1) | 0 if (uf >>> 0 < 1) { vf = (vf + 1) | 0 } q[(pf + 16) >> 2] = uf q[(pf + 20) >> 2] = vf xf = ff wf = ff uf = yf b: { if ((uf | 0) <= -1) { if (!$j((a + 1) | 0, ff, pf)) { break a } a = ff pf = q[(ff + 4) >> 2] ff = q[ff >> 2] vf = (pf << 7) | (ff >>> 25) ff = ff << 7 q[a >> 2] = ff q[(a + 4) >> 2] = vf a = (uf & 127) | ff break b } vf = 0 a = uf & 255 } q[wf >> 2] = a q[(xf + 4) >> 2] = vf zf = 1 } return zf } function ak(a) { var ff = 0, pf = 0, Af = 0, Bf = 0, Cf = 0, Df = 0 o[(a + 36) | 0] = 0 Af = q[(a + 20) >> 2] Bf = a Cf = a Df = q[(a + 16) >> 2] a = (q[(a + 32) >> 2] + 7) | 0 if (a >>> 0 < 7) { ff = 1 } pf = ff >>> 3 a = (ff << 29) | (a >>> 3) ff = (Df + a) | 0 pf = (pf + Af) | 0 q[(Cf + 16) >> 2] = ff q[(Bf + 20) >> 2] = ff >>> 0 < a >>> 0 ? (pf + 1) | 0 : pf } function bk(a) { a = (a + -1) | 0 if (a >>> 0 <= 10) { return q[((a << 2) + 13848) >> 2] } return -1 } function ck(a) { var Ef = 0 Ef = (a + 4) | 0 q[Ef >> 2] = 0 q[(Ef + 4) >> 2] = 0 q[a >> 2] = Ef return a } function dk(a, Ff, Gf, Hf) { var If = 0, Jf = 0, Kf = 0, Lf = 0 If = (T - 16) | 0 T = If Lf = a Jf = ph(Ff, (If + 12) | 0, Gf) Gf = q[Jf >> 2] if (Gf) { Ff = 0 } else { Gf = Mm(40) Rm((Gf + 16) | 0, q[Hf >> 2]) q[(Gf + 36) >> 2] = 0 q[(Gf + 28) >> 2] = 0 q[(Gf + 32) >> 2] = 0 q[(Gf + 8) >> 2] = q[(If + 12) >> 2] q[Gf >> 2] = 0 q[(Gf + 4) >> 2] = 0 q[Jf >> 2] = Gf Hf = Gf Kf = q[q[Ff >> 2] >> 2] if (Kf) { q[Ff >> 2] = Kf Hf = q[Jf >> 2] } nh(q[(Ff + 4) >> 2], Hf) Ff = (Ff + 8) | 0 q[Ff >> 2] = q[Ff >> 2] + 1 Ff = 1 } o[(Lf + 4) | 0] = Ff q[a >> 2] = Gf T = (If + 16) | 0 } function ek(a, Ff) { var Gf = 0 Gf = (T - 48) | 0 T = Gf $m((Gf + 8) | 0) q[(Gf + 32) >> 2] = Ff dk((Gf + 40) | 0, a, Ff, (Gf + 32) | 0) a = q[(Gf + 40) >> 2] Ff = (a + 28) | 0 a: { if (o[(a + 39) | 0] >= 0) { o[(Ff + 11) | 0] = 0 o[Ff | 0] = 0 break a } o[q[(a + 28) >> 2]] = 0 q[(a + 32) >> 2] = 0 if (o[(a + 39) | 0] > -1) { break a } An(q[(a + 28) >> 2]) q[(a + 36) >> 2] = 0 } a = q[(Gf + 12) >> 2] q[Ff >> 2] = q[(Gf + 8) >> 2] q[(Ff + 4) >> 2] = a q[(Ff + 8) >> 2] = q[(Gf + 16) >> 2] T = (Gf + 48) | 0 } function fk(a, Ff) { var Hf = 0, Mf = 0, Nf = 0, Of = 0, Pf = 0, Qf = 0, Rf = 0, Sf = 0 Pf = (a + 4) | 0 a = q[Pf >> 2] a: { b: { if (!a) { break b } Hf = r[(Ff + 11) | 0] Mf = (Hf << 24) >> 24 < 0 Nf = Mf ? q[(Ff + 4) >> 2] : Hf Rf = Mf ? q[Ff >> 2] : Ff Hf = Pf while (1) { Ff = r[(a + 27) | 0] Sf = (Ff << 24) >> 24 < 0 Qf = Sf ? q[(a + 20) >> 2] : Ff Of = Nf >>> 0 < Qf >>> 0 Mf = Of ? Nf : Qf c: { if (Mf) { Ff = (a + 16) | 0 Ff = cm(Sf ? q[Ff >> 2] : Ff, Rf, Mf) if (Ff) { break c } } Ff = Qf >>> 0 < Nf >>> 0 ? -1 : Of } Hf = (Ff | 0) < 0 ? Hf : a a = q[(((Ff >>> 29) & 4) + a) >> 2] if (a) { continue } break } if ((Hf | 0) == (Pf | 0)) { break b } a = r[(Hf + 27) | 0] Of = (a << 24) >> 24 < 0 d: { Mf = Of ? q[(Hf + 20) >> 2] : a Ff = Mf >>> 0 < Nf >>> 0 ? Mf : Nf if (Ff) { a = (Hf + 16) | 0 a = cm(Rf, Of ? q[a >> 2] : a, Ff) if (a) { break d } } if (Nf >>> 0 < Mf >>> 0) { break b } break a } if ((a | 0) > -1) { break a } } Hf = Pf } return Hf } function gk(a, Ff) { var Tf = 0 Ff = fk(a, Ff) a: { if ((Ff | 0) == ((a + 4) | 0)) { break a } a = (Ff + 28) | 0 if (o[(Ff + 39) | 0] <= -1) { a = q[a >> 2] } a = bm(a) if ((a | 0) == -1) { break a } Tf = (a | 0) != 0 } return Tf } function hk(a) { q[a >> 2] = 1065353216 return a } function ik(a, q, Ff) { if ((Ff | 0) < 1) { return 0 } u[a >> 2] = q / x(Ff | 0) return 1 } function jk(a) { var Ff = 0 q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 56) >> 2] = 0 q[(a + 48) >> 2] = 0 q[(a + 52) >> 2] = 0 q[(a + 40) >> 2] = 0 q[(a + 44) >> 2] = 0 q[(a + 32) >> 2] = 0 q[(a + 36) >> 2] = 0 q[(a + 24) >> 2] = 0 q[(a + 28) >> 2] = 0 q[(a + 16) >> 2] = 0 q[(a + 20) >> 2] = 0 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 Ff = (a - -64) | 0 q[Ff >> 2] = 0 q[(Ff + 4) >> 2] = 0 q[(a + 72) >> 2] = 0 q[(a + 76) >> 2] = 0 q[(a + 80) >> 2] = 0 q[(a + 84) >> 2] = 0 q[(a + 60) >> 2] = a } function kk(a, Uf) { var Vf = 0, Wf = 0, Xf = 0 Xf = (T - 16) | 0 T = Xf Wf = Mm(88) Vf = Wf q[Vf >> 2] = 0 q[(Vf + 4) >> 2] = 0 q[(Vf + 56) >> 2] = 0 q[(Vf + 48) >> 2] = 0 q[(Vf + 52) >> 2] = 0 q[(Vf + 40) >> 2] = 0 q[(Vf + 44) >> 2] = 0 q[(Vf + 32) >> 2] = 0 q[(Vf + 36) >> 2] = 0 q[(Vf + 24) >> 2] = 0 q[(Vf + 28) >> 2] = 0 q[(Vf + 16) >> 2] = 0 q[(Vf + 20) >> 2] = 0 q[(Vf + 8) >> 2] = 0 q[(Vf + 12) >> 2] = 0 Vf = (Vf - -64) | 0 q[Vf >> 2] = 0 q[(Vf + 4) >> 2] = 0 q[(Wf + 72) >> 2] = 0 q[(Wf + 76) >> 2] = 0 q[(Wf + 80) >> 2] = 0 q[(Wf + 84) >> 2] = 0 q[(Wf + 60) >> 2] = Wf q[(Xf + 8) >> 2] = Wf a: { if (lk(Wf, Uf)) { q[a >> 2] = q[(Xf + 8) >> 2] q[(Xf + 8) >> 2] = 0 break a } q[a >> 2] = 0 a = q[(Xf + 8) >> 2] q[(Xf + 8) >> 2] = 0 if (!a) { break a } wa((Xf + 8) | 0, a) } T = (Xf + 16) | 0 } function lk(a, Uf) { var Yf = 0, Zf = 0, _f = 0, $f = 0, ag = 0, bg = 0, cg = 0 $f = (T - 16) | 0 T = $f q[(a + 80) >> 2] = 0 q[(a + 84) >> 2] = 0 Yf = (a + 76) | 0 Zf = q[Yf >> 2] q[Yf >> 2] = 0 if (Zf) { An(Zf) } q[(a + 68) >> 2] = 0 q[(a + 72) >> 2] = 0 Yf = (a - -64) | 0 Zf = q[Yf >> 2] q[Yf >> 2] = 0 if (Zf) { An(Zf) } bg = (Uf + 4) | 0 Yf = q[bg >> 2] Zf = q[Uf >> 2] _f = w((((Yf - Zf) | 0) / 12) | 0, 3) cg = q[a >> 2] ag = (q[(a + 4) >> 2] - cg) >> 2 a: { if (_f >>> 0 > ag >>> 0) { mk(a, (_f - ag) | 0) Yf = q[bg >> 2] Zf = q[Uf >> 2] break a } if (_f >>> 0 >= ag >>> 0) { break a } q[(a + 4) >> 2] = (_f << 2) + cg } if ((Yf | 0) != (Zf | 0)) { ag = (((Yf - Zf) | 0) / 12) | 0 bg = q[a >> 2] Uf = 0 while (1) { _f = w(Uf, 12) Yf = (_f + bg) | 0 _f = (Zf + _f) | 0 q[Yf >> 2] = q[_f >> 2] q[(Yf + 4) >> 2] = q[(_f + 4) >> 2] q[(Yf + 8) >> 2] = q[(_f + 8) >> 2] Uf = (Uf + 1) | 0 if (Uf >>> 0 < ag >>> 0) { continue } break } } q[($f + 12) >> 2] = -1 Uf = 0 if (nk(a, ($f + 12) | 0)) { ok(a) pk(a, q[($f + 12) >> 2]) Uf = 1 } T = ($f + 16) | 0 return Uf } function mk(a, Uf) { var dg = 0, eg = 0, fg = 0, gg = 0, hg = 0, ig = 0, jg = 0, kg = 0, lg = 0 eg = q[(a + 8) >> 2] fg = (a + 4) | 0 dg = q[fg >> 2] if (((eg - dg) >> 2) >>> 0 >= Uf >>> 0) { a = Uf << 2 ;(kg = fg), (lg = (Dn(dg, 0, a) + a) | 0), (q[kg >> 2] = lg) return } a: { fg = q[a >> 2] hg = (dg - fg) | 0 dg = hg >> 2 gg = (dg + Uf) | 0 if (gg >>> 0 < 1073741824) { jg = dg << 2 eg = (eg - fg) | 0 dg = eg >> 1 eg = (eg >> 2) >>> 0 < 536870911 ? (dg >>> 0 < gg >>> 0 ? gg : dg) : 1073741823 dg = 0 b: { if (!eg) { break b } if (eg >>> 0 >= 1073741824) { break a } ig = Mm(eg << 2) dg = ig } Dn((jg + dg) | 0, 0, Uf << 2) Uf = (dg + (gg << 2)) | 0 gg = (dg + (eg << 2)) | 0 if ((hg | 0) >= 1) { Cn(ig, fg, hg) } q[a >> 2] = dg q[(a + 8) >> 2] = gg q[(a + 4) >> 2] = Uf if (fg) { An(fg) } return } bn() F() } ab(13904) F() } function nk(a, Uf) { var mg = 0, ng = 0, og = 0, pg = 0, qg = 0, rg = 0, sg = 0, tg = 0, ug = 0, vg = 0, wg = 0, xg = 0, yg = 0, zg = 0, Ag = 0, Bg = 0, Cg = 0, Dg = 0, Eg = 0, Fg = 0, Gg = 0 og = (T - 48) | 0 T = og if (Uf) { Dg = (a + 12) | 0 ng = (a + 4) | 0 tg = q[ng >> 2] ug = q[a >> 2] rg = (tg - ug) | 0 pg = rg >> 2 mg = q[(a + 12) >> 2] qg = (q[(a + 16) >> 2] - mg) >> 2 a: { if (pg >>> 0 > qg >>> 0) { qk(Dg, (pg - qg) | 0) tg = q[ng >> 2] ug = q[a >> 2] rg = (tg - ug) | 0 pg = rg >> 2 break a } if (pg >>> 0 >= qg >>> 0) { break a } q[(a + 16) >> 2] = mg + (pg << 2) } ng = 0 q[(og + 40) >> 2] = 0 q[(og + 32) >> 2] = 0 q[(og + 36) >> 2] = 0 b: { c: { d: { if (!pg) { mg = 0 qg = 0 break d } if (pg >>> 0 >= 1073741824) { break c } mg = Mm(rg) q[(og + 36) >> 2] = mg q[(og + 32) >> 2] = mg q[(og + 40) >> 2] = (pg << 2) + mg qg = mg } e: { if (!rg) { break e } sg = (a + 4) | 0 ng = qg wg = ng rg = 0 while (1) { vg = q[((rg << 2) + ug) >> 2] wg = (wg - ng) >> 2 if (vg >>> 0 >= wg >>> 0) { q[(og + 16) >> 2] = 0 mg = (vg + 1) | 0 f: { if (mg >>> 0 > wg >>> 0) { Ad((og + 32) | 0, (mg - wg) | 0, (og + 16) | 0) tg = q[sg >> 2] ug = q[a >> 2] break f } if (mg >>> 0 >= wg >>> 0) { break f } q[(og + 36) >> 2] = (mg << 2) + ng } mg = q[(og + 32) >> 2] qg = mg } ng = ((vg << 2) + mg) | 0 q[ng >> 2] = q[ng >> 2] + 1 rg = (rg + 1) | 0 ng = (tg - ug) | 0 pg = ng >> 2 if (rg >>> 0 >= pg >>> 0) { break e } wg = q[(og + 36) >> 2] ng = mg continue } } q[(og + 24) >> 2] = 0 q[(og + 16) >> 2] = 0 q[(og + 20) >> 2] = 0 rg = 0 g: { if (ng) { if (pg >>> 0 >= 536870912) { break g } rg = Mm(ng << 1) q[(og + 16) >> 2] = rg q[(og + 20) >> 2] = rg ng = pg << 3 q[(og + 24) >> 2] = ng + rg ng = Dn(rg, 255, ng) while (1) { ng = (ng + 8) | 0 pg = (pg + -1) | 0 if (pg) { continue } break } q[(og + 20) >> 2] = ng } q[(og + 8) >> 2] = 0 q[og >> 2] = 0 q[(og + 4) >> 2] = 0 ng = (q[(og + 36) >> 2] - qg) | 0 Ag = ng >> 2 h: { if (ng) { if (Ag >>> 0 >= 1073741824) { break h } xg = Mm(ng) q[og >> 2] = xg q[(og + 8) >> 2] = (Ag << 2) + xg pg = 0 sg = Dn(xg, 0, ng) q[(og + 4) >> 2] = sg + ng ng = 0 while (1) { qg = ng << 2 q[(qg + sg) >> 2] = pg pg = (q[(mg + qg) >> 2] + pg) | 0 ng = (ng + 1) | 0 if (ng >>> 0 < Ag >>> 0) { continue } break } } if ((tg | 0) == (ug | 0)) { break b } Gg = (tg - ug) >> 2 sg = 0 Eg = q[(og + 32) >> 2] while (1) { Bg = sg << 2 wg = q[(Bg + ug) >> 2] tg = -1 ng = (sg + 1) | 0 mg = (ng >>> 0) % 3 | 0 ? ng : (sg + -2) | 0 if ((mg | 0) != -1) { tg = q[((mg << 2) + ug) >> 2] } yg = -1 qg = (sg >>> 0) % 3 | 0 mg = ((qg ? -1 : 2) + sg) | 0 if ((mg | 0) != -1) { yg = q[((mg << 2) + ug) >> 2] } i: { j: { if (qg) { break j } k: { if ((tg | 0) == (yg | 0)) { break k } mg = q[(ug + Bg) >> 2] if ((mg | 0) == (tg | 0)) { break k } if ((mg | 0) != (yg | 0)) { break j } } q[(a + 40) >> 2] = q[(a + 40) >> 2] + 1 ng = (sg + 3) | 0 break i } mg = yg << 2 Cg = q[(mg + Eg) >> 2] l: { m: { if ((Cg | 0) < 1) { break m } mg = q[(mg + xg) >> 2] pg = 0 while (1) { vg = ((mg << 3) + rg) | 0 qg = q[vg >> 2] if ((qg | 0) == -1) { break m } n: { if ((qg | 0) != (tg | 0)) { break n } zg = q[(vg + 4) >> 2] if ((zg | 0) != -1) { qg = q[((zg << 2) + ug) >> 2] } else { qg = -1 } if ((qg | 0) == (wg | 0)) { break n } while (1) { qg = mg pg = (pg + 1) | 0 o: { if ((pg | 0) >= (Cg | 0)) { break o } Fg = ((qg << 3) + rg) | 0 mg = (qg + 1) | 0 wg = ((mg << 3) + rg) | 0 vg = q[wg >> 2] q[Fg >> 2] = vg q[(Fg + 4) >> 2] = q[(wg + 4) >> 2] if ((vg | 0) != -1) { continue } } break } q[((qg << 3) + rg) >> 2] = -1 if ((zg | 0) == -1) { break m } mg = q[Dg >> 2] q[(mg + Bg) >> 2] = zg q[(mg + (zg << 2)) >> 2] = sg break l } mg = (mg + 1) | 0 pg = (pg + 1) | 0 if ((Cg | 0) != (pg | 0)) { continue } break } } mg = tg << 2 qg = q[(mg + Eg) >> 2] if ((qg | 0) < 1) { break l } mg = q[(mg + xg) >> 2] pg = 0 while (1) { vg = ((mg << 3) + rg) | 0 if (q[vg >> 2] == -1) { q[vg >> 2] = yg q[(vg + 4) >> 2] = sg break l } mg = (mg + 1) | 0 pg = (pg + 1) | 0 if ((qg | 0) != (pg | 0)) { continue } break } } } sg = ng if (sg >>> 0 < Gg >>> 0) { continue } break } break b } bn() F() } bn() F() } ab(13904) F() } q[Uf >> 2] = Ag if (xg) { q[(og + 4) >> 2] = xg An(xg) } a = q[(og + 16) >> 2] if (a) { q[(og + 20) >> 2] = a An(a) } a = q[(og + 32) >> 2] if (a) { q[(og + 36) >> 2] = a An(a) } a = 1 } else { a = 0 } T = (og + 48) | 0 return a } function ok(a) { var Uf = 0, Hg = 0, Ig = 0, Jg = 0, Kg = 0, Lg = 0, Mg = 0, Ng = 0, Og = 0, Pg = 0, Qg = 0, Rg = 0, Sg = 0, Tg = 0, Ug = 0 Ig = (T - 48) | 0 T = Ig Qg = (a + 4) | 0 Uf = q[Qg >> 2] Og = q[a >> 2] o[(Ig + 16) | 0] = 0 Rg = rk((Ig + 32) | 0, (Uf - Og) >> 2, (Ig + 16) | 0) q[(Ig + 24) >> 2] = 0 q[(Ig + 16) >> 2] = 0 q[(Ig + 20) >> 2] = 0 Uf = q[Qg >> 2] Mg = q[a >> 2] Ng = (a + 12) | 0 while (1) { Sg = 0 Lg = 0 a: { if ((Uf | 0) == (Mg | 0)) { break a } while (1) { Jg = q[Rg >> 2] b: { if ((q[(Jg + ((Lg >>> 3) & 536870908)) >> 2] >>> (Lg & 31)) & 1) { break b } Kg = q[(Ig + 16) >> 2] q[(Ig + 20) >> 2] = Kg Uf = Lg while (1) { Hg = (Uf + 1) | 0 Og = Uf Uf = (Hg >>> 0) % 3 | 0 ? Hg : (Uf + -2) | 0 c: { if ((Uf | 0) == -1) { break c } Uf = q[(q[Ng >> 2] + (Uf << 2)) >> 2] if ((Uf | 0) == -1) { break c } Hg = (Uf + 1) | 0 Uf = (Hg >>> 0) % 3 | 0 ? Hg : (Uf + -2) | 0 if (((Lg | 0) == (Uf | 0)) | ((Uf | 0) == -1)) { break c } if (!((q[(((Uf >>> 3) & 536870908) + Jg) >> 2] >>> (Uf & 31)) & 1)) { continue } } break } Uf = Kg Hg = Og while (1) { Jg = (((Hg >>> 3) & 536870908) + Jg) | 0 q[Jg >> 2] = q[Jg >> 2] | (1 << (Hg & 31)) Jg = (Hg + 1) | 0 Tg = (Jg >>> 0) % 3 | 0 ? Jg : (Hg + -2) | 0 Jg = (((Hg >>> 0) % 3 | 0 ? -1 : 2) + Hg) | 0 if ((Uf | 0) != (Kg | 0)) { Ug = q[((Tg << 2) + Mg) >> 2] while (1) { d: { if ((Ug | 0) != q[Uf >> 2]) { break d } Hg = -1 Pg = q[(Uf + 4) >> 2] Hg = (Jg | 0) != -1 ? q[(q[Ng >> 2] + (Jg << 2)) >> 2] : Hg if ((Pg | 0) == (Hg | 0)) { break d } Kg = -1 Kg = (Pg | 0) != -1 ? q[(q[Ng >> 2] + (Pg << 2)) >> 2] : Kg if ((Hg | 0) != -1) { q[(q[Ng >> 2] + (Hg << 2)) >> 2] = -1 } Uf = q[Ng >> 2] if ((Kg | 0) != -1) { q[(Uf + (Kg << 2)) >> 2] = -1 } q[(Uf + (Jg << 2)) >> 2] = -1 q[(Uf + (Pg << 2)) >> 2] = -1 Sg = 1 break b } Uf = (Uf + 8) | 0 if ((Kg | 0) != (Uf | 0)) { continue } break } } q[(Ig + 8) >> 2] = 0 Uf = Jg << 2 Hg = q[(Uf + Mg) >> 2] q[(Ig + 12) >> 2] = Tg q[(Ig + 8) >> 2] = Hg e: { if (q[(Ig + 24) >> 2] != (Kg | 0)) { Hg = q[(Ig + 12) >> 2] q[Kg >> 2] = q[(Ig + 8) >> 2] q[(Kg + 4) >> 2] = Hg q[(Ig + 20) >> 2] = q[(Ig + 20) >> 2] + 8 break e } sk((Ig + 16) | 0, (Ig + 8) | 0) } f: { if ((Jg | 0) == -1) { break f } Uf = q[(Uf + q[Ng >> 2]) >> 2] if ((Uf | 0) == -1) { break f } Hg = (Uf + ((Uf >>> 0) % 3 | 0 ? -1 : 2)) | 0 if (((Og | 0) == (Hg | 0)) | ((Hg | 0) == -1)) { break f } Mg = q[a >> 2] Jg = q[Rg >> 2] Kg = q[(Ig + 20) >> 2] Uf = q[(Ig + 16) >> 2] continue } break } Mg = q[a >> 2] } Lg = (Lg + 1) | 0 Uf = q[Qg >> 2] if (Lg >>> 0 < ((Uf - Mg) >> 2) >>> 0) { continue } break } if (Sg) { continue } } break } a = q[(Ig + 16) >> 2] if (a) { q[(Ig + 20) >> 2] = a An(a) } a = q[Rg >> 2] if (a) { An(a) } T = (Ig + 48) | 0 } function pk(a, Vg) { var Wg = 0, Xg = 0, Yg = 0, Zg = 0, _g = 0, $g = 0, ah = 0, bh = 0, ch = 0, dh = 0, eh = 0, fh = 0, gh = 0, hh = 0, ih = 0, jh = 0, kh = 0, lh = 0, mh = 0, nh = 0, oh = 0, ph = 0, qh = 0 $g = (T - 48) | 0 T = $g q[(a + 36) >> 2] = Vg fh = (a + 24) | 0 Yg = q[(a + 24) >> 2] Wg = (q[(a + 28) >> 2] - Yg) >> 2 a: { if (Wg >>> 0 < Vg >>> 0) { qk(fh, (Vg - Wg) | 0) break a } if (Wg >>> 0 <= Vg >>> 0) { break a } q[(a + 28) >> 2] = Yg + (Vg << 2) } o[($g + 16) | 0] = 0 ah = rk(($g + 32) | 0, Vg, ($g + 16) | 0) gh = (a + 4) | 0 Wg = q[gh >> 2] Yg = q[a >> 2] o[($g + 8) | 0] = 0 ch = rk(($g + 16) | 0, (Wg - Yg) >> 2, ($g + 8) | 0) b: { Wg = q[a >> 2] if (((q[gh >> 2] - Wg) >> 2) >>> 0 < 3) { break b } mh = (a + 48) | 0 hh = (a + 12) | 0 nh = (a + 32) | 0 jh = (a + 28) | 0 oh = (a + 56) | 0 kh = (a + 52) | 0 while (1) { dh = w(ih, 3) Zg = q[((dh << 2) + Wg) >> 2] _g = 0 Xg = -1 Yg = (dh + 1) | 0 c: { if ((Yg | 0) != -1) { Xg = q[((Yg << 2) + Wg) >> 2] _g = (dh + 2) | 0 Yg = -1 if ((_g | 0) == -1) { break c } } Yg = q[((_g << 2) + Wg) >> 2] } d: { if (!(((Yg | 0) == (Xg | 0)) | ((Xg | 0) == (Zg | 0)) | ((Yg | 0) == (Zg | 0)))) { bh = q[ch >> 2] eh = 0 while (1) { Yg = (dh + eh) | 0 e: { if ((q[(((Yg >>> 3) & 536870908) + bh) >> 2] >>> (Yg & 31)) & 1) { break e } _g = q[(q[a >> 2] + (Yg << 2)) >> 2] q[($g + 8) >> 2] = _g Wg = 1 << (_g & 31) Xg = q[ah >> 2] _g = _g >>> 5 bh = q[(Xg + (_g << 2)) >> 2] Zg = 0 f: { if (!(Wg & bh)) { break f } Wg = q[jh >> 2] g: { if ((Wg | 0) != q[nh >> 2]) { q[Wg >> 2] = -1 q[jh >> 2] = Wg + 4 break g } zi(fh, 13900) } Wg = q[kh >> 2] h: { if ((Wg | 0) != q[oh >> 2]) { q[Wg >> 2] = q[($g + 8) >> 2] q[kh >> 2] = Wg + 4 break h } zi(mh, ($g + 8) | 0) } Wg = q[(ah + 4) >> 2] Zg = q[(ah + 8) >> 2] if ((Wg | 0) == Zg << 5) { if (((Wg + 1) | 0) <= -1) { break d } Xg = ah if (Wg >>> 0 <= 1073741822) { Wg = (Wg + 32) & -32 Zg = Zg << 6 Wg = Zg >>> 0 < Wg >>> 0 ? Wg : Zg } else { Wg = 2147483647 } cb(Xg, Wg) Wg = q[(ah + 4) >> 2] } q[(ah + 4) >> 2] = Wg + 1 Xg = q[ah >> 2] Zg = (Xg + ((Wg >>> 3) & 536870908)) | 0 _g = q[Zg >> 2] ;(ph = Zg), (qh = eo(Wg) & _g), (q[ph >> 2] = qh) q[($g + 8) >> 2] = Vg Wg = 1 << (Vg & 31) _g = Vg >>> 5 bh = q[((_g << 2) + Xg) >> 2] Vg = (Vg + 1) | 0 Zg = 1 } q[((_g << 2) + Xg) >> 2] = Wg | bh bh = q[ch >> 2] Wg = Yg i: { while (1) { if ((Wg | 0) == -1) { break i } Xg = (((Wg >>> 3) & 536870908) + bh) | 0 q[Xg >> 2] = q[Xg >> 2] | (1 << (Wg & 31)) Xg = q[($g + 8) >> 2] q[(q[fh >> 2] + (Xg << 2)) >> 2] = Wg if (Zg) { q[(q[a >> 2] + (Wg << 2)) >> 2] = Xg } _g = Yg Xg = (Wg + 1) | 0 Wg = (Xg >>> 0) % 3 | 0 ? Xg : (Wg + -2) | 0 Xg = -1 j: { if ((Wg | 0) == -1) { break j } Wg = q[(q[hh >> 2] + (Wg << 2)) >> 2] Xg = -1 if ((Wg | 0) == -1) { break j } Xg = (Wg + 1) | 0 Xg = (Xg >>> 0) % 3 | 0 ? Xg : (Wg + -2) | 0 } Wg = Xg if ((_g | 0) != (Wg | 0)) { continue } break } if ((Yg | 0) != -1) { break e } } Wg = (Yg + ((Yg >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((Wg | 0) == -1) { break e } Wg = q[(q[hh >> 2] + (Wg << 2)) >> 2] if ((Wg | 0) == -1) { break e } Wg = (Wg + ((Wg >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((Wg | 0) == -1) { break e } bh = q[ch >> 2] while (1) { Yg = (((Wg >>> 3) & 536870908) + bh) | 0 q[Yg >> 2] = q[Yg >> 2] | (1 << (Wg & 31)) if (Zg) { q[(q[a >> 2] + (Wg << 2)) >> 2] = q[($g + 8) >> 2] } Wg = (((Wg >>> 0) % 3 | 0 ? -1 : 2) + Wg) | 0 if ((Wg | 0) == -1) { break e } Wg = q[(q[hh >> 2] + (Wg << 2)) >> 2] if ((Wg | 0) == -1) { break e } Wg = (Wg + ((Wg >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((Wg | 0) != -1) { continue } break } } eh = (eh + 1) | 0 if ((eh | 0) != 3) { continue } break } } ih = (ih + 1) | 0 Wg = q[a >> 2] if (ih >>> 0 < ((((q[gh >> 2] - Wg) >> 2) >>> 0) / 3) >>> 0) { continue } break b } break } bn() F() } q[(a + 44) >> 2] = 0 Vg = q[ah >> 2] Wg = q[(ah + 4) >> 2] Yg = Wg >>> 5 Zg = Wg & 31 if (Yg | Zg) { Yg = ((Yg << 2) + Vg) | 0 Xg = Vg Wg = 0 while (1) { if (!((q[Xg >> 2] >>> Wg) & 1)) { lh = (lh + 1) | 0 q[(a + 44) >> 2] = lh } _g = (Wg | 0) == 31 Wg = _g ? 0 : (Wg + 1) | 0 Xg = _g ? (Xg + 4) | 0 : Xg if (((Yg | 0) != (Xg | 0)) | ((Wg | 0) != (Zg | 0))) { continue } break } } a = q[ch >> 2] if (a) { An(a) Vg = q[ah >> 2] } if (Vg) { An(Vg) } T = ($g + 48) | 0 } function qk(a, Vg) { var rh = 0, sh = 0, th = 0, uh = 0, vh = 0, wh = 0 th = q[(a + 8) >> 2] rh = q[(a + 4) >> 2] if (((th - rh) >> 2) >>> 0 >= Vg >>> 0) { while (1) { q[rh >> 2] = q[3475] rh = (rh + 4) | 0 Vg = (Vg + -1) | 0 if (Vg) { continue } break } q[(a + 4) >> 2] = rh return } a: { uh = q[a >> 2] vh = (rh - uh) | 0 wh = vh >> 2 rh = (wh + Vg) | 0 if (rh >>> 0 < 1073741824) { th = (th - uh) | 0 sh = th >> 1 rh = (th >> 2) >>> 0 < 536870911 ? (sh >>> 0 < rh >>> 0 ? rh : sh) : 1073741823 sh = 0 b: { if (!rh) { break b } if (rh >>> 0 >= 1073741824) { break a } sh = Mm(rh << 2) } th = (sh + (rh << 2)) | 0 rh = (sh + (wh << 2)) | 0 while (1) { q[rh >> 2] = q[3475] rh = (rh + 4) | 0 Vg = (Vg + -1) | 0 if (Vg) { continue } break } if ((vh | 0) >= 1) { Cn(sh, uh, vh) } q[a >> 2] = sh q[(a + 8) >> 2] = th q[(a + 4) >> 2] = rh if (uh) { An(uh) } return } bn() F() } ab(13904) F() } function rk(a, Vg, xh) { var yh = 0, zh = 0, Ah = 0 q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 8) >> 2] = 0 a: { b: { if (!Vg) { break b } if ((Vg | 0) <= -1) { break a } zh = (Vg + -1) >>> 5 Ah = (zh + 1) | 0 yh = Mm(Ah << 2) q[(a + 8) >> 2] = Ah q[a >> 2] = yh Ah = r[xh | 0] q[(a + 4) >> 2] = Vg q[(Vg >>> 0 < 33 ? yh : (yh + (zh << 2)) | 0) >> 2] = 0 xh = Vg >>> 5 zh = xh << 2 if (Ah) { yh = Dn(yh, 255, zh) Vg = Vg & 31 if (!Vg) { break b } xh = (yh + (xh << 2)) | 0 q[xh >> 2] = q[xh >> 2] | (-1 >>> (32 - Vg)) return a } yh = Dn(yh, 0, zh) Vg = Vg & 31 if (!Vg) { break b } xh = (yh + (xh << 2)) | 0 q[xh >> 2] = q[xh >> 2] & ((-1 >>> (32 - Vg)) ^ -1) } return a } bn() F() } function sk(a, Vg) { var xh = 0, Bh = 0, Ch = 0, Dh = 0, Eh = 0, Fh = 0 a: { Ch = q[a >> 2] Fh = (q[(a + 4) >> 2] - Ch) | 0 xh = Fh >> 3 Bh = (xh + 1) | 0 if (Bh >>> 0 < 536870912) { Dh = xh << 3 Eh = (q[(a + 8) >> 2] - Ch) | 0 xh = Eh >> 2 Bh = (Eh >> 3) >>> 0 < 268435455 ? (xh >>> 0 < Bh >>> 0 ? Bh : xh) : 536870911 xh = 0 b: { if (!Bh) { break b } if (Bh >>> 0 >= 536870912) { break a } xh = Mm(Bh << 3) } Dh = (Dh + xh) | 0 Eh = q[(Vg + 4) >> 2] q[Dh >> 2] = q[Vg >> 2] q[(Dh + 4) >> 2] = Eh Vg = (xh + (Bh << 3)) | 0 Bh = (Dh + 8) | 0 if ((Fh | 0) >= 1) { Cn(xh, Ch, Fh) } q[a >> 2] = xh q[(a + 8) >> 2] = Vg q[(a + 4) >> 2] = Bh if (Ch) { An(Ch) } return } bn() F() } ab(13904) F() } function tk(a, Vg, Gh) { var Hh = 0, Ih = 0, Jh = 0, Kh = 0 a: { b: { if (((Vg | Gh) < 0) | (Vg >>> 0 > 1431655765)) { break b } Vg = w(Vg, 3) uk(a, Vg, 13896) uk((a + 12) | 0, Vg, 13900) Vg = q[(a + 24) >> 2] c: { if (((q[(a + 32) >> 2] - Vg) >> 2) >>> 0 >= Gh >>> 0) { break c } if (Gh >>> 0 >= 1073741824) { break a } Jh = (a + 28) | 0 Hh = q[Jh >> 2] Ih = Gh << 2 Gh = Mm(Ih) Ih = (Gh + Ih) | 0 Hh = (Hh - Vg) | 0 Kh = (Hh + Gh) | 0 if ((Hh | 0) >= 1) { Cn(Gh, Vg, Hh) } q[(a + 24) >> 2] = Gh q[(a + 32) >> 2] = Ih q[Jh >> 2] = Kh if (!Vg) { break c } An(Vg) } q[(a + 80) >> 2] = 0 q[(a + 84) >> 2] = 0 Gh = (a + 76) | 0 Vg = q[Gh >> 2] q[Gh >> 2] = 0 if (Vg) { An(Vg) } q[(a + 68) >> 2] = 0 q[(a + 72) >> 2] = 0 Vg = (a - -64) | 0 a = q[Vg >> 2] q[Vg >> 2] = 0 Hh = 1 if (!a) { break b } An(a) } return Hh } ab(13904) F() } function uk(a, Vg, Gh) { var Lh = 0, Mh = 0, Nh = 0, Oh = 0, Ph = 0 Lh = q[(a + 8) >> 2] Mh = q[a >> 2] if (((Lh - Mh) >> 2) >>> 0 >= Vg >>> 0) { Nh = q[(a + 4) >> 2] Oh = (Nh - Mh) >> 2 Ph = Oh >>> 0 < Vg >>> 0 ? Oh : Vg if (Ph) { Lh = Mh while (1) { q[Lh >> 2] = q[Gh >> 2] Lh = (Lh + 4) | 0 Ph = (Ph + -1) | 0 if (Ph) { continue } break } } if (Oh >>> 0 < Vg >>> 0) { Lh = (Vg - Oh) | 0 while (1) { q[Nh >> 2] = q[Gh >> 2] Nh = (Nh + 4) | 0 Lh = (Lh + -1) | 0 if (Lh) { continue } break } q[(a + 4) >> 2] = Nh return } q[(a + 4) >> 2] = (Vg << 2) + Mh return } if (Mh) { q[(a + 4) >> 2] = Mh An(Mh) q[(a + 8) >> 2] = 0 q[a >> 2] = 0 q[(a + 4) >> 2] = 0 Lh = 0 } a: { if (Vg >>> 0 >= 1073741824) { break a } Mh = Lh >> 1 Mh = (Lh >> 2) >>> 0 < 536870911 ? (Mh >>> 0 < Vg >>> 0 ? Vg : Mh) : 1073741823 if (Mh >>> 0 >= 1073741824) { break a } Mh = Mh << 2 Lh = Mm(Mh) q[a >> 2] = Lh q[(a + 4) >> 2] = Lh q[(a + 8) >> 2] = Lh + Mh while (1) { q[Lh >> 2] = q[Gh >> 2] Lh = (Lh + 4) | 0 Vg = (Vg + -1) | 0 if (Vg) { continue } break } q[(a + 4) >> 2] = Lh return } bn() F() } function vk(a) { al(a) q[(a + 84) >> 2] = 0 q[(a + 88) >> 2] = 0 q[a >> 2] = 13980 q[(a + 92) >> 2] = 0 q[(a + 96) >> 2] = 0 q[(a + 100) >> 2] = 0 q[(a + 104) >> 2] = 0 return a } function wk(a) { a = a | 0 var Vg = 0, Gh = 0, Qh = 0, Rh = 0, Sh = 0 q[a >> 2] = 14380 Vg = q[(a + 68) >> 2] if (Vg) { q[(a + 72) >> 2] = Vg An(Vg) } Vg = q[(a + 56) >> 2] if (Vg) { q[(a + 60) >> 2] = Vg An(Vg) } Vg = q[(a + 44) >> 2] if (Vg) { q[(a + 48) >> 2] = Vg An(Vg) } Vg = q[(a + 32) >> 2] if (Vg) { q[(a + 36) >> 2] = Vg An(Vg) } Vg = q[(a + 20) >> 2] if (Vg) { q[(a + 24) >> 2] = Vg An(Vg) } Qh = q[(a + 8) >> 2] if (Qh) { Vg = Qh Sh = (a + 12) | 0 Gh = q[Sh >> 2] Rh = Vg a: { if ((Vg | 0) == (Gh | 0)) { break a } while (1) { Gh = (Gh + -4) | 0 Vg = q[Gh >> 2] q[Gh >> 2] = 0 if (Vg) { Hb(Vg) } if ((Gh | 0) != (Qh | 0)) { continue } break } Rh = q[(a + 8) >> 2] } Vg = Rh q[Sh >> 2] = Qh An(Vg) } Vg = q[(a + 4) >> 2] q[(a + 4) >> 2] = 0 if (Vg) { Lj(Vg) } return a | 0 } function xk(a) { a = a | 0 var Th = 0 q[a >> 2] = 13980 Th = q[(a + 96) >> 2] if (Th) { q[(a + 100) >> 2] = Th An(Th) } Th = q[(a + 84) >> 2] if (Th) { q[(a + 88) >> 2] = Th An(Th) } wk(a) return a | 0 } function yk(a) { a = a | 0 var Uh = 0 q[a >> 2] = 13980 Uh = q[(a + 96) >> 2] if (Uh) { q[(a + 100) >> 2] = Uh An(Uh) } Uh = q[(a + 84) >> 2] if (Uh) { q[(a + 88) >> 2] = Uh An(Uh) } wk(a) An(a) } function zk(a, Vh, Wh) { a = a | 0 Vh = Vh | 0 Wh = Wh | 0 var Xh = 0, Yh = 0 Xh = (T - 16) | 0 T = Xh Yh = q[Wh >> 2] q[Wh >> 2] = 0 q[(Xh + 8) >> 2] = Yh gl(a, Vh, (Xh + 8) | 0) Wh = q[(Xh + 8) >> 2] q[(Xh + 8) >> 2] = 0 if (Wh) { Hb(Wh) } Yh = q[(a + 84) >> 2] Wh = (q[(a + 88) >> 2] - Yh) >> 2 a: { if ((Wh | 0) > (Vh | 0)) { break a } Vh = (Vh + 1) | 0 if (Vh >>> 0 > Wh >>> 0) { Ak((a + 84) | 0, (Vh - Wh) | 0) break a } if (Vh >>> 0 >= Wh >>> 0) { break a } q[(a + 88) >> 2] = Yh + (Vh << 2) } T = (Xh + 16) | 0 } function Ak(a, Vh) { var Wh = 0, Zh = 0, _h = 0, $h = 0, ai = 0, bi = 0 _h = q[(a + 8) >> 2] Wh = q[(a + 4) >> 2] if (((_h - Wh) >> 2) >>> 0 >= Vh >>> 0) { while (1) { q[Wh >> 2] = 1 Wh = (Wh + 4) | 0 Vh = (Vh + -1) | 0 if (Vh) { continue } break } q[(a + 4) >> 2] = Wh return } a: { $h = q[a >> 2] ai = (Wh - $h) | 0 bi = ai >> 2 Wh = (bi + Vh) | 0 if (Wh >>> 0 < 1073741824) { _h = (_h - $h) | 0 Zh = _h >> 1 Wh = (_h >> 2) >>> 0 < 536870911 ? (Zh >>> 0 < Wh >>> 0 ? Wh : Zh) : 1073741823 Zh = 0 b: { if (!Wh) { break b } if (Wh >>> 0 >= 1073741824) { break a } Zh = Mm(Wh << 2) } _h = (Zh + (Wh << 2)) | 0 Wh = (Zh + (bi << 2)) | 0 while (1) { q[Wh >> 2] = 1 Wh = (Wh + 4) | 0 Vh = (Vh + -1) | 0 if (Vh) { continue } break } if ((ai | 0) >= 1) { Cn(Zh, $h, ai) } q[a >> 2] = Zh q[(a + 8) >> 2] = _h q[(a + 4) >> 2] = Wh if ($h) { An($h) } return } bn() F() } ab(14024) F() } function Bk(a, Vh) { a = a | 0 Vh = Vh | 0 var ci = 0, di = 0, ei = 0 jl(a, Vh) a: { if ((Vh | 0) < 0) { break a } ci = q[(a + 88) >> 2] di = q[(a + 84) >> 2] if ((ci - di) >> 2 <= (Vh | 0)) { break a } Vh = (di + (Vh << 2)) | 0 di = (Vh + 4) | 0 ci = (ci - di) | 0 ei = ci >> 2 if (ci) { En(Vh, di, ci) } q[(a + 88) >> 2] = Vh + (ei << 2) } } function Ck(a, Vh) { var fi = 0, gi = 0, hi = 0, ii = 0, ji = 0, ki = 0 a: { hi = q[a >> 2] ji = (q[(a + 4) >> 2] - hi) | 0 fi = ji >> 2 gi = (fi + 1) | 0 if (gi >>> 0 < 1073741824) { ki = fi << 2 fi = (q[(a + 8) >> 2] - hi) | 0 ii = fi >> 1 gi = (fi >> 2) >>> 0 < 536870911 ? (ii >>> 0 < gi >>> 0 ? gi : ii) : 1073741823 fi = 0 b: { if (!gi) { break b } if (gi >>> 0 >= 1073741824) { break a } fi = Mm(gi << 2) } ii = (ki + fi) | 0 q[ii >> 2] = q[Vh >> 2] Vh = (fi + (gi << 2)) | 0 gi = (ii + 4) | 0 if ((ji | 0) >= 1) { Cn(fi, hi, ji) } q[a >> 2] = fi q[(a + 8) >> 2] = Vh q[(a + 4) >> 2] = gi if (hi) { An(hi) } return } bn() F() } ab(14092) F() } function Dk(a) { q[a >> 2] = 0 q[(a + 4) >> 2] = 0 o[(a + 24) | 0] = 1 q[(a + 16) >> 2] = 0 q[(a + 20) >> 2] = 0 q[(a + 8) >> 2] = 0 q[(a + 12) >> 2] = 0 q[(a + 28) >> 2] = 0 q[(a + 32) >> 2] = 0 q[(a + 36) >> 2] = 0 q[(a + 40) >> 2] = 0 q[(a + 44) >> 2] = 0 q[(a + 48) >> 2] = 0 q[(a + 52) >> 2] = 0 q[(a + 56) >> 2] = 0 q[(a + 60) >> 2] = 0 q[(a + 64) >> 2] = 0 q[(a + 72) >> 2] = 0 q[(a + 76) >> 2] = 0 q[(a + 80) >> 2] = 0 q[(a + 84) >> 2] = 0 q[(a + 88) >> 2] = 0 q[(a + 92) >> 2] = 0 q[(a + 68) >> 2] = a } function Ek(a, Vh) { var li = 0, mi = 0, ni = 0, oi = 0, pi = 0, qi = 0, ri = 0, si = 0 qi = (T - 16) | 0 T = qi a: { b: { if (Vh) { q[(a + 88) >> 2] = 0 q[(a + 92) >> 2] = 0 li = (a + 84) | 0 mi = q[li >> 2] q[li >> 2] = 0 if (mi) { An(mi) } q[(a + 76) >> 2] = 0 q[(a + 80) >> 2] = 0 li = (a + 72) | 0 mi = q[li >> 2] q[li >> 2] = 0 if (mi) { An(mi) } mi = (Vh + 4) | 0 li = q[mi >> 2] ni = q[Vh >> 2] o[(qi + 15) | 0] = 0 bb(a, (li - ni) >> 2, (qi + 15) | 0) ni = (Vh + 28) | 0 li = q[ni >> 2] oi = q[(Vh + 24) >> 2] o[(qi + 14) | 0] = 0 bb((a + 12) | 0, (li - oi) >> 2, (qi + 14) | 0) uk((a + 28) | 0, (q[mi >> 2] - q[Vh >> 2]) >> 2, 14160) mi = q[(a + 52) >> 2] oi = (q[ni >> 2] - q[(Vh + 24) >> 2]) | 0 li = oi >> 2 c: { if (((q[(a + 60) >> 2] - mi) >> 2) >>> 0 >= li >>> 0) { break c } if (li >>> 0 >= 1073741824) { break b } ri = (a + 56) | 0 pi = q[ri >> 2] si = li << 2 li = Mm(oi) si = (si + li) | 0 oi = (pi - mi) | 0 pi = (oi + li) | 0 if ((oi | 0) >= 1) { Cn(li, mi, oi) } q[(a + 52) >> 2] = li q[(a + 60) >> 2] = si q[ri >> 2] = pi if (!mi) { break c } An(mi) } mi = q[(a + 40) >> 2] ni = (q[ni >> 2] - q[(Vh + 24) >> 2]) | 0 li = ni >> 2 d: { if (((q[(a + 48) >> 2] - mi) >> 2) >>> 0 >= li >>> 0) { break d } if (li >>> 0 >= 1073741824) { break a } oi = (a + 44) | 0 ri = q[oi >> 2] pi = li << 2 li = Mm(ni) pi = (pi + li) | 0 ni = (ri - mi) | 0 ri = (ni + li) | 0 if ((ni | 0) >= 1) { Cn(li, mi, ni) } q[(a + 40) >> 2] = li q[(a + 48) >> 2] = pi q[oi >> 2] = ri if (!mi) { break d } An(mi) } o[(a + 24) | 0] = 1 q[(a + 64) >> 2] = Vh } T = (qi + 16) | 0 return } ab(14164) F() } ab(14164) F() } function Fk(a) { var Vh = 0, ti = 0, ui = 0, vi = 0, wi = 0, xi = 0, yi = 0, Ai = 0, Bi = 0, Ci = 0, Di = 0, Ei = 0, Fi = 0 ui = (T - 32) | 0 T = ui xi = (a + 56) | 0 q[xi >> 2] = q[(a + 52) >> 2] yi = (a + 44) | 0 q[yi >> 2] = q[(a + 40) >> 2] Vh = q[(a + 64) >> 2] if (q[(Vh + 28) >> 2] != q[(Vh + 24) >> 2]) { Bi = (a + 40) | 0 Ci = (a + 52) | 0 Di = (a + 60) | 0 Ei = (a + 48) | 0 while (1) { ti = q[(q[(Vh + 24) >> 2] + (Ai << 2)) >> 2] a: { if ((ti | 0) == -1) { break a } q[(ui + 24) >> 2] = wi Vh = q[xi >> 2] b: { if ((Vh | 0) != q[Di >> 2]) { q[Vh >> 2] = wi q[xi >> 2] = Vh + 4 break b } Hk(Ci, (ui + 24) | 0) } q[(ui + 16) >> 2] = ti q[(ui + 8) >> 2] = 0 c: { if (!((q[(q[(a + 12) >> 2] + ((Ai >>> 3) & 536870908)) >> 2] >>> (Ai & 31)) & 1)) { break c } d: { Vh = (ti + 1) | 0 Vh = (Vh >>> 0) % 3 | 0 ? Vh : (ti + -2) | 0 if (!(((Vh | 0) == -1) | ((q[(q[a >> 2] + ((Vh >>> 3) & 536870908)) >> 2] >>> (Vh & 31)) & 1))) { Vh = q[(q[(q[(a + 64) >> 2] + 12) >> 2] + (Vh << 2)) >> 2] if ((Vh | 0) != -1) { break d } } q[(ui + 8) >> 2] = -1 break c } vi = (Vh + 1) | 0 Vh = (vi >>> 0) % 3 | 0 ? vi : (Vh + -2) | 0 q[(ui + 8) >> 2] = Vh if ((Vh | 0) == -1) { break c } while (1) { q[(ui + 16) >> 2] = Vh e: { vi = (Vh + 1) | 0 ti = Vh Vh = (vi >>> 0) % 3 | 0 ? vi : (Vh + -2) | 0 if (!(((Vh | 0) == -1) | ((q[(q[a >> 2] + ((Vh >>> 3) & 536870908)) >> 2] >>> (Vh & 31)) & 1))) { Vh = q[(q[(q[(a + 64) >> 2] + 12) >> 2] + (Vh << 2)) >> 2] if ((Vh | 0) != -1) { break e } } q[(ui + 8) >> 2] = -1 break c } vi = (Vh + 1) | 0 Vh = (vi >>> 0) % 3 | 0 ? vi : (Vh + -2) | 0 q[(ui + 8) >> 2] = Vh if ((Vh | 0) != -1) { continue } break } } Fi = (a + 28) | 0 q[(q[Fi >> 2] + (ti << 2)) >> 2] = q[(ui + 24) >> 2] Vh = q[yi >> 2] f: { if ((Vh | 0) != q[Ei >> 2]) { q[Vh >> 2] = q[(ui + 16) >> 2] q[yi >> 2] = Vh + 4 break f } zi(Bi, (ui + 16) | 0) } wi = (wi + 1) | 0 Vh = q[(a + 64) >> 2] g: { vi = q[(ui + 16) >> 2] if ((vi | 0) == -1) { break g } ti = (vi + ((vi >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((ti | 0) == -1) { break g } ti = q[(q[(Vh + 12) >> 2] + (ti << 2)) >> 2] if ((ti | 0) == -1) { break g } ti = (ti + ((ti >>> 0) % 3 | 0 ? -1 : 2)) | 0 q[(ui + 8) >> 2] = ti if (((ti | 0) == -1) | ((ti | 0) == (vi | 0))) { break a } while (1) { Vh = (ti + 1) | 0 Vh = (Vh >>> 0) % 3 | 0 ? Vh : (ti + -2) | 0 h: { if (!((q[(q[a >> 2] + ((Vh >>> 3) & 536870908)) >> 2] >>> (Vh & 31)) & 1)) { break h } q[(ui + 24) >> 2] = wi Vh = q[xi >> 2] i: { if ((Vh | 0) != q[Di >> 2]) { q[Vh >> 2] = wi q[xi >> 2] = Vh + 4 break i } Hk(Ci, (ui + 24) | 0) } wi = (wi + 1) | 0 Vh = q[yi >> 2] if ((Vh | 0) != q[Ei >> 2]) { q[Vh >> 2] = q[(ui + 8) >> 2] q[yi >> 2] = Vh + 4 break h } zi(Bi, (ui + 8) | 0) } q[(q[Fi >> 2] + (q[(ui + 8) >> 2] << 2)) >> 2] = q[(ui + 24) >> 2] Vh = q[(a + 64) >> 2] ti = q[(ui + 8) >> 2] if ((ti | 0) == -1) { break g } ti = (ti + ((ti >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((ti | 0) == -1) { break g } ti = q[(q[(Vh + 12) >> 2] + (ti << 2)) >> 2] if ((ti | 0) == -1) { break g } ti = (ti + ((ti >>> 0) % 3 | 0 ? -1 : 2)) | 0 q[(ui + 8) >> 2] = ti if ((ti | 0) == -1) { break a } if (q[(ui + 16) >> 2] != (ti | 0)) { continue } break } break a } q[(ui + 8) >> 2] = -1 } Ai = (Ai + 1) | 0 if (Ai >>> 0 < ((q[(Vh + 28) >> 2] - q[(Vh + 24) >> 2]) >> 2) >>> 0) { continue } break } } T = (ui + 32) | 0 } function Gk(a, zi) { var Gi = 0, Hi = 0, Ii = 0, Ji = 0, Ki = 0, Li = 0 Ii = q[a >> 2] Gi = (Ii + ((zi >>> 3) & 536870908)) | 0 q[Gi >> 2] = q[Gi >> 2] | (1 << (zi & 31)) Ki = q[(a + 64) >> 2] Ji = (zi | 0) == -1 Gi = -1 a: { if (Ji) { break a } Hi = (zi + 1) | 0 Hi = (Hi >>> 0) % 3 | 0 ? Hi : (zi + -2) | 0 Gi = -1 if ((Hi | 0) == -1) { break a } Gi = q[(q[Ki >> 2] + (Hi << 2)) >> 2] } Hi = q[(a + 12) >> 2] Li = (((Gi >>> 3) & 536870908) + Hi) | 0 q[Li >> 2] = q[Li >> 2] | (1 << (Gi & 31)) b: { c: { if (!Ji) { Gi = -1 Ji = (((zi >>> 0) % 3 | 0 ? -1 : 2) + zi) | 0 if ((Ji | 0) != -1) { Gi = q[(q[Ki >> 2] + (Ji << 2)) >> 2] } Ji = (Hi + ((Gi >>> 3) & 536870908)) | 0 q[Ji >> 2] = q[Ji >> 2] | (1 << (Gi & 31)) zi = q[(q[(Ki + 12) >> 2] + (zi << 2)) >> 2] if ((zi | 0) == -1) { break b } o[(a + 24) | 0] = 0 a = (((zi >>> 3) & 536870908) + Ii) | 0 q[a >> 2] = q[a >> 2] | (1 << (zi & 31)) a = -1 Gi = -1 Ii = (zi + 1) | 0 Ii = (Ii >>> 0) % 3 | 0 ? Ii : (zi + -2) | 0 if ((Ii | 0) != -1) { Gi = q[(q[Ki >> 2] + (Ii << 2)) >> 2] } Ii = (Hi + ((Gi >>> 3) & 536870908)) | 0 q[Ii >> 2] = q[Ii >> 2] | (1 << (Gi & 31)) zi = (zi + ((zi >>> 0) % 3 | 0 ? -1 : 2)) | 0 if ((zi | 0) != -1) { a = q[(q[Ki >> 2] + (zi << 2)) >> 2] } zi = 1 << (a & 31) a = (Hi + ((a >>> 3) & 536870908)) | 0 Gi = q[a >> 2] break c } a = (Hi + 536870908) | 0 zi = q[(Hi + 536870908) >> 2] Gi = -2147483648 } q[a >> 2] = zi | Gi } } function Hk(a, zi) { var Mi = 0, Ni = 0, Oi = 0, Pi = 0, Qi = 0, Ri = 0 a: { Oi = q[a >> 2] Qi = (q[(a + 4) >> 2] - Oi) | 0 Mi = Qi >> 2 Ni = (Mi + 1) | 0 if (Ni >>> 0 < 1073741824) { Ri = Mi << 2 Mi = (q[(a + 8) >> 2] - Oi) | 0 Pi = Mi >> 1 Ni = (Mi >> 2) >>> 0 < 536870911 ? (Pi >>> 0 < Ni >>> 0 ? Ni : Pi) : 1073741823 Mi = 0 b: { if (!Ni) { break b } if (Ni >>> 0 >= 1073741824) { break a } Mi = Mm(Ni << 2) } Pi = (Ri + Mi) | 0 q[Pi >> 2] = q[zi >> 2] zi = (Mi + (Ni << 2)) | 0 Ni = (Pi + 4) | 0 if ((Qi | 0) >= 1) { Cn(Mi, Oi, Qi) } q[a >> 2] = Mi q[(a + 8) >> 2] = zi q[(a + 4) >> 2] = Ni if (Oi) { An(Oi) } return } bn() F() } ab(14164) F() } function Ik(a, zi) { var Si = 0, Ti = 0, Ui = 0, Vi = 0, Wi = 0, Xi = 0, Yi = 0, Zi = 0, _i = 0, $i = 0, aj = 0 Ti = (T - 16) | 0 T = Ti a: { Ui = cl(zi) if (!Ui) { q[a >> 2] = 0 break a } Vi = q[(zi + 100) >> 2] Zi = q[(zi + 96) >> 2] q[(Ti + 8) >> 2] = 0 q[Ti >> 2] = 0 q[(Ti + 4) >> 2] = 0 zi = (Vi - Zi) | 0 Yi = ((zi | 0) / 12) | 0 b: { if (zi) { if (Yi >>> 0 >= 357913942) { break b } Wi = Mm(zi) q[Ti >> 2] = Wi q[(Ti + 4) >> 2] = Wi q[(Ti + 8) >> 2] = w(Yi, 12) + Wi zi = Dn(Wi, 0, zi) Si = Yi while (1) { zi = (zi + 12) | 0 Si = (Si + -1) | 0 if (Si) { continue } break } q[(Ti + 4) >> 2] = zi } if ((Vi | 0) != (Zi | 0)) { zi = 0 $i = r[(Ui + 84) | 0] aj = (Ui + 68) | 0 while (1) { _i = w(zi, 12) Si = (_i + Zi) | 0 Ui = q[Si >> 2] c: { if ($i) { Vi = (Si + 8) | 0 Si = (Si + 4) | 0 break c } Xi = q[aj >> 2] Vi = (Xi + (q[(Si + 8) >> 2] << 2)) | 0 Ui = q[(Xi + (Ui << 2)) >> 2] Si = (Xi + (q[(Si + 4) >> 2] << 2)) | 0 } Xi = q[Si >> 2] Si = (Wi + _i) | 0 q[(Si + 8) >> 2] = q[Vi >> 2] q[(Si + 4) >> 2] = Xi q[Si >> 2] = Ui zi = (zi + 1) | 0 if (zi >>> 0 < Yi >>> 0) { continue } break } } kk(a, Ti) a = q[Ti >> 2] if (!a) { break a } q[(Ti + 4) >> 2] = a An(a) break a } bn() F() } T = (Ti + 16) | 0 } function Jk(a, zi, bj) { var cj = 0, dj = 0, ej = 0, fj = 0, gj = 0, hj = 0, ij = 0, jj = 0, kj = 0, lj = 0, mj = 0, nj = 0, oj = 0, pj = 0, qj = 0, rj = 0 hj = (T - 16) | 0 T = hj gj = (w(zi, 12) + a) | 0 ij = (gj + 12) | 0 nj = (gj + 8) | 0 q[ij >> 2] = q[nj >> 2] q[(hj + 8) >> 2] = (bj | 0) == -1 ? -1 : ((bj >>> 0) / 3) | 0 oj = (gj + 16) | 0 pj = (a + 4) | 0 ej = bj while (1) { gj = dj jj = (dj | 0) == 1 a: { b: { if (!jj) { dj = q[(hj + 8) >> 2] break b } if ((ej | 0) == -1) { ej = -1 Kk(a, -1) break a } if (((ej | 0) == -1) | ((Kk(a, (((ej >>> 0) % 3 | 0 ? -1 : 2) + ej) | 0) | 0) == -1)) { break a } bj = (ej + 1) | 0 cj = (bj >>> 0) % 3 | 0 ? bj : (ej + -2) | 0 if ((cj | 0) == -1) { break a } bj = (cj + 1) | 0 bj = (bj >>> 0) % 3 | 0 ? bj : (cj + -2) | 0 if ((bj | 0) == -1) { break a } cj = q[(q[(q[pj >> 2] + 12) >> 2] + (bj << 2)) >> 2] if ((cj | 0) == -1) { break a } bj = (cj + 1) | 0 bj = (bj >>> 0) % 3 | 0 ? bj : (cj + -2) | 0 if ((bj | 0) == -1) { break a } dj = ((bj >>> 0) / 3) | 0 q[(hj + 8) >> 2] = dj } kj = 1 << (dj & 31) lj = (q[(a + 56) >> 2] + ((dj >>> 3) & 536870908)) | 0 mj = q[lj >> 2] c: { if (kj & mj) { break c } fj = 0 while (1) { q[lj >> 2] = kj | mj cj = q[ij >> 2] d: { if ((cj | 0) != q[oj >> 2]) { q[cj >> 2] = dj q[ij >> 2] = cj + 4 break d } Ck(nj, (hj + 8) | 0) } cj = (fj + 1) | 0 e: { if (!fj) { break e } if (cj & 1) { if ((bj | 0) == -1) { bj = -1 break e } fj = (bj + 1) | 0 bj = (fj >>> 0) % 3 | 0 ? fj : (bj + -2) | 0 break e } ej = jj ? bj : ej if ((bj | 0) == -1) { bj = -1 break e } if ((bj >>> 0) % 3) { bj = (bj + -1) | 0 break e } bj = (bj + 2) | 0 } bj = Kk(a, bj) if ((bj | 0) != -1) { dj = ((bj >>> 0) / 3) | 0 q[(hj + 8) >> 2] = dj fj = cj kj = 1 << (dj & 31) lj = (q[(a + 56) >> 2] + ((dj >>> 3) & 268435452)) | 0 mj = q[lj >> 2] if (!(kj & mj)) { continue } } break } if (!(cj & 1) | ((gj | 0) != 1)) { break c } jj = (q[ij >> 2] + -4) | 0 dj = q[jj >> 2] fj = (q[(a + 56) >> 2] + ((dj >>> 3) & 536870908)) | 0 cj = q[fj >> 2] ;(qj = fj), (rj = eo(dj) & cj), (q[qj >> 2] = rj) q[ij >> 2] = jj } dj = 1 if (!gj) { continue } } break } q[((((zi << 2) + a) | 0) + 44) >> 2] = ej zi = q[ij >> 2] ej = q[nj >> 2] if ((zi | 0) != (ej | 0)) { fj = (zi - ej) >> 2 cj = q[(a + 56) >> 2] bj = 0 while (1) { gj = q[(ej + (bj << 2)) >> 2] zi = (cj + ((gj >>> 3) & 536870908)) | 0 a = q[zi >> 2] ;(qj = zi), (rj = eo(gj) & a), (q[qj >> 2] = rj) bj = (bj + 1) | 0 if (bj >>> 0 < fj >>> 0) { continue } break } } T = (hj + 16) | 0 } function Kk(a, zi) { var bj = 0, sj = 0, tj = 0, uj = 0, vj = 0 sj = -1 uj = -1 tj = -1 a: { b: { if ((zi | 0) == -1) { break b } vj = 1 uj = q[(q[(q[(a + 4) >> 2] + 12) >> 2] + (zi << 2)) >> 2] bj = (zi + 1) | 0 bj = (bj >>> 0) % 3 | 0 ? bj : (zi + -2) | 0 if ((bj | 0) >= 0) { tj = ((bj >>> 0) / 3) | 0 tj = q[(((q[(q[a >> 2] + 96) >> 2] + w(tj, 12)) | 0) + ((bj - w(tj, 3)) << 2)) >> 2] } c: { if ((uj | 0) == -1) { break c } vj = 0 bj = (((uj >>> 0) % 3 | 0 ? -1 : 2) + uj) | 0 if ((bj | 0) < 0) { break c } sj = ((bj >>> 0) / 3) | 0 sj = q[(((q[(q[a >> 2] + 96) >> 2] + w(sj, 12)) | 0) + ((bj - w(sj, 3)) << 2)) >> 2] } bj = -1 if ((sj | 0) != (tj | 0)) { break a } tj = -1 d: { zi = (((zi >>> 0) % 3 | 0 ? -1 : 2) + zi) | 0 if ((zi | 0) >= 0) { sj = ((zi >>> 0) / 3) | 0 sj = q[(((q[(q[a >> 2] + 96) >> 2] + w(sj, 12)) | 0) + ((zi - w(sj, 3)) << 2)) >> 2] if (vj) { break b } break d } sj = -1 if (!vj) { break d } break b } zi = (uj + 1) | 0 zi = (zi >>> 0) % 3 | 0 ? zi : (uj + -2) | 0 if ((zi | 0) < 0) { break b } tj = q[(q[a >> 2] + 96) >> 2] a = ((zi >>> 0) / 3) | 0 tj = q[(((tj + w(a, 12)) | 0) + ((zi - w(a, 3)) << 2)) >> 2] } bj = (sj | 0) == (tj | 0) ? uj : -1 } return bj } function Lk(a, zi) { var wj = 0, xj = 0, yj = 0, zj = 0, Aj = 0, Bj = 0, Cj = 0, Dj = 0, Ej = 0, Fj = 0, Gj = 0 xj = (T - 48) | 0 T = xj q[(xj + 40) >> 2] = 0 q[(xj + 32) >> 2] = 0 q[(xj + 36) >> 2] = 0 wj = Mm(8) q[(wj + 4) >> 2] = zi q[wj >> 2] = 0 zi = (wj + 8) | 0 q[(xj + 40) >> 2] = zi q[(xj + 36) >> 2] = zi q[(xj + 32) >> 2] = wj a: { b: { c: { d: { while (1) { zi = (zi + -8) | 0 Bj = q[(zi + 4) >> 2] Gj = q[zi >> 2] q[(xj + 36) >> 2] = zi if (Gj) { q[(xj + 24) >> 2] = 0 q[(xj + 16) >> 2] = 0 q[(xj + 20) >> 2] = 0 Dj = 1 zi = q[a >> 2] Aj = q[(zi + 16) >> 2] zj = q[(zi + 12) >> 2] wj = q[(zi + 20) >> 2] e: { if ((zj | 0) < (wj | 0) ? 1 : (zj | 0) <= (wj | 0) ? (t[(zi + 8) >> 2] > Aj >>> 0 ? 0 : 1) : 0) { break e } yj = r[(Aj + q[zi >> 2]) | 0] zj = (Aj + 1) | 0 if (zj >>> 0 < 1) { wj = (wj + 1) | 0 } q[(zi + 16) >> 2] = zj q[(zi + 20) >> 2] = wj Wm((xj + 16) | 0, yj) if (yj) { zj = q[a >> 2] Fj = _m((xj + 16) | 0) Cj = q[(zj + 12) >> 2] Aj = q[(zj + 20) >> 2] Ej = q[(zj + 16) >> 2] zi = yj wj = (Ej + zi) | 0 if (wj >>> 0 < zi >>> 0) { Aj = (Aj + 1) | 0 } if ((Cj | 0) < (Aj | 0) ? 1 : (Cj | 0) <= (Aj | 0) ? (t[(zj + 8) >> 2] >= wj >>> 0 ? 0 : 1) : 0) { break e } Cn(Fj, (Ej + q[zj >> 2]) | 0, yj) wj = zj zj = wj Aj = q[(wj + 20) >> 2] yj = (zi + q[(wj + 16) >> 2]) | 0 if (yj >>> 0 < zi >>> 0) { Aj = (Aj + 1) | 0 } q[(zj + 16) >> 2] = yj q[(wj + 20) >> 2] = Aj } Bj = Mm(24) wj = (Bj + 4) | 0 q[wj >> 2] = 0 q[(wj + 4) >> 2] = 0 zi = (Bj + 16) | 0 q[zi >> 2] = 0 q[(zi + 4) >> 2] = 0 q[Bj >> 2] = wj q[(Bj + 12) >> 2] = zi q[(xj + 8) >> 2] = Bj _k(Gj, (xj + 16) | 0, (xj + 8) | 0) zi = q[(xj + 8) >> 2] Dj = 0 q[(xj + 8) >> 2] = 0 if (!zi) { break e } Hc((zi + 12) | 0, q[(zi + 16) >> 2]) Ic(zi, q[(zi + 4) >> 2]) An(zi) } if (o[(xj + 27) | 0] <= -1) { An(q[(xj + 16) >> 2]) } if (Dj) { break b } } if (!Bj) { break b } q[(xj + 16) >> 2] = 0 if (!Mk(1, (xj + 16) | 0, q[a >> 2])) { break b } zi = 0 wj = q[(xj + 16) >> 2] if (wj) { while (1) { if (!Nk(a, Bj)) { break b } zi = (zi + 1) | 0 if (zi >>> 0 < wj >>> 0) { continue } break } } q[(xj + 4) >> 2] = 0 if (!Mk(1, (xj + 4) | 0, q[a >> 2])) { break b } Aj = q[(xj + 4) >> 2] if (Aj) { Dj = 0 while (1) { zi = q[(xj + 36) >> 2] wj = q[(xj + 40) >> 2] f: { if (zi >>> 0 < wj >>> 0) { q[(zi + 4) >> 2] = 0 q[zi >> 2] = Bj q[(xj + 36) >> 2] = q[(xj + 36) >> 2] + 8 break f } Cj = q[(xj + 32) >> 2] Fj = (zi - Cj) | 0 zi = Fj >> 3 Ej = (zi + 1) | 0 if (Ej >>> 0 >= 536870912) { break d } zj = zi << 3 yj = (wj - Cj) | 0 wj = yj >> 2 yj = (yj >> 3) >>> 0 < 268435455 ? (wj >>> 0 < Ej >>> 0 ? Ej : wj) : 536870911 zi = 0 g: { if (!yj) { break g } if (yj >>> 0 >= 536870912) { break c } zi = Mm(yj << 3) } wj = (zj + zi) | 0 q[(wj + 4) >> 2] = 0 q[wj >> 2] = Bj yj = (zi + (yj << 3)) | 0 wj = (wj + 8) | 0 if ((Fj | 0) >= 1) { Cn(zi, Cj, Fj) } q[(xj + 40) >> 2] = yj q[(xj + 36) >> 2] = wj q[(xj + 32) >> 2] = zi if (!Cj) { break f } An(Cj) } Dj = (Dj + 1) | 0 if (Dj >>> 0 < Aj >>> 0) { continue } break } } zi = q[(xj + 36) >> 2] wj = q[(xj + 32) >> 2] if ((zi | 0) != (wj | 0)) { continue } break } a = 1 break a } bn() F() } ab(14232) F() } wj = q[(xj + 32) >> 2] a = 0 } if (wj) { q[(xj + 36) >> 2] = wj An(wj) } T = (xj + 48) | 0 return a } function Mk(a, zi, Hj) { var Ij = 0, Jj = 0, Kj = 0, Lj = 0 a: { if (a >>> 0 > 5) { break a } Kj = q[(Hj + 16) >> 2] Ij = q[(Hj + 12) >> 2] Jj = q[(Hj + 20) >> 2] if ((Ij | 0) < (Jj | 0) ? 1 : (Ij | 0) <= (Jj | 0) ? (t[(Hj + 8) >> 2] > Kj >>> 0 ? 0 : 1) : 0) { break a } Ij = r[(Kj + q[Hj >> 2]) | 0] Kj = (Kj + 1) | 0 if (Kj >>> 0 < 1) { Jj = (Jj + 1) | 0 } q[(Hj + 16) >> 2] = Kj q[(Hj + 20) >> 2] = Jj Jj = zi if (Ij & 128) { if (!Mk((a + 1) | 0, zi, Hj)) { break a } a = q[zi >> 2] << 7 q[zi >> 2] = a Ij = a | (Ij & 127) } q[Jj >> 2] = Ij Lj = 1 } return Lj } function Nk(a, zi) { var Hj = 0, Mj = 0, Nj = 0, Oj = 0, Pj = 0, Qj = 0, Rj = 0, Sj = 0, Tj = 0, Uj = 0 Mj = (T - 32) | 0 T = Mj q[(Mj + 24) >> 2] = 0 q[(Mj + 16) >> 2] = 0 q[(Mj + 20) >> 2] = 0 a: { Nj = q[a >> 2] Hj = Nj Pj = q[(Hj + 16) >> 2] Qj = t[(Hj + 8) >> 2] > Pj >>> 0 ? 0 : 1 Oj = q[(Hj + 12) >> 2] Hj = q[(Hj + 20) >> 2] b: { if ((Oj | 0) < (Hj | 0) ? 1 : (Oj | 0) <= (Hj | 0) ? Qj : 0) { break b } Qj = r[(Pj + q[Nj >> 2]) | 0] Oj = Hj Hj = (Pj + 1) | 0 if (Hj >>> 0 < 1) { Oj = (Oj + 1) | 0 } q[(Nj + 16) >> 2] = Hj q[(Nj + 20) >> 2] = Oj Wm((Mj + 16) | 0, Qj) if (Qj) { Oj = q[a >> 2] Sj = _m((Mj + 16) | 0) Uj = q[(Oj + 12) >> 2] Pj = q[(Oj + 20) >> 2] Tj = q[(Oj + 16) >> 2] Nj = Qj Hj = (Tj + Nj) | 0 if (Hj >>> 0 < Nj >>> 0) { Pj = (Pj + 1) | 0 } if ((Uj | 0) < (Pj | 0) ? 1 : (Uj | 0) <= (Pj | 0) ? (t[(Oj + 8) >> 2] >= Hj >>> 0 ? 0 : 1) : 0) { break b } Cn(Sj, (Tj + q[Oj >> 2]) | 0, Qj) Hj = Oj Oj = Hj Pj = q[(Hj + 20) >> 2] Qj = (Nj + q[(Hj + 16) >> 2]) | 0 if (Qj >>> 0 < Nj >>> 0) { Pj = (Pj + 1) | 0 } q[(Oj + 16) >> 2] = Qj q[(Hj + 20) >> 2] = Pj } q[(Mj + 12) >> 2] = 0 Hj = Mk(1, (Mj + 12) | 0, q[a >> 2]) Nj = q[(Mj + 12) >> 2] if (!Nj | !Hj) { break b } q[(Mj + 8) >> 2] = 0 q[Mj >> 2] = 0 q[(Mj + 4) >> 2] = 0 if ((Nj | 0) <= -1) { break a } Rj = Mm(Nj) q[Mj >> 2] = Rj q[(Mj + 4) >> 2] = Rj q[(Mj + 8) >> 2] = Nj + Rj Hj = Nj while (1) { o[Rj | 0] = 0 Rj = (q[(Mj + 4) >> 2] + 1) | 0 q[(Mj + 4) >> 2] = Rj Hj = (Hj + -1) | 0 if (Hj) { continue } break } Rj = 0 Hj = q[a >> 2] a = q[(Hj + 8) >> 2] Tj = q[(Hj + 12) >> 2] Oj = a Sj = q[(Hj + 20) >> 2] Pj = q[(Hj + 16) >> 2] a = Nj Qj = (Pj + Nj) | 0 if (Qj >>> 0 < Nj >>> 0) { Sj = (Sj + 1) | 0 } if ((Tj | 0) > (Sj | 0) ? 1 : (Tj | 0) >= (Sj | 0) ? (Oj >>> 0 < Qj >>> 0 ? 0 : 1) : 0) { Cn(q[Mj >> 2], (Pj + q[Hj >> 2]) | 0, Nj) Nj = Hj Qj = Hj Oj = q[(Hj + 20) >> 2] Hj = (a + q[(Hj + 16) >> 2]) | 0 if (Hj >>> 0 < a >>> 0) { Oj = (Oj + 1) | 0 } q[(Qj + 16) >> 2] = Hj q[(Nj + 20) >> 2] = Oj Zk(zi, (Mj + 16) | 0, Mj) Rj = 1 } a = q[Mj >> 2] if (!a) { break b } q[(Mj + 4) >> 2] = a An(a) } if (o[(Mj + 27) | 0] <= -1) { An(q[(Mj + 16) >> 2]) } T = (Mj + 32) | 0 return Rj } bn() F() } function Ok(a, zi, Vj) { var Wj = 0, Xj = 0, Yj = 0, Zj = 0, _j = 0 Xj = (T - 16) | 0 T = Xj a: { b: { if (!Vj) { break b } q[a >> 2] = zi q[(Xj + 12) >> 2] = 0 Wj = 0 if (!Mk(1, (Xj + 12) | 0, zi)) { break a } c: { _j = q[(Xj + 12) >> 2] if (_j) { zi = 0 while (1) { if (!Mk(1, (Xj + 8) | 0, q[a >> 2])) { break b } Wj = Mm(28) Yj = (Wj + 4) | 0 q[Yj >> 2] = 0 q[(Yj + 4) >> 2] = 0 Zj = (Wj + 16) | 0 q[Zj >> 2] = 0 q[(Zj + 4) >> 2] = 0 q[Wj >> 2] = Yj Yj = (Wj + 12) | 0 q[Yj >> 2] = Zj q[(Wj + 24) >> 2] = q[(Xj + 8) >> 2] if (!Lk(a, Wj)) { break c } q[Xj >> 2] = Wj Qk(Vj, Xj) Wj = q[Xj >> 2] q[Xj >> 2] = 0 if (Wj) { Hc((Wj + 12) | 0, q[(Wj + 16) >> 2]) Ic(Wj, q[(Wj + 4) >> 2]) An(Wj) } zi = (zi + 1) | 0 if (zi >>> 0 < _j >>> 0) { continue } break } } Wj = Lk(a, Vj) break a } Hc(Yj, q[(Wj + 16) >> 2]) Ic(Wj, q[(Wj + 4) >> 2]) An(Wj) } Wj = 0 } T = (Xj + 16) | 0 return Wj } function Pk(a, zi, Vj) { var $j = 0, ak = 0, bk = 0, ck = 0, dk = 0, ek = 0, fk = 0, gk = 0, hk = 0, ik = 0, jk = 0, kk = 0 $j = (T - 16) | 0 T = $j ck = q[(a + 24) >> 2] hk = q[(a + 28) >> 2] a: { if ((ck | 0) != (hk | 0)) { jk = ($j + 8) | 0 kk = (Vj + 4) | 0 while (1) { q[jk >> 2] = 0 q[$j >> 2] = 0 q[($j + 4) >> 2] = 0 a = Yk(q[ck >> 2], zi, $j) dk = r[($j + 11) | 0] gk = (dk << 24) >> 24 b: { c: { d: { if (!a) { a = 3 break d } a = 0 ak = r[(Vj + 11) | 0] bk = (ak << 24) >> 24 fk = (gk | 0) < 0 ? q[($j + 4) >> 2] : dk if ((fk | 0) != (((bk | 0) < 0 ? q[kk >> 2] : ak) | 0)) { break d } ek = (bk | 0) < 0 ? q[Vj >> 2] : Vj bk = q[$j >> 2] ak = (gk | 0) < 0 e: { if (!ak) { if (!fk) { break e } ak = $j if (r[ek | 0] != (bk & 255)) { break d } while (1) { dk = (dk + -1) | 0 if (!dk) { break e } bk = r[(ek + 1) | 0] ek = (ek + 1) | 0 ak = (ak + 1) | 0 if ((bk | 0) == r[ak | 0]) { continue } break } break d } if (!fk) { break e } if (cm(ak ? bk : $j, ek, fk)) { break c } } ik = q[ck >> 2] a = 1 } if ((gk | 0) > -1) { break b } } An(q[$j >> 2]) } if (a >>> 0 > 3) { break a } f: { switch ((a - 1) | 0) { case 0: case 1: break a default: break f } } ck = (ck + 4) | 0 if ((hk | 0) != (ck | 0)) { continue } break } } ik = 0 } T = ($j + 16) | 0 return ik } function Qk(a, zi) { var Vj = 0, lk = 0, mk = 0 lk = q[zi >> 2] if (!lk) { return } Vj = (a + 28) | 0 mk = q[Vj >> 2] if (mk >>> 0 < t[(a + 32) >> 2]) { q[zi >> 2] = 0 q[mk >> 2] = lk q[Vj >> 2] = q[Vj >> 2] + 4 return } Rk((a + 24) | 0, zi) } function Rk(a, zi) { var nk = 0, ok = 0, pk = 0, qk = 0, rk = 0 a: { b: { c: { pk = q[a >> 2] qk = (q[(a + 4) >> 2] - pk) >> 2 nk = (qk + 1) | 0 if (nk >>> 0 < 1073741824) { pk = (q[(a + 8) >> 2] - pk) | 0 rk = pk >> 1 nk = (pk >> 2) >>> 0 < 536870911 ? (rk >>> 0 < nk >>> 0 ? nk : rk) : 1073741823 if (nk) { if (nk >>> 0 >= 1073741824) { break c } ok = Mm(nk << 2) } pk = q[zi >> 2] q[zi >> 2] = 0 zi = ((qk << 2) + ok) | 0 q[zi >> 2] = pk pk = ((nk << 2) + ok) | 0 qk = (zi + 4) | 0 nk = q[(a + 4) >> 2] ok = q[a >> 2] if ((nk | 0) == (ok | 0)) { break b } while (1) { nk = (nk + -4) | 0 rk = q[nk >> 2] q[nk >> 2] = 0 zi = (zi + -4) | 0 q[zi >> 2] = rk if ((nk | 0) != (ok | 0)) { continue } break } ok = q[(a + 4) >> 2] nk = q[a >> 2] break a } bn() F() } ab(14300) F() } nk = ok } q[a >> 2] = zi q[(a + 8) >> 2] = pk q[(a + 4) >> 2] = qk if ((nk | 0) != (ok | 0)) { while (1) { ok = (ok + -4) | 0 a = q[ok >> 2] q[ok >> 2] = 0 if (a) { Hc((a + 12) | 0, q[(a + 16) >> 2]) Ic(a, q[(a + 4) >> 2]) An(a) } if ((nk | 0) != (ok | 0)) { continue } break } } if (nk) { An(nk) } } function Sk(a, zi, sk, tk) { var uk = 0, vk = 0, wk = 0, xk = 0 uk = (T - 16) | 0 T = uk xk = a vk = ph(zi, (uk + 12) | 0, sk) sk = q[vk >> 2] if (sk) { zi = 0 } else { sk = Mm(32) Rm((sk + 16) | 0, q[tk >> 2]) q[(sk + 28) >> 2] = 0 q[(sk + 8) >> 2] = q[(uk + 12) >> 2] q[sk >> 2] = 0 q[(sk + 4) >> 2] = 0 q[vk >> 2] = sk tk = sk wk = q[q[zi >> 2] >> 2] if (wk) { q[zi >> 2] = wk tk = q[vk >> 2] } nh(q[(zi + 4) >> 2], tk) zi = (zi + 8) | 0 q[zi >> 2] = q[zi >> 2] + 1 zi = 1 } o[(xk + 4) | 0] = zi q[a >> 2] = sk T = (uk + 16) | 0 } function Tk(a, zi) { var sk = 0, tk = 0, yk = 0 sk = q[(zi + 4) >> 2] a: { if (!sk) { tk = q[(zi + 8) >> 2] if (q[tk >> 2] == (zi | 0)) { break a } yk = (zi + 8) | 0 while (1) { sk = q[yk >> 2] yk = (sk + 8) | 0 tk = q[(sk + 8) >> 2] if ((sk | 0) != q[tk >> 2]) { continue } break } break a } while (1) { tk = sk sk = q[sk >> 2] if (sk) { continue } break } } if (q[a >> 2] == (zi | 0)) { q[a >> 2] = tk } tk = (a + 8) | 0 q[tk >> 2] = q[tk >> 2] + -1 $k(q[(a + 4) >> 2], zi) a = q[(zi + 28) >> 2] if (a) { q[(zi + 32) >> 2] = a An(a) } if (o[(zi + 27) | 0] <= -1) { An(q[(zi + 16) >> 2]) } An(zi) } function Uk(a, zi, zk) { var Ak = 0, Bk = 0, Ck = 0, Dk = 0, Ek = 0 Ak = Mm(40) o[(a + 8) | 0] = 0 q[(a + 4) >> 2] = zi + 4 q[a >> 2] = Ak zi = (zk + 8) | 0 q[(Ak + 24) >> 2] = q[zi >> 2] Bk = q[(zk + 4) >> 2] q[(Ak + 16) >> 2] = q[zk >> 2] q[(Ak + 20) >> 2] = Bk q[zk >> 2] = 0 q[(zk + 4) >> 2] = 0 q[zi >> 2] = 0 q[(Ak + 36) >> 2] = 0 q[(Ak + 28) >> 2] = 0 q[(Ak + 32) >> 2] = 0 Ck = (zk + 16) | 0 Bk = q[Ck >> 2] zi = q[(zk + 12) >> 2] Dk = (Bk - zi) | 0 if (Dk) { zi = (Ak + 28) | 0 Ha(zi, Dk) Bk = q[Ck >> 2] Ek = q[zi >> 2] zi = q[(zk + 12) >> 2] } Cn(Ek, zi, (Bk - zi) | 0) o[(a + 8) | 0] = 1 } function Vk(a, zi, zk) { var Fk = 0 Fk = (a + 4) | 0 a = fk(a, zi) a: { if ((Fk | 0) == (a | 0)) { break a } zi = q[(a + 32) >> 2] a = q[(a + 28) >> 2] if (((zi - a) | 0) != 4) { break a } q[zk >> 2] = r[a | 0] | (r[(a + 1) | 0] << 8) | ((r[(a + 2) | 0] << 16) | (r[(a + 3) | 0] << 24)) } } function Wk(a, zi, zk) { var Gk = 0, Hk = 0, Ik = 0, Jk = 0 a: { zi = fk(a, zi) b: { if ((zi | 0) == ((a + 4) | 0)) { break b } a = q[(zi + 28) >> 2] Gk = q[(zi + 32) >> 2] if ((a | 0) == (Gk | 0)) { break b } a = (Gk - a) | 0 if (a & 3) { break b } Gk = a >>> 2 Jk = (zk + 4) | 0 Hk = q[Jk >> 2] a = q[zk >> 2] Ik = (Hk - a) >> 2 c: { if (Gk >>> 0 > Ik >>> 0) { Fa(zk, (Gk - Ik) | 0) Hk = q[Jk >> 2] a = q[zk >> 2] break c } if (Gk >>> 0 >= Ik >>> 0) { break c } Hk = ((Gk << 2) + a) | 0 q[(zk + 4) >> 2] = Hk } if ((a | 0) == (Hk | 0)) { break a } zk = a a = q[(zi + 28) >> 2] Cn(zk, a, (q[(zi + 32) >> 2] - a) | 0) } return } cn() F() } function Xk(a, zi, zk) { var Kk = 0 Kk = (a + 4) | 0 a = fk(a, zi) a: { if ((Kk | 0) == (a | 0)) { break a } zi = q[(a + 32) >> 2] a = q[(a + 28) >> 2] if (((zi - a) | 0) != 8) { break a } zi = r[(a + 4) | 0] | (r[(a + 5) | 0] << 8) | ((r[(a + 6) | 0] << 16) | (r[(a + 7) | 0] << 24)) q[zk >> 2] = r[a | 0] | (r[(a + 1) | 0] << 8) | ((r[(a + 2) | 0] << 16) | (r[(a + 3) | 0] << 24)) q[(zk + 4) >> 2] = zi } } function Yk(a, zi, zk) { var Lk = 0, Mk = 0, Nk = 0 Lk = (a + 4) | 0 a = fk(a, zi) a: { if ((Lk | 0) == (a | 0)) { break a } zi = (a + 32) | 0 Lk = q[zi >> 2] Mk = q[(a + 28) >> 2] if ((Lk | 0) == (Mk | 0)) { break a } Wm(zk, (Lk - Mk) | 0) zk = _m(zk) a = q[(a + 28) >> 2] Cn(zk, a, (q[zi >> 2] - a) | 0) Nk = 1 } return Nk } function Zk(a, zi, zk) { var Ok = 0, Pk = 0, Qk = 0, Rk = 0 Ok = (T + -64) | 0 T = Ok Pk = fk(a, zi) if ((Pk | 0) != ((a + 4) | 0)) { Tk(a, Pk) } Pk = 0 q[(Ok + 16) >> 2] = 0 q[(Ok + 8) >> 2] = 0 q[(Ok + 12) >> 2] = 0 Rk = q[zk >> 2] Qk = (q[(zk + 4) >> 2] - Rk) | 0 if (Qk) { Ha((Ok + 8) | 0, Qk) Rk = q[zk >> 2] zk = q[(Ok + 8) >> 2] } else { zk = 0 } Cn(zk, Rk, Qk) Rk = Rm((Ok + 24) | 0, zi) q[(Ok + 44) >> 2] = 0 q[(Ok + 36) >> 2] = 0 q[(Ok + 40) >> 2] = 0 zi = q[(Ok + 12) >> 2] zk = q[(Ok + 8) >> 2] Qk = (zi - zk) | 0 if (Qk) { Ha((Ok + 36) | 0, Qk) zk = q[(Ok + 8) >> 2] Pk = q[(Ok + 36) >> 2] zi = q[(Ok + 12) >> 2] } Cn(Pk, zk, (zi - zk) | 0) zi = ph(a, (Ok + 60) | 0, Rk) if (!q[zi >> 2]) { Uk((Ok + 48) | 0, a, (Ok + 24) | 0) zk = q[(Ok + 48) >> 2] q[(zk + 8) >> 2] = q[(Ok + 60) >> 2] q[zk >> 2] = 0 q[(zk + 4) >> 2] = 0 q[zi >> 2] = zk Pk = q[q[a >> 2] >> 2] if (Pk) { q[a >> 2] = Pk zk = q[zi >> 2] } nh(q[(a + 4) >> 2], zk) a = (a + 8) | 0 q[a >> 2] = q[a >> 2] + 1 } a = q[(Ok + 36) >> 2] if (a) { q[(Ok + 40) >> 2] = a An(a) } if (o[(Ok + 35) | 0] <= -1) { An(q[(Ok + 24) >> 2]) } a = q[(Ok + 8) >> 2] if (a) { q[(Ok + 12) >> 2] = a An(a) } T = (Ok - -64) | 0 } function _k(a, zi, zk) { var Tk = 0, Uk = 0 Tk = (T - 32) | 0 T = Tk Uk = (a + 12) | 0 a: { if ((fk(Uk, zi) | 0) != ((a + 16) | 0)) { break a } q[(Tk + 16) >> 2] = zi Sk((Tk + 24) | 0, Uk, zi, (Tk + 16) | 0) a = q[(Tk + 24) >> 2] zi = q[zk >> 2] q[zk >> 2] = 0 zk = (a + 28) | 0 a = q[zk >> 2] q[zk >> 2] = zi if (!a) { break a } Hc((a + 12) | 0, q[(a + 16) >> 2]) Ic(a, q[(a + 4) >> 2]) An(a) } T = (Tk + 32) | 0 } function $k(a, zi) { var zk = 0, Sk = 0, Vk = 0, Wk = 0, Xk = 0, Yk = 0 a: { b: { Sk = zi Vk = q[zi >> 2] if (Vk) { zk = q[(zi + 4) >> 2] if (!zk) { break b } while (1) { Sk = zk zk = q[zk >> 2] if (zk) { continue } break } } Vk = q[(Sk + 4) >> 2] if (Vk) { break b } Vk = 0 Xk = 0 break a } q[(Vk + 8) >> 2] = q[(Sk + 8) >> 2] Xk = 1 } Wk = q[(Sk + 8) >> 2] zk = q[Wk >> 2] c: { if ((zk | 0) == (Sk | 0)) { q[Wk >> 2] = Vk if ((a | 0) == (Sk | 0)) { zk = 0 a = Vk break c } zk = q[(Wk + 4) >> 2] break c } q[(Wk + 4) >> 2] = Vk } d: { e: { f: { Yk = !r[(Sk + 12) | 0] if ((zi | 0) != (Sk | 0)) { Wk = q[(zi + 8) >> 2] q[(Sk + 8) >> 2] = Wk q[(Wk + ((q[q[(zi + 8) >> 2] >> 2] != (zi | 0)) << 2)) >> 2] = Sk Wk = q[zi >> 2] q[Sk >> 2] = Wk q[(Wk + 8) >> 2] = Sk Wk = q[(zi + 4) >> 2] q[(Sk + 4) >> 2] = Wk if (Wk) { q[(Wk + 8) >> 2] = Sk } o[(Sk + 12) | 0] = r[(zi + 12) | 0] a = (a | 0) == (zi | 0) ? Sk : a } if (!(Yk | !a)) { if (!Xk) { while (1) { zi = r[(zk + 12) | 0] g: { Vk = q[(zk + 8) >> 2] if (q[Vk >> 2] != (zk | 0)) { if (!zi) { o[(zk + 12) | 0] = 1 o[(Vk + 12) | 0] = 0 zi = (Vk + 4) | 0 Xk = q[zi >> 2] Sk = q[Xk >> 2] q[zi >> 2] = Sk if (Sk) { q[(Sk + 8) >> 2] = Vk } q[(Xk + 8) >> 2] = q[(Vk + 8) >> 2] zi = q[(Vk + 8) >> 2] q[((Vk | 0) == q[zi >> 2] ? zi : (zi + 4) | 0) >> 2] = Xk q[Xk >> 2] = Vk q[(Vk + 8) >> 2] = Xk zi = q[zk >> 2] a = (zi | 0) == (a | 0) ? zk : a zk = q[(zi + 4) >> 2] } Sk = q[zk >> 2] if (!(r[(Sk + 12) | 0] ? 0 : Sk)) { zi = q[(zk + 4) >> 2] if (r[(zi + 12) | 0] ? 0 : zi) { break f } o[(zk + 12) | 0] = 0 zk = q[(zk + 8) >> 2] h: { if ((zk | 0) == (a | 0)) { zk = a break h } if (r[(zk + 12) | 0]) { break g } } o[(zk + 12) | 0] = 1 return } zi = q[(zk + 4) >> 2] if (zi) { break f } break e } i: { if (zi) { zi = zk break i } o[(zk + 12) | 0] = 1 o[(Vk + 12) | 0] = 0 zi = q[(zk + 4) >> 2] q[Vk >> 2] = zi if (zi) { q[(zi + 8) >> 2] = Vk } q[(zk + 8) >> 2] = q[(Vk + 8) >> 2] Sk = q[(Vk + 8) >> 2] j: { if ((Vk | 0) == q[Sk >> 2]) { q[Sk >> 2] = zk zi = q[Vk >> 2] break j } q[(Sk + 4) >> 2] = zk } q[(zk + 4) >> 2] = Vk q[(Vk + 8) >> 2] = zk a = (a | 0) == (Vk | 0) ? zk : a } Sk = q[zi >> 2] k: { if (!(!Sk | r[(Sk + 12) | 0])) { zk = zi break k } zk = q[(zi + 4) >> 2] if (!(r[(zk + 12) | 0] ? 0 : zk)) { o[(zi + 12) | 0] = 0 zk = q[(zi + 8) >> 2] if (r[(zk + 12) | 0] ? (zk | 0) != (a | 0) : 0) { break g } o[(zk + 12) | 0] = 1 return } if (Sk) { if (!r[(Sk + 12) | 0]) { zk = zi break k } zk = q[(zi + 4) >> 2] } o[(zk + 12) | 0] = 1 o[(zi + 12) | 0] = 0 a = q[zk >> 2] q[(zi + 4) >> 2] = a if (a) { q[(a + 8) >> 2] = zi } q[(zk + 8) >> 2] = q[(zi + 8) >> 2] a = q[(zi + 8) >> 2] q[(q[a >> 2] == (zi | 0) ? a : (a + 4) | 0) >> 2] = zk q[zk >> 2] = zi q[(zi + 8) >> 2] = zk Sk = zi } a = zk zk = q[(zk + 8) >> 2] o[(a + 12) | 0] = r[(zk + 12) | 0] o[(zk + 12) | 0] = 1 o[(Sk + 12) | 0] = 1 zi = q[zk >> 2] a = q[(zi + 4) >> 2] q[zk >> 2] = a if (a) { q[(a + 8) >> 2] = zk } q[(zi + 8) >> 2] = q[(zk + 8) >> 2] a = q[(zk + 8) >> 2] q[((zk | 0) == q[a >> 2] ? a : (a + 4) | 0) >> 2] = zi q[(zi + 4) >> 2] = zk q[(zk + 8) >> 2] = zi return } zi = q[(zk + 8) >> 2] zk = q[(q[zi >> 2] == (zk | 0) ? (zi + 4) | 0 : zi) >> 2] continue } } o[(Vk + 12) | 0] = 1 } return } if (r[(zi + 12) | 0]) { break e } Sk = zk break d } o[(Sk + 12) | 0] = 1 o[(zk + 12) | 0] = 0 a = q[(Sk + 4) >> 2] q[zk >> 2] = a if (a) { q[(a + 8) >> 2] = zk } q[(Sk + 8) >> 2] = q[(zk + 8) >> 2] a = q[(zk + 8) >> 2] q[(q[a >> 2] == (zk | 0) ? a : (a + 4) | 0) >> 2] = Sk q[(Sk + 4) >> 2] = zk q[(zk + 8) >> 2] = Sk zi = zk } zk = q[(Sk + 8) >> 2] o[(Sk + 12) | 0] = r[(zk + 12) | 0] o[(zk + 12) | 0] = 1 o[(zi + 12) | 0] = 1 zi = q[(zk + 4) >> 2] a = q[zi >> 2] q[(zk + 4) >> 2] = a if (a) { q[(a + 8) >> 2] = zk } q[(zi + 8) >> 2] = q[(zk + 8) >> 2] a = q[(zk + 8) >> 2] q[((zk | 0) == q[a >> 2] ? a : (a + 4) | 0) >> 2] = zi q[zi >> 2] = zk q[(zk + 8) >> 2] = zi } function al(a) { q[a >> 2] = 14380 Dn((a + 4) | 0, 0, 80) return a } function bl(a, zi) { var Zk = 0 Zk = -1 a: { if (((zi | 0) == -1) | ((zi | 0) > 4)) { break a } zi = (w(zi, 12) + a) | 0 a = q[(zi + 20) >> 2] if (((q[(zi + 24) >> 2] - a) | 0) < 1) { break a } Zk = q[a >> 2] } return Zk } function cl(a) { var zi = 0, _k = 0 zi = q[(a + 20) >> 2] a: { if (((q[(a + 24) >> 2] - zi) | 0) < 1) { break a } zi = q[zi >> 2] if ((zi | 0) == -1) { break a } _k = q[(q[(a + 8) >> 2] + (zi << 2)) >> 2] } return _k } function dl(a, $k) { var al = 0, bl = 0, cl = 0 al = q[(a + 8) >> 2] a = q[(a + 12) >> 2] a: { if ((al | 0) == (a | 0)) { break a } cl = (a - al) >> 2 a = 0 while (1) { bl = q[((a << 2) + al) >> 2] if (q[(bl + 60) >> 2] == ($k | 0)) { break a } a = (a + 1) | 0 if (a >>> 0 < cl >>> 0) { continue } break } bl = 0 } return bl } function el(a, $k) { var dl = 0, el = 0 dl = q[(a + 8) >> 2] a = q[(a + 12) >> 2] if ((dl | 0) != (a | 0)) { el = (a - dl) >> 2 a = 0 while (1) { if (q[(q[((a << 2) + dl) >> 2] + 60) >> 2] == ($k | 0)) { return a } a = (a + 1) | 0 if (a >>> 0 < el >>> 0) { continue } break } } return -1 } function fl(a, $k) { var fl = 0, gl = 0, hl = 0, il = 0, jl = 0 fl = (T - 16) | 0 T = fl gl = (a + 12) | 0 hl = q[gl >> 2] il = q[(a + 8) >> 2] jl = q[$k >> 2] q[$k >> 2] = 0 q[(fl + 8) >> 2] = jl n[q[(q[a >> 2] + 8) >> 2]](a, (hl - il) >> 2, (fl + 8) | 0) $k = q[(fl + 8) >> 2] q[(fl + 8) >> 2] = 0 if ($k) { Hb($k) } T = (fl + 16) | 0 return (((q[gl >> 2] - q[(a + 8) >> 2]) >> 2) + -1) | 0 } function gl(a, $k, kl) { a = a | 0 $k = $k | 0 kl = kl | 0 var ll = 0, ml = 0, nl = 0, ol = 0, pl = 0, ql = 0 ol = (T - 16) | 0 T = ol q[(ol + 12) >> 2] = $k pl = (a + 8) | 0 ll = q[(a + 12) >> 2] ql = q[(a + 8) >> 2] ml = (ll - ql) >> 2 a: { if ((ml | 0) > ($k | 0)) { break a } nl = ($k + 1) | 0 if (nl >>> 0 > ml >>> 0) { hl(pl, (nl - ml) | 0) break a } if (nl >>> 0 >= ml >>> 0) { break a } ml = (ql + (nl << 2)) | 0 if ((ml | 0) != (ll | 0)) { while (1) { ll = (ll + -4) | 0 nl = q[ll >> 2] q[ll >> 2] = 0 if (nl) { Hb(nl) } if ((ll | 0) != (ml | 0)) { continue } break } } q[(a + 12) >> 2] = ml } ll = q[(q[kl >> 2] + 56) >> 2] b: { if ((ll | 0) > 4) { break b } ll = (w(ll, 12) + a) | 0 ml = (ll + 24) | 0 a = q[ml >> 2] if ((a | 0) != q[(ll + 28) >> 2]) { q[a >> 2] = $k q[ml >> 2] = a + 4 break b } il((ll + 20) | 0, (ol + 12) | 0) } $k = q[kl >> 2] a = q[(ol + 12) >> 2] q[($k + 60) >> 2] = a ll = q[pl >> 2] q[kl >> 2] = 0 kl = (ll + (a << 2)) | 0 a = q[kl >> 2] q[kl >> 2] = $k if (a) { Hb(a) } T = (ol + 16) | 0 } function hl(a, $k) { var kl = 0, rl = 0, sl = 0, tl = 0, ul = 0, vl = 0, wl = 0, xl = 0, yl = 0 rl = q[(a + 8) >> 2] sl = (a + 4) | 0 kl = q[sl >> 2] if (((rl - kl) >> 2) >>> 0 >= $k >>> 0) { a = $k << 2 ;(xl = sl), (yl = (Dn(kl, 0, a) + a) | 0), (q[xl >> 2] = yl) return } a: { sl = q[a >> 2] tl = (kl - sl) >> 2 ul = (tl + $k) | 0 if (ul >>> 0 < 1073741824) { tl = tl << 2 rl = (rl - sl) | 0 wl = rl >> 1 rl = (rl >> 2) >>> 0 < 536870911 ? (wl >>> 0 < ul >>> 0 ? ul : wl) : 1073741823 if (rl) { if (rl >>> 0 >= 1073741824) { break a } vl = Mm(rl << 2) } tl = (tl + vl) | 0 Dn(tl, 0, $k << 2) $k = ((ul << 2) + vl) | 0 ul = ((rl << 2) + vl) | 0 if ((kl | 0) != (sl | 0)) { while (1) { kl = (kl + -4) | 0 rl = q[kl >> 2] q[kl >> 2] = 0 tl = (tl + -4) | 0 q[tl >> 2] = rl if ((kl | 0) != (sl | 0)) { continue } break } sl = q[a >> 2] kl = q[(a + 4) >> 2] } q[a >> 2] = tl q[(a + 8) >> 2] = ul q[(a + 4) >> 2] = $k if ((kl | 0) != (sl | 0)) { while (1) { kl = (kl + -4) | 0 a = q[kl >> 2] q[kl >> 2] = 0 if (a) { Hb(a) } if ((kl | 0) != (sl | 0)) { continue } break } } if (sl) { An(sl) } return } bn() F() } ab(14428) F() } function il(a, $k) { var zl = 0, Al = 0, Bl = 0, Cl = 0, Dl = 0, El = 0 a: { Bl = q[a >> 2] Dl = (q[(a + 4) >> 2] - Bl) | 0 zl = Dl >> 2 Al = (zl + 1) | 0 if (Al >>> 0 < 1073741824) { El = zl << 2 zl = (q[(a + 8) >> 2] - Bl) | 0 Cl = zl >> 1 Al = (zl >> 2) >>> 0 < 536870911 ? (Cl >>> 0 < Al >>> 0 ? Al : Cl) : 1073741823 zl = 0 b: { if (!Al) { break b } if (Al >>> 0 >= 1073741824) { break a } zl = Mm(Al << 2) } Cl = (El + zl) | 0 q[Cl >> 2] = q[$k >> 2] $k = (zl + (Al << 2)) | 0 Al = (Cl + 4) | 0 if ((Dl | 0) >= 1) { Cn(zl, Bl, Dl) } q[a >> 2] = zl q[(a + 8) >> 2] = $k q[(a + 4) >> 2] = Al if (Bl) { An(Bl) } return } bn() F() } ab(14428) F() } function jl(a, $k) { a = a | 0 $k = $k | 0 var Fl = 0, Gl = 0, Hl = 0, Il = 0, Jl = 0, Kl = 0, Ll = 0 a: { if (($k | 0) < 0) { break a } Fl = q[(a + 12) >> 2] Gl = q[(a + 8) >> 2] if (((Fl - Gl) >> 2) >>> 0 <= $k >>> 0) { break a } Gl = (Gl + ($k << 2)) | 0 Hl = q[Gl >> 2] Kl = q[(Hl + 60) >> 2] Il = q[(Hl + 56) >> 2] Hl = (Gl + 4) | 0 b: { if ((Hl | 0) != (Fl | 0)) { while (1) { Ll = q[Hl >> 2] q[Hl >> 2] = 0 Jl = q[Gl >> 2] q[Gl >> 2] = Ll if (Jl) { Hb(Jl) } Gl = (Gl + 4) | 0 Hl = (Hl + 4) | 0 if ((Hl | 0) != (Fl | 0)) { continue } break } Fl = q[(a + 12) >> 2] if ((Gl | 0) == (Fl | 0)) { break b } } while (1) { Fl = (Fl + -4) | 0 Hl = q[Fl >> 2] q[Fl >> 2] = 0 if (Hl) { Hb(Hl) } if ((Fl | 0) != (Gl | 0)) { continue } break } } q[(a + 12) >> 2] = Gl Fl = q[(a + 4) >> 2] if (Fl) { kl(Fl, Kl) } c: { if ((Il | 0) > 4) { break c } d: { Gl = (w(Il, 12) + a) | 0 Fl = q[(Gl + 20) >> 2] Hl = (Gl + 24) | 0 Gl = q[Hl >> 2] if ((Fl | 0) == (Gl | 0)) { break d } while (1) { if (q[Fl >> 2] == ($k | 0)) { break d } Fl = (Fl + 4) | 0 if ((Gl | 0) != (Fl | 0)) { continue } break } break c } if ((Fl | 0) == (Gl | 0)) { break c } Il = (Fl + 4) | 0 Gl = (Gl - Il) | 0 Jl = Gl >> 2 if (Gl) { En(Fl, Il, Gl) } q[Hl >> 2] = (Jl << 2) + Fl } Fl = q[(a + 24) >> 2] Gl = q[(a + 20) >> 2] if ((Fl | 0) != (Gl | 0)) { Hl = (Fl - Gl) >> 2 Fl = 0 while (1) { Il = (Gl + (Fl << 2)) | 0 Jl = q[Il >> 2] if ((Jl | 0) > ($k | 0)) { q[Il >> 2] = Jl + -1 } Fl = (Fl + 1) | 0 if (Fl >>> 0 < Hl >>> 0) { continue } break } } Fl = q[(a + 36) >> 2] Gl = q[(a + 32) >> 2] if ((Fl | 0) != (Gl | 0)) { Hl = (Fl - Gl) >> 2 Fl = 0 while (1) { Il = (Gl + (Fl << 2)) | 0 Jl = q[Il >> 2] if ((Jl | 0) > ($k | 0)) { q[Il >> 2] = Jl + -1 } Fl = (Fl + 1) | 0 if (Fl >>> 0 < Hl >>> 0) { continue } break } } Fl = q[(a + 48) >> 2] Gl = q[(a + 44) >> 2] if ((Fl | 0) != (Gl | 0)) { Hl = (Fl - Gl) >> 2 Fl = 0 while (1) { Il = (Gl + (Fl << 2)) | 0 Jl = q[Il >> 2] if ((Jl | 0) > ($k | 0)) { q[Il >> 2] = Jl + -1 } Fl = (Fl + 1) | 0 if (Fl >>> 0 < Hl >>> 0) { continue } break } } Fl = q[(a + 60) >> 2] Gl = q[(a + 56) >> 2] if ((Fl | 0) != (Gl | 0)) { Hl = (Fl - Gl) >> 2 Fl = 0 while (1) { Il = (Gl + (Fl << 2)) | 0 Jl = q[Il >> 2] if ((Jl | 0) > ($k | 0)) { q[Il >> 2] = Jl + -1 } Fl = (Fl + 1) | 0 if (Fl >>> 0 < Hl >>> 0) { continue } break } } Fl = q[(a + 72) >> 2] a = q[(a + 68) >> 2] if ((Fl | 0) == (a | 0)) { break a } Gl = (Fl - a) >> 2 Fl = 0 while (1) { Hl = (a + (Fl << 2)) | 0 Il = q[Hl >> 2] if ((Il | 0) > ($k | 0)) { q[Hl >> 2] = Il + -1 } Fl = (Fl + 1) | 0 if (Fl >>> 0 < Gl >>> 0) { continue } break } } } function kl(a, $k) { var Ml = 0, Nl = 0, Ol = 0, Pl = 0 a: { if (($k | 0) < 0) { break a } Ml = q[(a + 28) >> 2] Ol = q[(a + 24) >> 2] while (1) { Nl = Ol if ((Ml | 0) == (Nl | 0)) { break a } Ol = (Nl + 4) | 0 if (q[(q[Nl >> 2] + 24) >> 2] != ($k | 0)) { continue } break } b: { if ((Ml | 0) != (Ol | 0)) { while (1) { $k = q[Ol >> 2] q[Ol >> 2] = 0 Pl = q[Nl >> 2] q[Nl >> 2] = $k if (Pl) { Hc((Pl + 12) | 0, q[(Pl + 16) >> 2]) Ic(Pl, q[(Pl + 4) >> 2]) An(Pl) } Nl = (Nl + 4) | 0 Ol = (Ol + 4) | 0 if ((Ml | 0) != (Ol | 0)) { continue } break } Ml = q[(a + 28) >> 2] if ((Ml | 0) == (Nl | 0)) { break b } } while (1) { Ml = (Ml + -4) | 0 $k = q[Ml >> 2] q[Ml >> 2] = 0 if ($k) { Hc(($k + 12) | 0, q[($k + 16) >> 2]) Ic($k, q[($k + 4) >> 2]) An($k) } if ((Nl | 0) != (Ml | 0)) { continue } break } } q[(a + 28) >> 2] = Nl } } function ll(a) { a = a | 0 An(wk(a)) } function ml(a, $k, Ql) { return ((q[(a + 12) >> 2] + -1) | 0) == (Ql | 0) ? 0 : (Ql + 1) | 0 } function nl(a, $k, Ql) { var Rl = 0, Sl = 0, Tl = 0 a: { if ($k >>> 0 <= 63) { $k = 0 Rl = q[(a + 12) >> 2] if (Rl >>> 0 < 2) { break a } Ql = q[Ql >> 2] a = 1 while (1) { $k = t[(Ql + ($k << 2)) >> 2] > t[(Ql + (a << 2)) >> 2] ? a : $k a = (a + 1) | 0 if (a >>> 0 < Rl >>> 0) { continue } break } break a } $k = q[(a + 580) >> 2] Rl = (32 - $k) | 0 if ((Rl | 0) >= 4) { Ql = q[(a + 576) >> 2] if ((Ql | 0) == q[(a + 568) >> 2]) { return 0 } Rl = q[Ql >> 2] Sl = ($k + 4) | 0 q[(a + 580) >> 2] = Sl $k = (Rl << $k) >>> 28 if ((Sl | 0) != 32) { break a } q[(a + 580) >> 2] = 0 q[(a + 576) >> 2] = Ql + 4 return $k } Ql = q[(a + 576) >> 2] Sl = (Ql + 4) | 0 if ((Sl | 0) == q[(a + 568) >> 2]) { return 0 } Tl = q[Ql >> 2] q[(a + 576) >> 2] = Sl q[(a + 580) >> 2] = $k + -28 a = (60 - $k) | 0 $k = (q[(Ql + 4) >> 2] >>> a) | ((Tl << $k) >>> (a - Rl)) } return $k } function ol(a, $k, Ql) { var Ul = 0, Vl = 0, Wl = 0, Xl = 0, Zl = 0, _l = 0, $l = 0, am = 0, bm = 0 Zl = (T - 672) | 0 T = Zl Vl = q[($k + 12) >> 2] a: { Xl = q[($k + 20) >> 2] Wl = q[($k + 16) >> 2] Ul = (Wl + 4) | 0 if (Ul >>> 0 < 4) { Xl = (Xl + 1) | 0 } b: { if ((Vl | 0) < (Xl | 0) ? 1 : (Vl | 0) <= (Xl | 0) ? (t[($k + 8) >> 2] >= Ul >>> 0 ? 0 : 1) : 0) { break b } Ul = (Wl + q[$k >> 2]) | 0 $l = r[Ul | 0] | (r[(Ul + 1) | 0] << 8) | ((r[(Ul + 2) | 0] << 16) | (r[(Ul + 3) | 0] << 24)) q[a >> 2] = $l Ul = q[($k + 20) >> 2] Vl = Ul am = q[($k + 16) >> 2] Xl = (am + 4) | 0 if (Xl >>> 0 < 4) { Ul = (Ul + 1) | 0 } q[($k + 16) >> 2] = Xl q[($k + 20) >> 2] = Ul if ($l >>> 0 > 31) { break b } Wl = q[($k + 12) >> 2] Ul = (am + 8) | 0 if (Ul >>> 0 < 8) { Vl = (Vl + 1) | 0 } if ((Wl | 0) < (Vl | 0) ? 1 : (Wl | 0) <= (Vl | 0) ? (t[($k + 8) >> 2] >= Ul >>> 0 ? 0 : 1) : 0) { break b } Ul = (Xl + q[$k >> 2]) | 0 q[(a + 4) >> 2] = r[Ul | 0] | (r[(Ul + 1) | 0] << 8) | ((r[(Ul + 2) | 0] << 16) | (r[(Ul + 3) | 0] << 24)) Ul = q[($k + 20) >> 2] Vl = Ul am = q[($k + 16) >> 2] Xl = (am + 4) | 0 if (Xl >>> 0 < 4) { Ul = (Ul + 1) | 0 } q[($k + 16) >> 2] = Xl q[($k + 20) >> 2] = Ul $l = q[($k + 12) >> 2] Ul = Vl Wl = (am + 8) | 0 if (Wl >>> 0 < 8) { Ul = (Ul + 1) | 0 } if (($l | 0) < (Ul | 0) ? 1 : ($l | 0) <= (Ul | 0) ? (t[($k + 8) >> 2] >= Wl >>> 0 ? 0 : 1) : 0) { break b } Ul = (Xl + q[$k >> 2]) | 0 $l = r[Ul | 0] | (r[(Ul + 1) | 0] << 8) | ((r[(Ul + 2) | 0] << 16) | (r[(Ul + 3) | 0] << 24)) q[(a + 12) >> 2] = $l Vl = q[($k + 20) >> 2] Wl = Vl Ul = $k bm = Ul am = q[(Ul + 16) >> 2] Xl = (am + 4) | 0 if (Xl >>> 0 < 4) { Vl = (Vl + 1) | 0 } q[(bm + 16) >> 2] = Xl q[(Ul + 20) >> 2] = Vl Ul = q[(a + 20) >> 2] if ((Ul | 0) != ($l | 0) ? Ul : 0) { break b } Vl = q[($k + 12) >> 2] Ul = Wl Wl = (am + 8) | 0 if (Wl >>> 0 < 8) { Ul = (Ul + 1) | 0 } if ((Vl | 0) < (Ul | 0) ? 1 : (Vl | 0) <= (Ul | 0) ? (t[($k + 8) >> 2] >= Wl >>> 0 ? 0 : 1) : 0) { break b } Ul = (Xl + q[$k >> 2]) | 0 Vl = r[Ul | 0] | (r[(Ul + 1) | 0] << 8) | ((r[(Ul + 2) | 0] << 16) | (r[(Ul + 3) | 0] << 24)) q[(a + 16) >> 2] = Vl Ul = $k bm = Ul Xl = q[(Ul + 20) >> 2] Wl = (q[(Ul + 16) >> 2] + 4) | 0 if (Wl >>> 0 < 4) { Xl = (Xl + 1) | 0 } q[(bm + 16) >> 2] = Wl q[(Ul + 20) >> 2] = Xl if (Vl >>> 0 >= 7) { q[Zl >> 2] = Vl Yl(14496, Zl) break b } q[(Zl + 664) >> 2] = Ql c: { if (!$l) { break c } Vl = q[Ql >> 2] d: { if ((((q[(Ql + 8) >> 2] - Vl) | 0) / 12) >>> 0 >= $l >>> 0) { break d } if ($l >>> 0 >= 357913942) { break a } am = (Ql + 4) | 0 _l = q[am >> 2] Ul = w($l, 12) Wl = Mm(Ul) Xl = (Ul + Wl) | 0 Ul = (Wl + w((((_l - Vl) | 0) / 12) | 0, 12)) | 0 e: { if ((Vl | 0) == (_l | 0)) { Wl = Ul break e } Wl = Ul while (1) { Wl = (Wl + -12) | 0 _l = (_l + -12) | 0 q[Wl >> 2] = q[_l >> 2] q[(Wl + 4) >> 2] = q[(_l + 4) >> 2] q[(Wl + 8) >> 2] = q[(_l + 8) >> 2] if ((Vl | 0) != (_l | 0)) { continue } break } _l = Vl } q[Ql >> 2] = Wl q[(Ql + 8) >> 2] = Xl q[am >> 2] = Ul if (!_l) { break d } An(_l) } Ul = q[(a + 16) >> 2] if (Ul >>> 0 > 6) { _l = 0 break b } f: { switch ((Ul - 1) | 0) { default: Ul = Od((Zl + 8) | 0, 3) pl(Ul, $k, (Zl + 664) | 0) Nd(Ul) break c case 0: Ul = Od((Zl + 8) | 0, 3) ql(Ul, $k, (Zl + 664) | 0) Nd(Ul) break c case 1: Ul = Sd((Zl + 8) | 0, 3) rl(Ul, $k, (Zl + 664) | 0) Rd(Ul) break c case 2: Ul = Sd((Zl + 8) | 0, 3) sl(Ul, $k, (Zl + 664) | 0) Rd(Ul) break c case 3: Ul = Wd((Zl + 8) | 0, 3) tl(Ul, $k, (Zl + 664) | 0) Vd(Ul) break c case 4: Ul = Wd((Zl + 8) | 0, 3) ul(Ul, $k, (Zl + 664) | 0) Vd(Ul) break c case 5: break f } } Ul = Wd((Zl + 8) | 0, 3) vl(Ul, $k, (Zl + 664) | 0) Vd(Ul) } _l = q[(a + 12) >> 2] == ((((q[(Ql + 4) >> 2] - q[Ql >> 2]) | 0) / 12) | 0) } T = (Zl + 672) | 0 return _l } ab(14557) F() } function pl(a, $k, Ql) { var Yl = 0, cm = 0, dm = 0, em = 0, fm = 0 cm = q[($k + 12) >> 2] dm = q[($k + 20) >> 2] em = q[($k + 16) >> 2] Yl = (em + 4) | 0 if (Yl >>> 0 < 4) { dm = (dm + 1) | 0 } a: { if ((cm | 0) < (dm | 0) ? 1 : (cm | 0) <= (dm | 0) ? (t[($k + 8) >> 2] >= Yl >>> 0 ? 0 : 1) : 0) { break a } Yl = (em + q[$k >> 2]) | 0 Yl = r[Yl | 0] | (r[(Yl + 1) | 0] << 8) | ((r[(Yl + 2) | 0] << 16) | (r[(Yl + 3) | 0] << 24)) q[a >> 2] = Yl cm = q[($k + 20) >> 2] em = cm fm = q[($k + 16) >> 2] dm = (fm + 4) | 0 if (dm >>> 0 < 4) { cm = (cm + 1) | 0 } q[($k + 16) >> 2] = dm q[($k + 20) >> 2] = cm if (Yl >>> 0 > 32) { break a } cm = q[($k + 12) >> 2] Yl = (fm + 8) | 0 if (Yl >>> 0 < 8) { em = (em + 1) | 0 } if ((cm | 0) < (em | 0) ? 1 : (cm | 0) <= (em | 0) ? (t[($k + 8) >> 2] >= Yl >>> 0 ? 0 : 1) : 0) { break a } Yl = (dm + q[$k >> 2]) | 0 cm = r[Yl | 0] | (r[(Yl + 1) | 0] << 8) | ((r[(Yl + 2) | 0] << 16) | (r[(Yl + 3) | 0] << 24)) q[(a + 4) >> 2] = cm dm = q[($k + 20) >> 2] em = (q[($k + 16) >> 2] + 4) | 0 if (em >>> 0 < 4) { dm = (dm + 1) | 0 } q[($k + 16) >> 2] = em q[($k + 20) >> 2] = dm if (!cm) { break a } q[(a + 8) >> 2] = 0 if (!$g((a + 16) | 0, $k)) { break a } if (!$g((a + 36) | 0, $k)) { break a } if (!$g((a + 56) | 0, $k)) { break a } if (!$g((a + 76) | 0, $k)) { break a } wl(a, q[(a + 4) >> 2], Ql) } } function ql(a, $k, Ql) { var gm = 0, hm = 0, im = 0, jm = 0, km = 0 hm = q[($k + 12) >> 2] im = q[($k + 20) >> 2] jm = q[($k + 16) >> 2] gm = (jm + 4) | 0 if (gm >>> 0 < 4) { im = (im + 1) | 0 } a: { if ((hm | 0) < (im | 0) ? 1 : (hm | 0) <= (im | 0) ? (t[($k + 8) >> 2] >= gm >>> 0 ? 0 : 1) : 0) { break a } gm = (jm + q[$k >> 2]) | 0 gm = r[gm | 0] | (r[(gm + 1) | 0] << 8) | ((r[(gm + 2) | 0] << 16) | (r[(gm + 3) | 0] << 24)) q[a >> 2] = gm hm = q[($k + 20) >> 2] jm = hm km = q[($k + 16) >> 2] im = (km + 4) | 0 if (im >>> 0 < 4) { hm = (hm + 1) | 0 } q[($k + 16) >> 2] = im q[($k + 20) >> 2] = hm if (gm >>> 0 > 32) { break a } hm = q[($k + 12) >> 2] gm = (km + 8) | 0 if (gm >>> 0 < 8) { jm = (jm + 1) | 0 } if ((hm | 0) < (jm | 0) ? 1 : (hm | 0) <= (jm | 0) ? (t[($k + 8) >> 2] >= gm >>> 0 ? 0 : 1) : 0) { break a } gm = (im + q[$k >> 2]) | 0 hm = r[gm | 0] | (r[(gm + 1) | 0] << 8) | ((r[(gm + 2) | 0] << 16) | (r[(gm + 3) | 0] << 24)) q[(a + 4) >> 2] = hm im = q[($k + 20) >> 2] jm = (q[($k + 16) >> 2] + 4) | 0 if (jm >>> 0 < 4) { im = (im + 1) | 0 } q[($k + 16) >> 2] = jm q[($k + 20) >> 2] = im if (!hm) { break a } q[(a + 8) >> 2] = 0 if (!$g((a + 16) | 0, $k)) { break a } if (!$g((a + 36) | 0, $k)) { break a } if (!$g((a + 56) | 0, $k)) { break a } if (!$g((a + 76) | 0, $k)) { break a } xl(a, q[(a + 4) >> 2], Ql) } } function rl(a, $k, Ql) { var lm = 0, mm = 0, nm = 0, om = 0, pm = 0 mm = q[($k + 12) >> 2] nm = q[($k + 20) >> 2] om = q[($k + 16) >> 2] lm = (om + 4) | 0 if (lm >>> 0 < 4) { nm = (nm + 1) | 0 } a: { if ((mm | 0) < (nm | 0) ? 1 : (mm | 0) <= (nm | 0) ? (t[($k + 8) >> 2] >= lm >>> 0 ? 0 : 1) : 0) { break a } lm = (om + q[$k >> 2]) | 0 lm = r[lm | 0] | (r[(lm + 1) | 0] << 8) | ((r[(lm + 2) | 0] << 16) | (r[(lm + 3) | 0] << 24)) q[a >> 2] = lm mm = q[($k + 20) >> 2] om = mm pm = q[($k + 16) >> 2] nm = (pm + 4) | 0 if (nm >>> 0 < 4) { mm = (mm + 1) | 0 } q[($k + 16) >> 2] = nm q[($k + 20) >> 2] = mm if (lm >>> 0 > 32) { break a } mm = q[($k + 12) >> 2] lm = (pm + 8) | 0 if (lm >>> 0 < 8) { om = (om + 1) | 0 } if ((mm | 0) < (om | 0) ? 1 : (mm | 0) <= (om | 0) ? (t[($k + 8) >> 2] >= lm >>> 0 ? 0 : 1) : 0) { break a } lm = (nm + q[$k >> 2]) | 0 mm = r[lm | 0] | (r[(lm + 1) | 0] << 8) | ((r[(lm + 2) | 0] << 16) | (r[(lm + 3) | 0] << 24)) q[(a + 4) >> 2] = mm nm = q[($k + 20) >> 2] om = (q[($k + 16) >> 2] + 4) | 0 if (om >>> 0 < 4) { nm = (nm + 1) | 0 } q[($k + 16) >> 2] = om q[($k + 20) >> 2] = nm if (!mm) { break a } q[(a + 8) >> 2] = 0 if (!bh((a + 16) | 0, $k)) { break a } if (!$g((a + 32) | 0, $k)) { break a } if (!$g((a + 52) | 0, $k)) { break a } if (!$g((a + 72) | 0, $k)) { break a } yl(a, q[(a + 4) >> 2], Ql) } } function sl(a, $k, Ql) { var qm = 0, rm = 0, sm = 0, tm = 0, um = 0 rm = q[($k + 12) >> 2] sm = q[($k + 20) >> 2] tm = q[($k + 16) >> 2] qm = (tm + 4) | 0 if (qm >>> 0 < 4) { sm = (sm + 1) | 0 } a: { if ((rm | 0) < (sm | 0) ? 1 : (rm | 0) <= (sm | 0) ? (t[($k + 8) >> 2] >= qm >>> 0 ? 0 : 1) : 0) { break a } qm = (tm + q[$k >> 2]) | 0 qm = r[qm | 0] | (r[(qm + 1) | 0] << 8) | ((r[(qm + 2) | 0] << 16) | (r[(qm + 3) | 0] << 24)) q[a >> 2] = qm rm = q[($k + 20) >> 2] tm = rm um = q[($k + 16) >> 2] sm = (um + 4) | 0 if (sm >>> 0 < 4) { rm = (rm + 1) | 0 } q[($k + 16) >> 2] = sm q[($k + 20) >> 2] = rm if (qm >>> 0 > 32) { break a } rm = q[($k + 12) >> 2] qm = (um + 8) | 0 if (qm >>> 0 < 8) { tm = (tm + 1) | 0 } if ((rm | 0) < (tm | 0) ? 1 : (rm | 0) <= (tm | 0) ? (t[($k + 8) >> 2] >= qm >>> 0 ? 0 : 1) : 0) { break a } qm = (sm + q[$k >> 2]) | 0 rm = r[qm | 0] | (r[(qm + 1) | 0] << 8) | ((r[(qm + 2) | 0] << 16) | (r[(qm + 3) | 0] << 24)) q[(a + 4) >> 2] = rm sm = q[($k + 20) >> 2] tm = (q[($k + 16) >> 2] + 4) | 0 if (tm >>> 0 < 4) { sm = (sm + 1) | 0 } q[($k + 16) >> 2] = tm q[($k + 20) >> 2] = sm if (!rm) { break a } q[(a + 8) >> 2] = 0 if (!bh((a + 16) | 0, $k)) { break a } if (!$g((a + 32) | 0, $k)) { break a } if (!$g((a + 52) | 0, $k)) { break a } if (!$g((a + 72) | 0, $k)) { break a } zl(a, q[(a + 4) >> 2], Ql) } } function tl(a, $k, Ql) { var vm = 0, wm = 0, xm = 0, ym = 0, zm = 0 wm = q[($k + 12) >> 2] xm = q[($k + 20) >> 2] ym = q[($k + 16) >> 2] vm = (ym + 4) | 0 if (vm >>> 0 < 4) { xm = (xm + 1) | 0 } a: { if ((wm | 0) < (xm | 0) ? 1 : (wm | 0) <= (xm | 0) ? (t[($k + 8) >> 2] >= vm >>> 0 ? 0 : 1) : 0) { break a } vm = (ym + q[$k >> 2]) | 0 vm = r[vm | 0] | (r[(vm + 1) | 0] << 8) | ((r[(vm + 2) | 0] << 16) | (r[(vm + 3) | 0] << 24)) q[a >> 2] = vm wm = q[($k + 20) >> 2] ym = wm zm = q[($k + 16) >> 2] xm = (zm + 4) | 0 if (xm >>> 0 < 4) { wm = (wm + 1) | 0 } q[($k + 16) >> 2] = xm q[($k + 20) >> 2] = wm if (vm >>> 0 > 32) { break a } wm = q[($k + 12) >> 2] vm = (zm + 8) | 0 if (vm >>> 0 < 8) { ym = (ym + 1) | 0 } if ((wm | 0) < (ym | 0) ? 1 : (wm | 0) <= (ym | 0) ? (t[($k + 8) >> 2] >= vm >>> 0 ? 0 : 1) : 0) { break a } vm = (xm + q[$k >> 2]) | 0 wm = r[vm | 0] | (r[(vm + 1) | 0] << 8) | ((r[(vm + 2) | 0] << 16) | (r[(vm + 3) | 0] << 24)) q[(a + 4) >> 2] = wm xm = q[($k + 20) >> 2] ym = (q[($k + 16) >> 2] + 4) | 0 if (ym >>> 0 < 4) { xm = (xm + 1) | 0 } q[($k + 16) >> 2] = ym q[($k + 20) >> 2] = xm if (!wm) { break a } q[(a + 8) >> 2] = 0 vm = 0 while (1) { if (!bh(((((vm << 4) + a) | 0) + 16) | 0, $k)) { break a } vm = (vm + 1) | 0 if ((vm | 0) != 32) { continue } break } if (!bh((a + 528) | 0, $k)) { break a } if (!$g((a + 544) | 0, $k)) { break a } if (!$g((a + 564) | 0, $k)) { break a } if (!$g((a + 584) | 0, $k)) { break a } Al(a, q[(a + 4) >> 2], Ql) } } function ul(a, $k, Ql) { var Am = 0, Bm = 0, Cm = 0, Dm = 0, Em = 0 Bm = q[($k + 12) >> 2] Cm = q[($k + 20) >> 2] Dm = q[($k + 16) >> 2] Am = (Dm + 4) | 0 if (Am >>> 0 < 4) { Cm = (Cm + 1) | 0 } a: { if ((Bm | 0) < (Cm | 0) ? 1 : (Bm | 0) <= (Cm | 0) ? (t[($k + 8) >> 2] >= Am >>> 0 ? 0 : 1) : 0) { break a } Am = (Dm + q[$k >> 2]) | 0 Am = r[Am | 0] | (r[(Am + 1) | 0] << 8) | ((r[(Am + 2) | 0] << 16) | (r[(Am + 3) | 0] << 24)) q[a >> 2] = Am Bm = q[($k + 20) >> 2] Dm = Bm Em = q[($k + 16) >> 2] Cm = (Em + 4) | 0 if (Cm >>> 0 < 4) { Bm = (Bm + 1) | 0 } q[($k + 16) >> 2] = Cm q[($k + 20) >> 2] = Bm if (Am >>> 0 > 32) { break a } Bm = q[($k + 12) >> 2] Am = (Em + 8) | 0 if (Am >>> 0 < 8) { Dm = (Dm + 1) | 0 } if ((Bm | 0) < (Dm | 0) ? 1 : (Bm | 0) <= (Dm | 0) ? (t[($k + 8) >> 2] >= Am >>> 0 ? 0 : 1) : 0) { break a } Am = (Cm + q[$k >> 2]) | 0 Bm = r[Am | 0] | (r[(Am + 1) | 0] << 8) | ((r[(Am + 2) | 0] << 16) | (r[(Am + 3) | 0] << 24)) q[(a + 4) >> 2] = Bm Cm = q[($k + 20) >> 2] Dm = (q[($k + 16) >> 2] + 4) | 0 if (Dm >>> 0 < 4) { Cm = (Cm + 1) | 0 } q[($k + 16) >> 2] = Dm q[($k + 20) >> 2] = Cm if (!Bm) { break a } q[(a + 8) >> 2] = 0 Am = 0 while (1) { if (!bh(((((Am << 4) + a) | 0) + 16) | 0, $k)) { break a } Am = (Am + 1) | 0 if ((Am | 0) != 32) { continue } break } if (!bh((a + 528) | 0, $k)) { break a } if (!$g((a + 544) | 0, $k)) { break a } if (!$g((a + 564) | 0, $k)) { break a } if (!$g((a + 584) | 0, $k)) { break a } Bl(a, q[(a + 4) >> 2], Ql) } } function vl(a, $k, Ql) { var Fm = 0, Gm = 0, Hm = 0, Im = 0, Jm = 0 Gm = q[($k + 12) >> 2] Hm = q[($k + 20) >> 2] Im = q[($k + 16) >> 2] Fm = (Im + 4) | 0 if (Fm >>> 0 < 4) { Hm = (Hm + 1) | 0 } a: { if ((Gm | 0) < (Hm | 0) ? 1 : (Gm | 0) <= (Hm | 0) ? (t[($k + 8) >> 2] >= Fm >>> 0 ? 0 : 1) : 0) { break a } Fm = (Im + q[$k >> 2]) | 0 Fm = r[Fm | 0] | (r[(Fm + 1) | 0] << 8) | ((r[(Fm + 2) | 0] << 16) | (r[(Fm + 3) | 0] << 24)) q[a >> 2] = Fm Gm = q[($k + 20) >> 2] Im = Gm Jm = q[($k + 16) >> 2] Hm = (Jm + 4) | 0 if (Hm >>> 0 < 4) { Gm = (Gm + 1) | 0 } q[($k + 16) >> 2] = Hm q[($k + 20) >> 2] = Gm if (Fm >>> 0 > 32) { break a } Gm = q[($k + 12) >> 2] Fm = (Jm + 8) | 0 if (Fm >>> 0 < 8) { Im = (Im + 1) | 0 } if ((Gm | 0) < (Im | 0) ? 1 : (Gm | 0) <= (Im | 0) ? (t[($k + 8) >> 2] >= Fm >>> 0 ? 0 : 1) : 0) { break a } Fm = (Hm + q[$k >> 2]) | 0 Gm = r[Fm | 0] | (r[(Fm + 1) | 0] << 8) | ((r[(Fm + 2) | 0] << 16) | (r[(Fm + 3) | 0] << 24)) q[(a + 4) >> 2] = Gm Hm = q[($k + 20) >> 2] Im = (q[($k + 16) >> 2] + 4) | 0 if (Im >>> 0 < 4) { Hm = (Hm + 1) | 0 } q[($k + 16) >> 2] = Im q[($k + 20) >> 2] = Hm if (!Gm) { break a } q[(a + 8) >> 2] = 0 Fm = 0 while (1) { if (!bh(((((Fm << 4) + a) | 0) + 16) | 0, $k)) { break a } Fm = (Fm + 1) | 0 if ((Fm | 0) != 32) { continue } break } if (!bh((a + 528) | 0, $k)) { break a } if (!$g((a + 544) | 0, $k)) { break a } if (!$g((a + 564) | 0, $k)) { break a } if (!$g((a + 584) | 0, $k)) { break a } Cl(a, q[(a + 4) >> 2], Ql) } } function wl(a, $k, Ql) { var Km = 0, Lm = 0, Nm = 0, Om = 0, Pm = 0, Qm = 0, Rm = 0, Sm = 0, Tm = 0, Um = 0, Vm = 0, Wm = 0, Xm = 0, Ym = 0, Zm = 0, _m = 0, $m = 0, an = 0, cn = 0, dn = 0, en = 0, fn = 0, gn = 0, hn = 0, jn = 0, kn = 0, ln = 0 Nm = (T - 48) | 0 T = Nm Km = q[(a + 12) >> 2] q[(Nm + 16) >> 2] = 0 q[(Nm + 8) >> 2] = 0 q[(Nm + 12) >> 2] = 0 a: { if (Km) { if (Km >>> 0 >= 1073741824) { break a } Lm = Km << 2 Pm = Mm(Lm) q[(Nm + 8) >> 2] = Pm q[(Nm + 12) >> 2] = Pm q[(Nm + 16) >> 2] = Lm + Pm Om = Dn(Pm, 0, Lm) Lm = Km while (1) { Om = (Om + 4) | 0 Lm = (Lm + -1) | 0 if (Lm) { continue } break } q[(Nm + 12) >> 2] = Om } Lm = q[(a + 120) >> 2] Rm = q[Lm >> 2] if (Rm) { q[(Lm + 4) >> 2] = Rm An(Rm) q[(Lm + 8) >> 2] = 0 q[Lm >> 2] = 0 q[(Lm + 4) >> 2] = 0 Om = q[(Nm + 12) >> 2] Pm = q[(Nm + 8) >> 2] Km = q[(a + 12) >> 2] } q[Lm >> 2] = Pm q[(Lm + 4) >> 2] = Om q[(Lm + 8) >> 2] = q[(Nm + 16) >> 2] Om = 0 q[(Nm + 16) >> 2] = 0 q[(Nm + 8) >> 2] = 0 q[(Nm + 12) >> 2] = 0 Lm = 0 b: { if (Km) { if (Km >>> 0 >= 1073741824) { break b } Rm = Km << 2 Lm = Mm(Rm) q[(Nm + 8) >> 2] = Lm q[(Nm + 12) >> 2] = Lm q[(Nm + 16) >> 2] = Lm + Rm Om = Dn(Lm, 0, Rm) while (1) { Om = (Om + 4) | 0 Km = (Km + -1) | 0 if (Km) { continue } break } q[(Nm + 12) >> 2] = Om } Km = q[(a + 132) >> 2] Rm = q[Km >> 2] if (Rm) { q[(Km + 4) >> 2] = Rm An(Rm) q[(Km + 8) >> 2] = 0 q[Km >> 2] = 0 q[(Km + 4) >> 2] = 0 Om = q[(Nm + 12) >> 2] Lm = q[(Nm + 8) >> 2] } q[Km >> 2] = Lm q[(Km + 4) >> 2] = Om q[(Km + 8) >> 2] = q[(Nm + 16) >> 2] Lm = (Nm + 24) | 0 q[Lm >> 2] = 0 q[(Lm + 4) >> 2] = 0 Rm = (Nm + 16) | 0 q[Rm >> 2] = 0 q[(Rm + 4) >> 2] = 0 q[(Nm + 8) >> 2] = 0 q[(Nm + 12) >> 2] = 0 re((Nm + 8) | 0) Qm = q[Rm >> 2] Rm = q[(Nm + 12) >> 2] Km = 0 c: { if ((Qm | 0) == (Rm | 0)) { break c } Km = (q[Lm >> 2] + q[(Nm + 28) >> 2]) | 0 Lm = ((Km >>> 0) / 341) | 0 Km = (q[(Rm + (Lm << 2)) >> 2] + w((Km - w(Lm, 341)) | 0, 12)) | 0 } q[(Km + 4) >> 2] = 0 q[(Km + 8) >> 2] = 0 q[Km >> 2] = $k Lm = q[(Nm + 28) >> 2] Km = (Lm + 1) | 0 q[(Nm + 28) >> 2] = Km d: { if (Km >>> 0 < Lm >>> 0) { break d } cn = (a + 132) | 0 $m = (a + 120) | 0 dn = (a + 108) | 0 en = (a + 96) | 0 Zm = (a + 48) | 0 fn = (a + 40) | 0 _m = (a + 28) | 0 gn = (a + 20) | 0 jn = (a + 80) | 0 while (1) { Pm = q[(Nm + 12) >> 2] Qm = q[(Nm + 24) >> 2] Om = (Km + -1) | 0 Lm = (Qm + Om) | 0 Rm = ((Lm >>> 0) / 341) | 0 Lm = (q[(Pm + (Rm << 2)) >> 2] + w((Lm - w(Rm, 341)) | 0, 12)) | 0 Um = q[(Lm + 8) >> 2] Tm = q[(Lm + 4) >> 2] Rm = q[Lm >> 2] q[(Nm + 28) >> 2] = Om Lm = q[(Nm + 16) >> 2] Om = (Lm - Pm) | 0 if (((((Om ? (w(Om >> 2, 341) + -1) | 0 : 0) - ((Km + Qm) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(Lm + -4) >> 2]) q[(Nm + 16) >> 2] = q[(Nm + 16) >> 2] + -4 } if (Rm >>> 0 > $k >>> 0) { break d } Km = q[$m >> 2] Pm = w(Um, 12) Vm = (Pm + q[cn >> 2]) | 0 Om = ml(a, Vm, Tm) if (Om >>> 0 >= t[(a + 12) >> 2]) { break d } Qm = (Km + Pm) | 0 e: { f: { Tm = Om << 2 Lm = (q[a >> 2] - q[(Tm + q[Vm >> 2]) >> 2]) | 0 if (!Lm) { if (!Rm) { break f } Lm = 0 while (1) { Km = q[Qm >> 2] Pm = q[Km >> 2] q[(Nm + 32) >> 2] = Pm q[(Nm + 36) >> 2] = q[(Km + 4) >> 2] q[(Nm + 40) >> 2] = q[(Km + 8) >> 2] Om = q[Ql >> 2] Um = (Om + 4) | 0 Km = q[Um >> 2] g: { if (Km >>> 0 < t[(Om + 8) >> 2]) { q[Km >> 2] = Pm q[(Km + 4) >> 2] = q[(Nm + 36) >> 2] q[(Km + 8) >> 2] = q[(Nm + 40) >> 2] q[Um >> 2] = Km + 12 break g } Dl(Om, (Nm + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 Lm = (Lm + 1) | 0 if ((Rm | 0) != (Lm | 0)) { continue } break } break f } h: { i: { j: { k: { if (Rm >>> 0 <= 2) { Pm = q[dn >> 2] q[Pm >> 2] = Om Lm = 1 Km = q[(a + 12) >> 2] if (Km >>> 0 > 1) { break k } break h } if (t[(a + 8) >> 2] > t[(a + 4) >> 2]) { break d } Km = q[$m >> 2] Xm = (Um + 1) | 0 Vm = w(Xm, 12) Sm = (Km + Vm) | 0 if ((Sm | 0) != (Qm | 0)) { hd(Sm, q[Qm >> 2], q[(Qm + 4) >> 2]) Km = q[$m >> 2] } Km = (Tm + q[(Km + Vm) >> 2]) | 0 q[Km >> 2] = q[Km >> 2] + (1 << (Lm + -1)) Km = z(Rm) ^ 31 Lm = q[(a + 32) >> 2] Sm = (32 - Lm) | 0 l: { if ((Km | 0) <= (Sm | 0)) { Qm = q[_m >> 2] if ((Qm | 0) == q[gn >> 2]) { Lm = 0 break l } Sm = q[Qm >> 2] Wm = (Km + Lm) | 0 q[(a + 32) >> 2] = Wm Lm = (Sm << Lm) >>> (32 - Km) if ((Wm | 0) != 32) { break l } q[(a + 32) >> 2] = 0 q[_m >> 2] = Qm + 4 break l } Qm = q[_m >> 2] Wm = (Qm + 4) | 0 if ((Wm | 0) == q[gn >> 2]) { Lm = 0 break l } an = q[Qm >> 2] q[_m >> 2] = Wm Sm = (Km - Sm) | 0 q[(a + 32) >> 2] = Sm Lm = (q[(Qm + 4) >> 2] >>> (32 - Sm)) | ((an << Lm) >>> (32 - Km)) } Km = ((Rm >>> 1) - Lm) | 0 Lm = (Rm - Km) | 0 m: { if ((Lm | 0) == (Km | 0)) { Lm = Km break m } Rm = q[(a + 88) >> 2] if ((Rm | 0) == q[jn >> 2]) { break j } Qm = q[Rm >> 2] Sm = q[(a + 92) >> 2] Wm = (Sm + 1) | 0 q[(a + 92) >> 2] = Wm Qm = Qm & (-2147483648 >>> Sm) n: { if ((Wm | 0) == 32) { q[(a + 92) >> 2] = 0 q[(a + 88) >> 2] = Rm + 4 if (Qm) { break n } break j } if (!Qm) { break j } } } Rm = Lm Lm = Km break i } while (1) { Om = ((Km + -1) | 0) == (Om | 0) ? 0 : (Om + 1) | 0 q[(Pm + (Lm << 2)) >> 2] = Om Lm = (Lm + 1) | 0 Km = q[(a + 12) >> 2] if (Lm >>> 0 < Km >>> 0) { continue } break } break h } Rm = Km } Km = q[cn >> 2] Qm = (Km + Pm) | 0 Pm = q[Qm >> 2] Tm = (Pm + Tm) | 0 q[Tm >> 2] = q[Tm >> 2] + 1 hd((Km + Vm) | 0, Pm, q[(Qm + 4) >> 2]) if (Lm) { Pm = (q[(Nm + 28) >> 2] + q[(Nm + 24) >> 2]) | 0 Qm = q[(Nm + 16) >> 2] Km = q[(Nm + 12) >> 2] Vm = (Qm - Km) | 0 if ((Pm | 0) == ((Vm ? (w(Vm >> 2, 341) + -1) | 0 : 0) | 0)) { re((Nm + 8) | 0) Pm = (q[(Nm + 24) >> 2] + q[(Nm + 28) >> 2]) | 0 Qm = q[(Nm + 16) >> 2] Km = q[(Nm + 12) >> 2] } if ((Km | 0) == (Qm | 0)) { Km = 0 } else { Qm = Km Km = ((Pm >>> 0) / 341) | 0 Km = (q[(Qm + (Km << 2)) >> 2] + w((Pm - w(Km, 341)) | 0, 12)) | 0 } q[(Km + 8) >> 2] = Um q[(Km + 4) >> 2] = Om q[Km >> 2] = Lm q[(Nm + 28) >> 2] = q[(Nm + 28) >> 2] + 1 } if (!Rm) { break f } Lm = (q[(Nm + 28) >> 2] + q[(Nm + 24) >> 2]) | 0 Pm = q[(Nm + 16) >> 2] Km = q[(Nm + 12) >> 2] Qm = (Pm - Km) | 0 if ((Lm | 0) == ((Qm ? (w(Qm >> 2, 341) + -1) | 0 : 0) | 0)) { re((Nm + 8) | 0) Lm = (q[(Nm + 24) >> 2] + q[(Nm + 28) >> 2]) | 0 Pm = q[(Nm + 16) >> 2] Km = q[(Nm + 12) >> 2] } Qm = 0 o: { if ((Km | 0) == (Pm | 0)) { break o } Qm = Km Km = ((Lm >>> 0) / 341) | 0 Qm = (q[(Qm + (Km << 2)) >> 2] + w((Lm - w(Km, 341)) | 0, 12)) | 0 } q[(Qm + 8) >> 2] = Xm q[(Qm + 4) >> 2] = Om q[Qm >> 2] = Rm Km = (q[(Nm + 28) >> 2] + 1) | 0 q[(Nm + 28) >> 2] = Km break e } if (!Rm) { break f } Um = 0 while (1) { p: { if (!Km) { Lm = q[en >> 2] break p } Lm = q[en >> 2] Wm = q[dn >> 2] an = q[Qm >> 2] kn = q[Vm >> 2] Km = 0 while (1) { Tm = (Wm + (Km << 2)) | 0 q[((q[Tm >> 2] << 2) + Lm) >> 2] = 0 Pm = q[Tm >> 2] << 2 Om = (q[a >> 2] - q[(Pm + kn) >> 2]) | 0 q: { if (!Om) { break q } Pm = (Lm + Pm) | 0 Xm = q[(a + 52) >> 2] Ym = (32 - Xm) | 0 if ((Om | 0) <= (Ym | 0)) { Sm = q[Zm >> 2] if ((Sm | 0) == q[fn >> 2]) { q[Pm >> 2] = 0 break q } q[Pm >> 2] = (q[Sm >> 2] << Xm) >>> (32 - Om) Om = (Om + q[(a + 52) >> 2]) | 0 q[(a + 52) >> 2] = Om if ((Om | 0) != 32) { break q } q[(a + 52) >> 2] = 0 q[Zm >> 2] = Sm + 4 break q } Sm = q[Zm >> 2] hn = (Sm + 4) | 0 if ((hn | 0) == q[fn >> 2]) { q[Pm >> 2] = 0 break q } ln = q[Sm >> 2] q[Zm >> 2] = hn Ym = (Om - Ym) | 0 q[(a + 52) >> 2] = Ym q[Pm >> 2] = (q[(Sm + 4) >> 2] >>> (32 - Ym)) | ((ln << Xm) >>> (32 - Om)) } Om = q[Tm >> 2] << 2 Pm = (Om + Lm) | 0 q[Pm >> 2] = q[Pm >> 2] | q[(Om + an) >> 2] Km = (Km + 1) | 0 if (Km >>> 0 < t[(a + 12) >> 2]) { continue } break } } Om = q[Lm >> 2] q[(Nm + 32) >> 2] = Om q[(Nm + 36) >> 2] = q[(Lm + 4) >> 2] q[(Nm + 40) >> 2] = q[(Lm + 8) >> 2] Lm = q[Ql >> 2] Pm = (Lm + 4) | 0 Km = q[Pm >> 2] r: { if (Km >>> 0 < t[(Lm + 8) >> 2]) { q[Km >> 2] = Om q[(Km + 4) >> 2] = q[(Nm + 36) >> 2] q[(Km + 8) >> 2] = q[(Nm + 40) >> 2] q[Pm >> 2] = Km + 12 break r } Dl(Lm, (Nm + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 Um = (Um + 1) | 0 if ((Um | 0) == (Rm | 0)) { break f } Km = q[(a + 12) >> 2] continue } } Km = q[(Nm + 28) >> 2] } if (Km) { continue } break } } se((Nm + 8) | 0) a = q[(Nm + 12) >> 2] $k = q[(Nm + 16) >> 2] s: { if ((a | 0) == ($k | 0)) { break s } while (1) { An(q[a >> 2]) a = (a + 4) | 0 if (($k | 0) != (a | 0)) { continue } break } a = q[(Nm + 16) >> 2] $k = q[(Nm + 12) >> 2] if ((a | 0) == ($k | 0)) { break s } q[(Nm + 16) >> 2] = a + ((((((a - $k) | 0) + -4) >>> 2) ^ -1) << 2) } a = q[(Nm + 8) >> 2] if (a) { An(a) } T = (Nm + 48) | 0 return } bn() F() } bn() F() } function xl(a, $k, Ql) { var mn = 0, nn = 0, on = 0, pn = 0, qn = 0, rn = 0, sn = 0, tn = 0, un = 0, vn = 0, wn = 0, xn = 0, yn = 0, zn = 0, Bn = 0, Cn = 0, En = 0, Fn = 0, Gn = 0, Hn = 0, In = 0, Jn = 0, Kn = 0, Ln = 0, Mn = 0, Nn = 0, On = 0 on = (T - 48) | 0 T = on mn = q[(a + 12) >> 2] q[(on + 16) >> 2] = 0 q[(on + 8) >> 2] = 0 q[(on + 12) >> 2] = 0 a: { if (mn) { if (mn >>> 0 >= 1073741824) { break a } nn = mn << 2 rn = Mm(nn) q[(on + 8) >> 2] = rn q[(on + 12) >> 2] = rn q[(on + 16) >> 2] = nn + rn qn = Dn(rn, 0, nn) pn = mn while (1) { qn = (qn + 4) | 0 pn = (pn + -1) | 0 if (pn) { continue } break } q[(on + 12) >> 2] = qn } nn = q[(a + 120) >> 2] sn = q[nn >> 2] if (sn) { q[(nn + 4) >> 2] = sn An(sn) q[(nn + 8) >> 2] = 0 q[nn >> 2] = 0 q[(nn + 4) >> 2] = 0 qn = q[(on + 12) >> 2] rn = q[(on + 8) >> 2] mn = q[(a + 12) >> 2] } q[nn >> 2] = rn q[(nn + 4) >> 2] = qn q[(nn + 8) >> 2] = q[(on + 16) >> 2] qn = 0 q[(on + 16) >> 2] = 0 q[(on + 8) >> 2] = 0 q[(on + 12) >> 2] = 0 pn = 0 b: { if (mn) { if (mn >>> 0 >= 1073741824) { break b } nn = mn << 2 pn = Mm(nn) q[(on + 8) >> 2] = pn q[(on + 12) >> 2] = pn q[(on + 16) >> 2] = nn + pn qn = Dn(pn, 0, nn) while (1) { qn = (qn + 4) | 0 mn = (mn + -1) | 0 if (mn) { continue } break } q[(on + 12) >> 2] = qn } mn = q[(a + 132) >> 2] nn = q[mn >> 2] if (nn) { q[(mn + 4) >> 2] = nn An(nn) q[(mn + 8) >> 2] = 0 q[mn >> 2] = 0 q[(mn + 4) >> 2] = 0 qn = q[(on + 12) >> 2] pn = q[(on + 8) >> 2] } q[mn >> 2] = pn q[(mn + 4) >> 2] = qn q[(mn + 8) >> 2] = q[(on + 16) >> 2] nn = (on + 24) | 0 q[nn >> 2] = 0 q[(nn + 4) >> 2] = 0 sn = (on + 16) | 0 q[sn >> 2] = 0 q[(sn + 4) >> 2] = 0 q[(on + 8) >> 2] = 0 q[(on + 12) >> 2] = 0 re((on + 8) | 0) pn = q[sn >> 2] sn = q[(on + 12) >> 2] mn = 0 c: { if ((pn | 0) == (sn | 0)) { break c } mn = (q[nn >> 2] + q[(on + 28) >> 2]) | 0 nn = ((mn >>> 0) / 341) | 0 mn = (q[(sn + (nn << 2)) >> 2] + w((mn - w(nn, 341)) | 0, 12)) | 0 } q[(mn + 4) >> 2] = 0 q[(mn + 8) >> 2] = 0 q[mn >> 2] = $k nn = q[(on + 28) >> 2] mn = (nn + 1) | 0 q[(on + 28) >> 2] = mn d: { if (mn >>> 0 < nn >>> 0) { break d } Cn = (a + 120) | 0 En = (a + 132) | 0 Fn = (a + 108) | 0 Gn = (a + 96) | 0 zn = (a + 48) | 0 Hn = (a + 40) | 0 Bn = (a + 28) | 0 In = (a + 20) | 0 Kn = (a + 80) | 0 while (1) { un = q[(on + 12) >> 2] qn = q[(on + 24) >> 2] rn = (mn + -1) | 0 nn = (qn + rn) | 0 sn = ((nn >>> 0) / 341) | 0 nn = (q[(un + (sn << 2)) >> 2] + w((nn - w(sn, 341)) | 0, 12)) | 0 wn = q[(nn + 8) >> 2] pn = q[(nn + 4) >> 2] sn = q[nn >> 2] q[(on + 28) >> 2] = rn nn = q[(on + 16) >> 2] rn = (nn - un) | 0 if (((((rn ? (w(rn >> 2, 341) + -1) | 0 : 0) - ((mn + qn) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(nn + -4) >> 2]) q[(on + 16) >> 2] = q[(on + 16) >> 2] + -4 } if (sn >>> 0 > $k >>> 0) { break d } mn = q[(a + 12) >> 2] qn = (pn | 0) == ((mn + -1) | 0) ? 0 : (pn + 1) | 0 if (qn >>> 0 >= mn >>> 0) { break d } mn = q[Cn >> 2] pn = w(wn, 12) rn = (mn + pn) | 0 e: { f: { un = qn << 2 xn = (pn + q[En >> 2]) | 0 nn = (q[a >> 2] - q[(un + q[xn >> 2]) >> 2]) | 0 if (!nn) { if (!sn) { break f } pn = 0 while (1) { mn = q[rn >> 2] qn = q[mn >> 2] q[(on + 32) >> 2] = qn q[(on + 36) >> 2] = q[(mn + 4) >> 2] q[(on + 40) >> 2] = q[(mn + 8) >> 2] nn = q[Ql >> 2] wn = (nn + 4) | 0 mn = q[wn >> 2] g: { if (mn >>> 0 < t[(nn + 8) >> 2]) { q[mn >> 2] = qn q[(mn + 4) >> 2] = q[(on + 36) >> 2] q[(mn + 8) >> 2] = q[(on + 40) >> 2] q[wn >> 2] = mn + 12 break g } Dl(nn, (on + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 pn = (pn + 1) | 0 if ((sn | 0) != (pn | 0)) { continue } break } break f } h: { i: { j: { k: { if (sn >>> 0 <= 2) { nn = q[Fn >> 2] q[nn >> 2] = qn pn = 1 mn = q[(a + 12) >> 2] if (mn >>> 0 > 1) { break k } break h } if (t[(a + 8) >> 2] > t[(a + 4) >> 2]) { break d } tn = mn mn = (pn + 12) | 0 hd((tn + mn) | 0, q[rn >> 2], q[(rn + 4) >> 2]) mn = (un + q[(mn + q[Cn >> 2]) >> 2]) | 0 q[mn >> 2] = q[mn >> 2] + (1 << (nn + -1)) mn = z(sn) ^ 31 nn = q[(a + 32) >> 2] vn = (32 - nn) | 0 l: { if ((mn | 0) <= (vn | 0)) { rn = q[Bn >> 2] if ((rn | 0) == q[In >> 2]) { nn = 0 break l } vn = q[rn >> 2] tn = (mn + nn) | 0 q[(a + 32) >> 2] = tn nn = (vn << nn) >>> (32 - mn) if ((tn | 0) != 32) { break l } q[(a + 32) >> 2] = 0 q[Bn >> 2] = rn + 4 break l } rn = q[Bn >> 2] tn = (rn + 4) | 0 if ((tn | 0) == q[In >> 2]) { nn = 0 break l } xn = q[rn >> 2] q[Bn >> 2] = tn vn = (mn - vn) | 0 q[(a + 32) >> 2] = vn nn = (q[(rn + 4) >> 2] >>> (32 - vn)) | ((xn << nn) >>> (32 - mn)) } vn = (wn + 1) | 0 mn = ((sn >>> 1) - nn) | 0 nn = (sn - mn) | 0 m: { if ((nn | 0) == (mn | 0)) { nn = mn break m } sn = q[(a + 88) >> 2] if ((sn | 0) == q[Kn >> 2]) { break j } rn = q[sn >> 2] tn = q[(a + 92) >> 2] xn = (tn + 1) | 0 q[(a + 92) >> 2] = xn rn = rn & (-2147483648 >>> tn) n: { if ((xn | 0) == 32) { q[(a + 92) >> 2] = 0 q[(a + 88) >> 2] = sn + 4 if (rn) { break n } break j } if (!rn) { break j } } } sn = nn nn = mn break i } while (1) { qn = ((mn + -1) | 0) == (qn | 0) ? 0 : (qn + 1) | 0 q[(nn + (pn << 2)) >> 2] = qn pn = (pn + 1) | 0 mn = q[(a + 12) >> 2] if (pn >>> 0 < mn >>> 0) { continue } break } break h } sn = mn } mn = q[En >> 2] pn = (mn + pn) | 0 rn = q[pn >> 2] un = (rn + un) | 0 q[un >> 2] = q[un >> 2] + 1 hd((mn + w(vn, 12)) | 0, rn, q[(pn + 4) >> 2]) if (nn) { pn = (q[(on + 28) >> 2] + q[(on + 24) >> 2]) | 0 rn = q[(on + 16) >> 2] mn = q[(on + 12) >> 2] un = (rn - mn) | 0 if ((pn | 0) == ((un ? (w(un >> 2, 341) + -1) | 0 : 0) | 0)) { re((on + 8) | 0) pn = (q[(on + 24) >> 2] + q[(on + 28) >> 2]) | 0 rn = q[(on + 16) >> 2] mn = q[(on + 12) >> 2] } if ((mn | 0) == (rn | 0)) { mn = 0 } else { tn = mn mn = ((pn >>> 0) / 341) | 0 mn = (q[(tn + (mn << 2)) >> 2] + w((pn - w(mn, 341)) | 0, 12)) | 0 } q[(mn + 8) >> 2] = wn q[(mn + 4) >> 2] = qn q[mn >> 2] = nn q[(on + 28) >> 2] = q[(on + 28) >> 2] + 1 } if (!sn) { break f } pn = (q[(on + 28) >> 2] + q[(on + 24) >> 2]) | 0 rn = q[(on + 16) >> 2] mn = q[(on + 12) >> 2] nn = (rn - mn) | 0 if ((pn | 0) == ((nn ? (w(nn >> 2, 341) + -1) | 0 : 0) | 0)) { re((on + 8) | 0) pn = (q[(on + 24) >> 2] + q[(on + 28) >> 2]) | 0 rn = q[(on + 16) >> 2] mn = q[(on + 12) >> 2] } nn = 0 o: { if ((mn | 0) == (rn | 0)) { break o } nn = mn mn = ((pn >>> 0) / 341) | 0 nn = (q[(nn + (mn << 2)) >> 2] + w((pn - w(mn, 341)) | 0, 12)) | 0 } q[(nn + 8) >> 2] = vn q[(nn + 4) >> 2] = qn q[nn >> 2] = sn mn = (q[(on + 28) >> 2] + 1) | 0 q[(on + 28) >> 2] = mn break e } if (!sn) { break f } wn = 0 while (1) { p: { if (!mn) { pn = q[Gn >> 2] break p } pn = q[Gn >> 2] Ln = q[Fn >> 2] Mn = q[rn >> 2] Nn = q[xn >> 2] mn = 0 while (1) { un = (Ln + (mn << 2)) | 0 q[((q[un >> 2] << 2) + pn) >> 2] = 0 qn = q[un >> 2] << 2 nn = (q[a >> 2] - q[(qn + Nn) >> 2]) | 0 q: { if (!nn) { break q } qn = (pn + qn) | 0 vn = q[(a + 52) >> 2] yn = (32 - vn) | 0 if ((nn | 0) <= (yn | 0)) { tn = q[zn >> 2] if ((tn | 0) == q[Hn >> 2]) { q[qn >> 2] = 0 break q } q[qn >> 2] = (q[tn >> 2] << vn) >>> (32 - nn) nn = (nn + q[(a + 52) >> 2]) | 0 q[(a + 52) >> 2] = nn if ((nn | 0) != 32) { break q } q[(a + 52) >> 2] = 0 q[zn >> 2] = tn + 4 break q } tn = q[zn >> 2] Jn = (tn + 4) | 0 if ((Jn | 0) == q[Hn >> 2]) { q[qn >> 2] = 0 break q } On = q[tn >> 2] q[zn >> 2] = Jn yn = (nn - yn) | 0 q[(a + 52) >> 2] = yn q[qn >> 2] = (q[(tn + 4) >> 2] >>> (32 - yn)) | ((On << vn) >>> (32 - nn)) } nn = q[un >> 2] << 2 qn = (nn + pn) | 0 q[qn >> 2] = q[qn >> 2] | q[(nn + Mn) >> 2] mn = (mn + 1) | 0 if (mn >>> 0 < t[(a + 12) >> 2]) { continue } break } } qn = q[pn >> 2] q[(on + 32) >> 2] = qn q[(on + 36) >> 2] = q[(pn + 4) >> 2] q[(on + 40) >> 2] = q[(pn + 8) >> 2] nn = q[Ql >> 2] pn = (nn + 4) | 0 mn = q[pn >> 2] r: { if (mn >>> 0 < t[(nn + 8) >> 2]) { q[mn >> 2] = qn q[(mn + 4) >> 2] = q[(on + 36) >> 2] q[(mn + 8) >> 2] = q[(on + 40) >> 2] q[pn >> 2] = mn + 12 break r } Dl(nn, (on + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 wn = (wn + 1) | 0 if ((wn | 0) == (sn | 0)) { break f } mn = q[(a + 12) >> 2] continue } } mn = q[(on + 28) >> 2] } if (mn) { continue } break } } se((on + 8) | 0) a = q[(on + 12) >> 2] $k = q[(on + 16) >> 2] s: { if ((a | 0) == ($k | 0)) { break s } while (1) { An(q[a >> 2]) a = (a + 4) | 0 if (($k | 0) != (a | 0)) { continue } break } a = q[(on + 16) >> 2] $k = q[(on + 12) >> 2] if ((a | 0) == ($k | 0)) { break s } q[(on + 16) >> 2] = a + ((((((a - $k) | 0) + -4) >>> 2) ^ -1) << 2) } a = q[(on + 8) >> 2] if (a) { An(a) } T = (on + 48) | 0 return } bn() F() } bn() F() } function yl(a, $k, Ql) { var Pn = 0, Qn = 0, Rn = 0, Sn = 0, Tn = 0, Un = 0, Vn = 0, Wn = 0, Xn = 0, Yn = 0, Zn = 0, _n = 0, $n = 0, ao = 0, bo = 0, co = 0, eo = 0, fo = 0, go = 0, ho = 0, io = 0, jo = 0, ko = 0, lo = 0, mo = 0, no = 0 Qn = (T - 48) | 0 T = Qn Pn = q[(a + 12) >> 2] q[(Qn + 16) >> 2] = 0 q[(Qn + 8) >> 2] = 0 q[(Qn + 12) >> 2] = 0 a: { if (Pn) { if (Pn >>> 0 >= 1073741824) { break a } Rn = Pn << 2 Tn = Mm(Rn) q[(Qn + 8) >> 2] = Tn q[(Qn + 12) >> 2] = Tn q[(Qn + 16) >> 2] = Rn + Tn Sn = Dn(Tn, 0, Rn) Rn = Pn while (1) { Sn = (Sn + 4) | 0 Rn = (Rn + -1) | 0 if (Rn) { continue } break } q[(Qn + 12) >> 2] = Sn } Rn = q[(a + 116) >> 2] Un = q[Rn >> 2] if (Un) { q[(Rn + 4) >> 2] = Un An(Un) q[(Rn + 8) >> 2] = 0 q[Rn >> 2] = 0 q[(Rn + 4) >> 2] = 0 Sn = q[(Qn + 12) >> 2] Tn = q[(Qn + 8) >> 2] Pn = q[(a + 12) >> 2] } q[Rn >> 2] = Tn q[(Rn + 4) >> 2] = Sn q[(Rn + 8) >> 2] = q[(Qn + 16) >> 2] Sn = 0 q[(Qn + 16) >> 2] = 0 q[(Qn + 8) >> 2] = 0 q[(Qn + 12) >> 2] = 0 Rn = 0 b: { if (Pn) { if (Pn >>> 0 >= 1073741824) { break b } Un = Pn << 2 Rn = Mm(Un) q[(Qn + 8) >> 2] = Rn q[(Qn + 12) >> 2] = Rn q[(Qn + 16) >> 2] = Rn + Un Sn = Dn(Rn, 0, Un) while (1) { Sn = (Sn + 4) | 0 Pn = (Pn + -1) | 0 if (Pn) { continue } break } q[(Qn + 12) >> 2] = Sn } Pn = q[(a + 128) >> 2] Un = q[Pn >> 2] if (Un) { q[(Pn + 4) >> 2] = Un An(Un) q[(Pn + 8) >> 2] = 0 q[Pn >> 2] = 0 q[(Pn + 4) >> 2] = 0 Sn = q[(Qn + 12) >> 2] Rn = q[(Qn + 8) >> 2] } q[Pn >> 2] = Rn q[(Pn + 4) >> 2] = Sn q[(Pn + 8) >> 2] = q[(Qn + 16) >> 2] Rn = (Qn + 24) | 0 q[Rn >> 2] = 0 q[(Rn + 4) >> 2] = 0 Un = (Qn + 16) | 0 q[Un >> 2] = 0 q[(Un + 4) >> 2] = 0 q[(Qn + 8) >> 2] = 0 q[(Qn + 12) >> 2] = 0 re((Qn + 8) | 0) Vn = q[Un >> 2] Un = q[(Qn + 12) >> 2] Pn = 0 c: { if ((Vn | 0) == (Un | 0)) { break c } Pn = (q[Rn >> 2] + q[(Qn + 28) >> 2]) | 0 Rn = ((Pn >>> 0) / 341) | 0 Pn = (q[(Un + (Rn << 2)) >> 2] + w((Pn - w(Rn, 341)) | 0, 12)) | 0 } q[(Pn + 4) >> 2] = 0 q[(Pn + 8) >> 2] = 0 q[Pn >> 2] = $k Rn = q[(Qn + 28) >> 2] Pn = (Rn + 1) | 0 q[(Qn + 28) >> 2] = Pn d: { if (Pn >>> 0 < Rn >>> 0) { break d } jo = (a + 16) | 0 eo = (a + 128) | 0 co = (a + 116) | 0 fo = (a + 104) | 0 go = (a + 92) | 0 ao = (a + 44) | 0 ho = (a + 36) | 0 ko = (a + 76) | 0 while (1) { Tn = q[(Qn + 12) >> 2] Vn = q[(Qn + 24) >> 2] Sn = (Pn + -1) | 0 Rn = (Vn + Sn) | 0 Un = ((Rn >>> 0) / 341) | 0 Rn = (q[(Tn + (Un << 2)) >> 2] + w((Rn - w(Un, 341)) | 0, 12)) | 0 Yn = q[(Rn + 8) >> 2] Xn = q[(Rn + 4) >> 2] Un = q[Rn >> 2] q[(Qn + 28) >> 2] = Sn Rn = q[(Qn + 16) >> 2] Sn = (Rn - Tn) | 0 if (((((Sn ? (w(Sn >> 2, 341) + -1) | 0 : 0) - ((Pn + Vn) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(Rn + -4) >> 2]) q[(Qn + 16) >> 2] = q[(Qn + 16) >> 2] + -4 } if (Un >>> 0 > $k >>> 0) { break d } Pn = q[co >> 2] Tn = w(Yn, 12) Zn = (Tn + q[eo >> 2]) | 0 Sn = ml(a, Zn, Xn) if (Sn >>> 0 >= t[(a + 12) >> 2]) { break d } Vn = (Pn + Tn) | 0 e: { Xn = Sn << 2 Rn = (q[a >> 2] - q[(Xn + q[Zn >> 2]) >> 2]) | 0 if (!Rn) { if (!Un) { break e } Rn = 0 while (1) { Pn = q[Vn >> 2] Tn = q[Pn >> 2] q[(Qn + 32) >> 2] = Tn q[(Qn + 36) >> 2] = q[(Pn + 4) >> 2] q[(Qn + 40) >> 2] = q[(Pn + 8) >> 2] Sn = q[Ql >> 2] Yn = (Sn + 4) | 0 Pn = q[Yn >> 2] f: { if (Pn >>> 0 < t[(Sn + 8) >> 2]) { q[Pn >> 2] = Tn q[(Pn + 4) >> 2] = q[(Qn + 36) >> 2] q[(Pn + 8) >> 2] = q[(Qn + 40) >> 2] q[Yn >> 2] = Pn + 12 break f } Dl(Sn, (Qn + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 Rn = (Rn + 1) | 0 if ((Un | 0) != (Rn | 0)) { continue } break } break e } g: { h: { i: { j: { if (Un >>> 0 <= 2) { Tn = q[fo >> 2] q[Tn >> 2] = Sn Rn = 1 Pn = q[(a + 12) >> 2] if (Pn >>> 0 > 1) { break j } break g } if (t[(a + 8) >> 2] > t[(a + 4) >> 2]) { break d } Pn = q[co >> 2] _n = (Yn + 1) | 0 Zn = w(_n, 12) Wn = (Pn + Zn) | 0 if ((Wn | 0) != (Vn | 0)) { hd(Wn, q[Vn >> 2], q[(Vn + 4) >> 2]) Pn = q[co >> 2] } Pn = (Xn + q[(Pn + Zn) >> 2]) | 0 q[Pn >> 2] = q[Pn >> 2] + (1 << (Rn + -1)) q[(Qn + 32) >> 2] = 0 eh(jo, z(Un) ^ 31, (Qn + 32) | 0) Pn = ((Un >>> 1) - q[(Qn + 32) >> 2]) | 0 Rn = (Un - Pn) | 0 k: { if ((Rn | 0) == (Pn | 0)) { Rn = Pn break k } Un = q[(a + 84) >> 2] if ((Un | 0) == q[ko >> 2]) { break i } Vn = q[Un >> 2] Wn = q[(a + 88) >> 2] bo = (Wn + 1) | 0 q[(a + 88) >> 2] = bo Vn = Vn & (-2147483648 >>> Wn) l: { if ((bo | 0) == 32) { q[(a + 88) >> 2] = 0 q[(a + 84) >> 2] = Un + 4 if (Vn) { break l } break i } if (!Vn) { break i } } } Un = Rn Rn = Pn break h } while (1) { Sn = ((Pn + -1) | 0) == (Sn | 0) ? 0 : (Sn + 1) | 0 q[(Tn + (Rn << 2)) >> 2] = Sn Rn = (Rn + 1) | 0 Pn = q[(a + 12) >> 2] if (Rn >>> 0 < Pn >>> 0) { continue } break } break g } Un = Pn } Pn = q[eo >> 2] Vn = (Pn + Tn) | 0 Tn = q[Vn >> 2] Xn = (Tn + Xn) | 0 q[Xn >> 2] = q[Xn >> 2] + 1 hd((Pn + Zn) | 0, Tn, q[(Vn + 4) >> 2]) if (Rn) { Tn = (q[(Qn + 28) >> 2] + q[(Qn + 24) >> 2]) | 0 Vn = q[(Qn + 16) >> 2] Pn = q[(Qn + 12) >> 2] Zn = (Vn - Pn) | 0 if ((Tn | 0) == ((Zn ? (w(Zn >> 2, 341) + -1) | 0 : 0) | 0)) { re((Qn + 8) | 0) Tn = (q[(Qn + 24) >> 2] + q[(Qn + 28) >> 2]) | 0 Vn = q[(Qn + 16) >> 2] Pn = q[(Qn + 12) >> 2] } if ((Pn | 0) == (Vn | 0)) { Pn = 0 } else { Vn = Pn Pn = ((Tn >>> 0) / 341) | 0 Pn = (q[(Vn + (Pn << 2)) >> 2] + w((Tn - w(Pn, 341)) | 0, 12)) | 0 } q[(Pn + 8) >> 2] = Yn q[(Pn + 4) >> 2] = Sn q[Pn >> 2] = Rn q[(Qn + 28) >> 2] = q[(Qn + 28) >> 2] + 1 } if (!Un) { break e } Rn = (q[(Qn + 28) >> 2] + q[(Qn + 24) >> 2]) | 0 Tn = q[(Qn + 16) >> 2] Pn = q[(Qn + 12) >> 2] Vn = (Tn - Pn) | 0 if ((Rn | 0) == ((Vn ? (w(Vn >> 2, 341) + -1) | 0 : 0) | 0)) { re((Qn + 8) | 0) Rn = (q[(Qn + 24) >> 2] + q[(Qn + 28) >> 2]) | 0 Tn = q[(Qn + 16) >> 2] Pn = q[(Qn + 12) >> 2] } Vn = 0 m: { if ((Pn | 0) == (Tn | 0)) { break m } Vn = Pn Pn = ((Rn >>> 0) / 341) | 0 Vn = (q[(Vn + (Pn << 2)) >> 2] + w((Rn - w(Pn, 341)) | 0, 12)) | 0 } q[(Vn + 8) >> 2] = _n q[(Vn + 4) >> 2] = Sn q[Vn >> 2] = Un q[(Qn + 28) >> 2] = q[(Qn + 28) >> 2] + 1 break e } if (!Un) { break e } Yn = 0 while (1) { n: { if (!Pn) { Rn = q[go >> 2] break n } Rn = q[go >> 2] bo = q[fo >> 2] lo = q[Vn >> 2] mo = q[Zn >> 2] Pn = 0 while (1) { Xn = (bo + (Pn << 2)) | 0 q[((q[Xn >> 2] << 2) + Rn) >> 2] = 0 Tn = q[Xn >> 2] << 2 Sn = (q[a >> 2] - q[(Tn + mo) >> 2]) | 0 o: { if (!Sn) { break o } Tn = (Rn + Tn) | 0 _n = q[(a + 48) >> 2] $n = (32 - _n) | 0 if ((Sn | 0) <= ($n | 0)) { Wn = q[ao >> 2] if ((Wn | 0) == q[ho >> 2]) { q[Tn >> 2] = 0 break o } q[Tn >> 2] = (q[Wn >> 2] << _n) >>> (32 - Sn) Sn = (Sn + q[(a + 48) >> 2]) | 0 q[(a + 48) >> 2] = Sn if ((Sn | 0) != 32) { break o } q[(a + 48) >> 2] = 0 q[ao >> 2] = Wn + 4 break o } Wn = q[ao >> 2] io = (Wn + 4) | 0 if ((io | 0) == q[ho >> 2]) { q[Tn >> 2] = 0 break o } no = q[Wn >> 2] q[ao >> 2] = io $n = (Sn - $n) | 0 q[(a + 48) >> 2] = $n q[Tn >> 2] = (q[(Wn + 4) >> 2] >>> (32 - $n)) | ((no << _n) >>> (32 - Sn)) } Sn = q[Xn >> 2] << 2 Tn = (Sn + Rn) | 0 q[Tn >> 2] = q[Tn >> 2] | q[(Sn + lo) >> 2] Pn = (Pn + 1) | 0 if (Pn >>> 0 < t[(a + 12) >> 2]) { continue } break } } Sn = q[Rn >> 2] q[(Qn + 32) >> 2] = Sn q[(Qn + 36) >> 2] = q[(Rn + 4) >> 2] q[(Qn + 40) >> 2] = q[(Rn + 8) >> 2] Rn = q[Ql >> 2] Tn = (Rn + 4) | 0 Pn = q[Tn >> 2] p: { if (Pn >>> 0 < t[(Rn + 8) >> 2]) { q[Pn >> 2] = Sn q[(Pn + 4) >> 2] = q[(Qn + 36) >> 2] q[(Pn + 8) >> 2] = q[(Qn + 40) >> 2] q[Tn >> 2] = Pn + 12 break p } Dl(Rn, (Qn + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 Yn = (Yn + 1) | 0 if ((Yn | 0) == (Un | 0)) { break e } Pn = q[(a + 12) >> 2] continue } } Pn = q[(Qn + 28) >> 2] if (Pn) { continue } break } } se((Qn + 8) | 0) a = q[(Qn + 12) >> 2] $k = q[(Qn + 16) >> 2] q: { if ((a | 0) == ($k | 0)) { break q } while (1) { An(q[a >> 2]) a = (a + 4) | 0 if (($k | 0) != (a | 0)) { continue } break } a = q[(Qn + 16) >> 2] $k = q[(Qn + 12) >> 2] if ((a | 0) == ($k | 0)) { break q } q[(Qn + 16) >> 2] = a + ((((((a - $k) | 0) + -4) >>> 2) ^ -1) << 2) } a = q[(Qn + 8) >> 2] if (a) { An(a) } T = (Qn + 48) | 0 return } bn() F() } bn() F() } function zl(a, $k, Ql) { var oo = 0, po = 0, qo = 0, ro = 0, so = 0, to = 0, uo = 0, vo = 0, wo = 0, xo = 0, yo = 0, zo = 0, Ao = 0, Bo = 0, Co = 0, Do = 0, Eo = 0, Fo = 0, Go = 0, Ho = 0, Io = 0, Jo = 0, Ko = 0, Lo = 0, Mo = 0, No = 0 po = (T - 48) | 0 T = po oo = q[(a + 12) >> 2] q[(po + 16) >> 2] = 0 q[(po + 8) >> 2] = 0 q[(po + 12) >> 2] = 0 a: { if (oo) { if (oo >>> 0 >= 1073741824) { break a } qo = oo << 2 uo = Mm(qo) q[(po + 8) >> 2] = uo q[(po + 12) >> 2] = uo q[(po + 16) >> 2] = qo + uo to = Dn(uo, 0, qo) ro = oo while (1) { to = (to + 4) | 0 ro = (ro + -1) | 0 if (ro) { continue } break } q[(po + 12) >> 2] = to } qo = q[(a + 116) >> 2] so = q[qo >> 2] if (so) { q[(qo + 4) >> 2] = so An(so) q[(qo + 8) >> 2] = 0 q[qo >> 2] = 0 q[(qo + 4) >> 2] = 0 to = q[(po + 12) >> 2] uo = q[(po + 8) >> 2] oo = q[(a + 12) >> 2] } q[qo >> 2] = uo q[(qo + 4) >> 2] = to q[(qo + 8) >> 2] = q[(po + 16) >> 2] to = 0 q[(po + 16) >> 2] = 0 q[(po + 8) >> 2] = 0 q[(po + 12) >> 2] = 0 ro = 0 b: { if (oo) { if (oo >>> 0 >= 1073741824) { break b } qo = oo << 2 ro = Mm(qo) q[(po + 8) >> 2] = ro q[(po + 12) >> 2] = ro q[(po + 16) >> 2] = qo + ro to = Dn(ro, 0, qo) while (1) { to = (to + 4) | 0 oo = (oo + -1) | 0 if (oo) { continue } break } q[(po + 12) >> 2] = to } oo = q[(a + 128) >> 2] qo = q[oo >> 2] if (qo) { q[(oo + 4) >> 2] = qo An(qo) q[(oo + 8) >> 2] = 0 q[oo >> 2] = 0 q[(oo + 4) >> 2] = 0 to = q[(po + 12) >> 2] ro = q[(po + 8) >> 2] } q[oo >> 2] = ro q[(oo + 4) >> 2] = to q[(oo + 8) >> 2] = q[(po + 16) >> 2] qo = (po + 24) | 0 q[qo >> 2] = 0 q[(qo + 4) >> 2] = 0 so = (po + 16) | 0 q[so >> 2] = 0 q[(so + 4) >> 2] = 0 q[(po + 8) >> 2] = 0 q[(po + 12) >> 2] = 0 re((po + 8) | 0) ro = q[so >> 2] so = q[(po + 12) >> 2] oo = 0 c: { if ((ro | 0) == (so | 0)) { break c } oo = (q[qo >> 2] + q[(po + 28) >> 2]) | 0 qo = ((oo >>> 0) / 341) | 0 oo = (q[(so + (qo << 2)) >> 2] + w((oo - w(qo, 341)) | 0, 12)) | 0 } q[(oo + 4) >> 2] = 0 q[(oo + 8) >> 2] = 0 q[oo >> 2] = $k qo = q[(po + 28) >> 2] oo = (qo + 1) | 0 q[(po + 28) >> 2] = oo d: { if (oo >>> 0 < qo >>> 0) { break d } Io = (a + 16) | 0 Co = (a + 116) | 0 Do = (a + 128) | 0 Eo = (a + 104) | 0 Fo = (a + 92) | 0 Bo = (a + 44) | 0 Go = (a + 36) | 0 Jo = (a + 76) | 0 while (1) { uo = q[(po + 12) >> 2] ro = q[(po + 24) >> 2] to = (oo + -1) | 0 qo = (ro + to) | 0 so = ((qo >>> 0) / 341) | 0 qo = (q[(uo + (so << 2)) >> 2] + w((qo - w(so, 341)) | 0, 12)) | 0 xo = q[(qo + 8) >> 2] so = q[(qo + 4) >> 2] qo = q[qo >> 2] q[(po + 28) >> 2] = to to = q[(po + 16) >> 2] uo = (to - uo) | 0 if (((((uo ? (w(uo >> 2, 341) + -1) | 0 : 0) - ((oo + ro) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(to + -4) >> 2]) q[(po + 16) >> 2] = q[(po + 16) >> 2] + -4 } if (qo >>> 0 > $k >>> 0) { break d } oo = q[(a + 12) >> 2] to = (so | 0) == ((oo + -1) | 0) ? 0 : (so + 1) | 0 if (to >>> 0 >= oo >>> 0) { break d } oo = q[Co >> 2] ro = w(xo, 12) uo = (oo + ro) | 0 e: { wo = to << 2 zo = (ro + q[Do >> 2]) | 0 so = (q[a >> 2] - q[(wo + q[zo >> 2]) >> 2]) | 0 if (!so) { if (!qo) { break e } ro = 0 while (1) { oo = q[uo >> 2] to = q[oo >> 2] q[(po + 32) >> 2] = to q[(po + 36) >> 2] = q[(oo + 4) >> 2] q[(po + 40) >> 2] = q[(oo + 8) >> 2] so = q[Ql >> 2] xo = (so + 4) | 0 oo = q[xo >> 2] f: { if (oo >>> 0 < t[(so + 8) >> 2]) { q[oo >> 2] = to q[(oo + 4) >> 2] = q[(po + 36) >> 2] q[(oo + 8) >> 2] = q[(po + 40) >> 2] q[xo >> 2] = oo + 12 break f } Dl(so, (po + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 ro = (ro + 1) | 0 if ((qo | 0) != (ro | 0)) { continue } break } break e } g: { h: { i: { j: { if (qo >>> 0 <= 2) { so = q[Eo >> 2] q[so >> 2] = to ro = 1 oo = q[(a + 12) >> 2] if (oo >>> 0 > 1) { break j } break g } if (t[(a + 8) >> 2] > t[(a + 4) >> 2]) { break d } vo = oo oo = (ro + 12) | 0 hd((vo + oo) | 0, q[uo >> 2], q[(uo + 4) >> 2]) oo = (wo + q[(oo + q[Co >> 2]) >> 2]) | 0 q[oo >> 2] = q[oo >> 2] + (1 << (so + -1)) q[(po + 32) >> 2] = 0 eh(Io, z(qo) ^ 31, (po + 32) | 0) yo = (xo + 1) | 0 oo = ((qo >>> 1) - q[(po + 32) >> 2]) | 0 qo = (qo - oo) | 0 k: { if ((qo | 0) == (oo | 0)) { qo = oo break k } so = q[(a + 84) >> 2] if ((so | 0) == q[Jo >> 2]) { break i } uo = q[so >> 2] vo = q[(a + 88) >> 2] zo = (vo + 1) | 0 q[(a + 88) >> 2] = zo uo = uo & (-2147483648 >>> vo) l: { if ((zo | 0) == 32) { q[(a + 88) >> 2] = 0 q[(a + 84) >> 2] = so + 4 if (uo) { break l } break i } if (!uo) { break i } } } so = qo qo = oo break h } while (1) { to = ((oo + -1) | 0) == (to | 0) ? 0 : (to + 1) | 0 q[(so + (ro << 2)) >> 2] = to ro = (ro + 1) | 0 oo = q[(a + 12) >> 2] if (ro >>> 0 < oo >>> 0) { continue } break } break g } so = oo } oo = q[Do >> 2] ro = (oo + ro) | 0 uo = q[ro >> 2] wo = (uo + wo) | 0 q[wo >> 2] = q[wo >> 2] + 1 hd((oo + w(yo, 12)) | 0, uo, q[(ro + 4) >> 2]) if (qo) { ro = (q[(po + 28) >> 2] + q[(po + 24) >> 2]) | 0 uo = q[(po + 16) >> 2] oo = q[(po + 12) >> 2] wo = (uo - oo) | 0 if ((ro | 0) == ((wo ? (w(wo >> 2, 341) + -1) | 0 : 0) | 0)) { re((po + 8) | 0) ro = (q[(po + 24) >> 2] + q[(po + 28) >> 2]) | 0 uo = q[(po + 16) >> 2] oo = q[(po + 12) >> 2] } if ((oo | 0) == (uo | 0)) { oo = 0 } else { vo = oo oo = ((ro >>> 0) / 341) | 0 oo = (q[(vo + (oo << 2)) >> 2] + w((ro - w(oo, 341)) | 0, 12)) | 0 } q[(oo + 8) >> 2] = xo q[(oo + 4) >> 2] = to q[oo >> 2] = qo q[(po + 28) >> 2] = q[(po + 28) >> 2] + 1 } if (!so) { break e } ro = (q[(po + 28) >> 2] + q[(po + 24) >> 2]) | 0 uo = q[(po + 16) >> 2] oo = q[(po + 12) >> 2] qo = (uo - oo) | 0 if ((ro | 0) == ((qo ? (w(qo >> 2, 341) + -1) | 0 : 0) | 0)) { re((po + 8) | 0) ro = (q[(po + 24) >> 2] + q[(po + 28) >> 2]) | 0 uo = q[(po + 16) >> 2] oo = q[(po + 12) >> 2] } qo = 0 m: { if ((oo | 0) == (uo | 0)) { break m } qo = oo oo = ((ro >>> 0) / 341) | 0 qo = (q[(qo + (oo << 2)) >> 2] + w((ro - w(oo, 341)) | 0, 12)) | 0 } q[(qo + 8) >> 2] = yo q[(qo + 4) >> 2] = to q[qo >> 2] = so q[(po + 28) >> 2] = q[(po + 28) >> 2] + 1 break e } if (!qo) { break e } xo = 0 while (1) { n: { if (!oo) { ro = q[Fo >> 2] break n } ro = q[Fo >> 2] Ko = q[Eo >> 2] Lo = q[uo >> 2] Mo = q[zo >> 2] oo = 0 while (1) { wo = (Ko + (oo << 2)) | 0 q[((q[wo >> 2] << 2) + ro) >> 2] = 0 to = q[wo >> 2] << 2 so = (q[a >> 2] - q[(to + Mo) >> 2]) | 0 o: { if (!so) { break o } to = (ro + to) | 0 yo = q[(a + 48) >> 2] Ao = (32 - yo) | 0 if ((so | 0) <= (Ao | 0)) { vo = q[Bo >> 2] if ((vo | 0) == q[Go >> 2]) { q[to >> 2] = 0 break o } q[to >> 2] = (q[vo >> 2] << yo) >>> (32 - so) so = (so + q[(a + 48) >> 2]) | 0 q[(a + 48) >> 2] = so if ((so | 0) != 32) { break o } q[(a + 48) >> 2] = 0 q[Bo >> 2] = vo + 4 break o } vo = q[Bo >> 2] Ho = (vo + 4) | 0 if ((Ho | 0) == q[Go >> 2]) { q[to >> 2] = 0 break o } No = q[vo >> 2] q[Bo >> 2] = Ho Ao = (so - Ao) | 0 q[(a + 48) >> 2] = Ao q[to >> 2] = (q[(vo + 4) >> 2] >>> (32 - Ao)) | ((No << yo) >>> (32 - so)) } so = q[wo >> 2] << 2 to = (so + ro) | 0 q[to >> 2] = q[to >> 2] | q[(so + Lo) >> 2] oo = (oo + 1) | 0 if (oo >>> 0 < t[(a + 12) >> 2]) { continue } break } } to = q[ro >> 2] q[(po + 32) >> 2] = to q[(po + 36) >> 2] = q[(ro + 4) >> 2] q[(po + 40) >> 2] = q[(ro + 8) >> 2] so = q[Ql >> 2] ro = (so + 4) | 0 oo = q[ro >> 2] p: { if (oo >>> 0 < t[(so + 8) >> 2]) { q[oo >> 2] = to q[(oo + 4) >> 2] = q[(po + 36) >> 2] q[(oo + 8) >> 2] = q[(po + 40) >> 2] q[ro >> 2] = oo + 12 break p } Dl(so, (po + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 xo = (xo + 1) | 0 if ((xo | 0) == (qo | 0)) { break e } oo = q[(a + 12) >> 2] continue } } oo = q[(po + 28) >> 2] if (oo) { continue } break } } se((po + 8) | 0) a = q[(po + 12) >> 2] $k = q[(po + 16) >> 2] q: { if ((a | 0) == ($k | 0)) { break q } while (1) { An(q[a >> 2]) a = (a + 4) | 0 if (($k | 0) != (a | 0)) { continue } break } a = q[(po + 16) >> 2] $k = q[(po + 12) >> 2] if ((a | 0) == ($k | 0)) { break q } q[(po + 16) >> 2] = a + ((((((a - $k) | 0) + -4) >>> 2) ^ -1) << 2) } a = q[(po + 8) >> 2] if (a) { An(a) } T = (po + 48) | 0 return } bn() F() } bn() F() } function Al(a, $k, Ql) { var Oo = 0, Po = 0, Qo = 0, Ro = 0, So = 0, To = 0, Uo = 0, Vo = 0, Wo = 0, Xo = 0, Yo = 0, Zo = 0, _o = 0, $o = 0, ap = 0, bp = 0, cp = 0, dp = 0, ep = 0, fp = 0, gp = 0, hp = 0, ip = 0, jp = 0, kp = 0 Qo = (T - 48) | 0 T = Qo Oo = q[(a + 12) >> 2] q[(Qo + 16) >> 2] = 0 q[(Qo + 8) >> 2] = 0 q[(Qo + 12) >> 2] = 0 a: { if (Oo) { if (Oo >>> 0 >= 1073741824) { break a } Po = Oo << 2 So = Mm(Po) q[(Qo + 8) >> 2] = So q[(Qo + 12) >> 2] = So q[(Qo + 16) >> 2] = Po + So Ro = Dn(So, 0, Po) Po = Oo while (1) { Ro = (Ro + 4) | 0 Po = (Po + -1) | 0 if (Po) { continue } break } q[(Qo + 12) >> 2] = Ro } Po = q[(a + 628) >> 2] To = q[Po >> 2] if (To) { q[(Po + 4) >> 2] = To An(To) q[(Po + 8) >> 2] = 0 q[Po >> 2] = 0 q[(Po + 4) >> 2] = 0 Ro = q[(Qo + 12) >> 2] So = q[(Qo + 8) >> 2] Oo = q[(a + 12) >> 2] } q[Po >> 2] = So q[(Po + 4) >> 2] = Ro q[(Po + 8) >> 2] = q[(Qo + 16) >> 2] Ro = 0 q[(Qo + 16) >> 2] = 0 q[(Qo + 8) >> 2] = 0 q[(Qo + 12) >> 2] = 0 Po = 0 b: { if (Oo) { if (Oo >>> 0 >= 1073741824) { break b } So = Oo << 2 Po = Mm(So) q[(Qo + 8) >> 2] = Po q[(Qo + 12) >> 2] = Po q[(Qo + 16) >> 2] = Po + So Ro = Dn(Po, 0, So) while (1) { Ro = (Ro + 4) | 0 Oo = (Oo + -1) | 0 if (Oo) { continue } break } q[(Qo + 12) >> 2] = Ro } Oo = q[(a + 640) >> 2] So = q[Oo >> 2] if (So) { q[(Oo + 4) >> 2] = So An(So) q[(Oo + 8) >> 2] = 0 q[Oo >> 2] = 0 q[(Oo + 4) >> 2] = 0 Ro = q[(Qo + 12) >> 2] Po = q[(Qo + 8) >> 2] } q[Oo >> 2] = Po q[(Oo + 4) >> 2] = Ro q[(Oo + 8) >> 2] = q[(Qo + 16) >> 2] Po = (Qo + 24) | 0 q[Po >> 2] = 0 q[(Po + 4) >> 2] = 0 So = (Qo + 16) | 0 q[So >> 2] = 0 q[(So + 4) >> 2] = 0 q[(Qo + 8) >> 2] = 0 q[(Qo + 12) >> 2] = 0 re((Qo + 8) | 0) To = q[So >> 2] So = q[(Qo + 12) >> 2] Oo = 0 c: { if ((To | 0) == (So | 0)) { break c } Oo = (q[Po >> 2] + q[(Qo + 28) >> 2]) | 0 Po = ((Oo >>> 0) / 341) | 0 Oo = (q[(So + (Po << 2)) >> 2] + w((Oo - w(Po, 341)) | 0, 12)) | 0 } q[(Oo + 4) >> 2] = 0 q[(Oo + 8) >> 2] = 0 q[Oo >> 2] = $k Po = q[(Qo + 28) >> 2] Oo = (Po + 1) | 0 q[(Qo + 28) >> 2] = Oo d: { if (Oo >>> 0 < Po >>> 0) { break d } cp = (a + 640) | 0 bp = (a + 628) | 0 dp = (a + 616) | 0 ep = (a + 604) | 0 $o = (a + 556) | 0 fp = (a + 548) | 0 hp = (a + 588) | 0 while (1) { Vo = q[(Qo + 12) >> 2] To = q[(Qo + 24) >> 2] Ro = (Oo + -1) | 0 Po = (To + Ro) | 0 So = ((Po >>> 0) / 341) | 0 Po = (q[(Vo + (So << 2)) >> 2] + w((Po - w(So, 341)) | 0, 12)) | 0 Uo = q[(Po + 8) >> 2] Wo = q[(Po + 4) >> 2] So = q[Po >> 2] q[(Qo + 28) >> 2] = Ro Po = q[(Qo + 16) >> 2] Ro = (Po - Vo) | 0 if (((((Ro ? (w(Ro >> 2, 341) + -1) | 0 : 0) - ((Oo + To) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(Po + -4) >> 2]) q[(Qo + 16) >> 2] = q[(Qo + 16) >> 2] + -4 } Po = 0 if (So >>> 0 > $k >>> 0) { break d } Oo = q[bp >> 2] Vo = w(Uo, 12) Xo = (Vo + q[cp >> 2]) | 0 Ro = ml(a, Xo, Wo) if (Ro >>> 0 >= t[(a + 12) >> 2]) { break d } To = (Oo + Vo) | 0 e: { f: { Wo = Ro << 2 Zo = (q[a >> 2] - q[(Wo + q[Xo >> 2]) >> 2]) | 0 if (!Zo) { if (!So) { break f } while (1) { Oo = q[To >> 2] Uo = q[Oo >> 2] q[(Qo + 32) >> 2] = Uo q[(Qo + 36) >> 2] = q[(Oo + 4) >> 2] q[(Qo + 40) >> 2] = q[(Oo + 8) >> 2] Ro = q[Ql >> 2] Vo = (Ro + 4) | 0 Oo = q[Vo >> 2] g: { if (Oo >>> 0 < t[(Ro + 8) >> 2]) { q[Oo >> 2] = Uo q[(Oo + 4) >> 2] = q[(Qo + 36) >> 2] q[(Oo + 8) >> 2] = q[(Qo + 40) >> 2] q[Vo >> 2] = Oo + 12 break g } Dl(Ro, (Qo + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 Po = (Po + 1) | 0 if ((So | 0) != (Po | 0)) { continue } break } break f } h: { i: { j: { k: { if (So >>> 0 <= 2) { Uo = q[dp >> 2] q[Uo >> 2] = Ro Po = 1 Oo = q[(a + 12) >> 2] if (Oo >>> 0 > 1) { break k } break h } if (t[(a + 8) >> 2] > t[(a + 4) >> 2]) { break d } Oo = q[bp >> 2] Yo = (Uo + 1) | 0 Xo = w(Yo, 12) Po = (Oo + Xo) | 0 if ((Po | 0) != (To | 0)) { hd(Po, q[To >> 2], q[(To + 4) >> 2]) Oo = q[bp >> 2] } Oo = (Wo + q[(Oo + Xo) >> 2]) | 0 q[Oo >> 2] = q[Oo >> 2] + (1 << (Zo + -1)) Po = 0 Oo = 0 To = z(So) ^ 31 if (To) { while (1) { Po = dh(((((Oo << 4) + a) | 0) + 16) | 0) | (Po << 1) Oo = (Oo + 1) | 0 if ((To | 0) != (Oo | 0)) { continue } break } } Po = ((So >>> 1) - Po) | 0 Oo = (So - Po) | 0 l: { if ((Oo | 0) == (Po | 0)) { Oo = Po break l } So = q[(a + 596) >> 2] if ((So | 0) == q[hp >> 2]) { break j } To = q[So >> 2] Zo = q[(a + 600) >> 2] ap = (Zo + 1) | 0 q[(a + 600) >> 2] = ap To = To & (-2147483648 >>> Zo) m: { if ((ap | 0) == 32) { q[(a + 600) >> 2] = 0 q[(a + 596) >> 2] = So + 4 if (To) { break m } break j } if (!To) { break j } } } So = Oo Oo = Po break i } while (1) { Ro = ((Oo + -1) | 0) == (Ro | 0) ? 0 : (Ro + 1) | 0 q[(Uo + (Po << 2)) >> 2] = Ro Po = (Po + 1) | 0 Oo = q[(a + 12) >> 2] if (Po >>> 0 < Oo >>> 0) { continue } break } break h } So = Po } Po = q[cp >> 2] To = (Po + Vo) | 0 Vo = q[To >> 2] Wo = (Vo + Wo) | 0 q[Wo >> 2] = q[Wo >> 2] + 1 hd((Po + Xo) | 0, Vo, q[(To + 4) >> 2]) if (Oo) { Vo = (q[(Qo + 28) >> 2] + q[(Qo + 24) >> 2]) | 0 Xo = q[(Qo + 16) >> 2] Po = q[(Qo + 12) >> 2] To = (Xo - Po) | 0 if ((Vo | 0) == ((To ? (w(To >> 2, 341) + -1) | 0 : 0) | 0)) { re((Qo + 8) | 0) Vo = (q[(Qo + 24) >> 2] + q[(Qo + 28) >> 2]) | 0 Xo = q[(Qo + 16) >> 2] Po = q[(Qo + 12) >> 2] } To = 0 n: { if ((Po | 0) == (Xo | 0)) { break n } To = Po Po = ((Vo >>> 0) / 341) | 0 To = (q[(To + (Po << 2)) >> 2] + w((Vo - w(Po, 341)) | 0, 12)) | 0 } q[(To + 8) >> 2] = Uo q[(To + 4) >> 2] = Ro q[To >> 2] = Oo q[(Qo + 28) >> 2] = q[(Qo + 28) >> 2] + 1 } if (!So) { break f } Po = (q[(Qo + 28) >> 2] + q[(Qo + 24) >> 2]) | 0 To = q[(Qo + 16) >> 2] Oo = q[(Qo + 12) >> 2] Uo = (To - Oo) | 0 if ((Po | 0) == ((Uo ? (w(Uo >> 2, 341) + -1) | 0 : 0) | 0)) { re((Qo + 8) | 0) To = q[(Qo + 16) >> 2] Po = (q[(Qo + 24) >> 2] + q[(Qo + 28) >> 2]) | 0 Oo = q[(Qo + 12) >> 2] } if ((Oo | 0) == (To | 0)) { Oo = 0 } else { To = Oo Oo = ((Po >>> 0) / 341) | 0 Oo = (q[(To + (Oo << 2)) >> 2] + w((Po - w(Oo, 341)) | 0, 12)) | 0 } q[(Oo + 8) >> 2] = Yo q[(Oo + 4) >> 2] = Ro q[Oo >> 2] = So Oo = (q[(Qo + 28) >> 2] + 1) | 0 q[(Qo + 28) >> 2] = Oo break e } if (!So) { break f } Vo = 0 while (1) { o: { if (!Oo) { Po = q[ep >> 2] break o } Po = q[ep >> 2] ap = q[dp >> 2] ip = q[To >> 2] jp = q[Xo >> 2] Oo = 0 while (1) { Wo = (ap + (Oo << 2)) | 0 q[((q[Wo >> 2] << 2) + Po) >> 2] = 0 Uo = q[Wo >> 2] << 2 Ro = (q[a >> 2] - q[(Uo + jp) >> 2]) | 0 p: { if (!Ro) { break p } Uo = (Po + Uo) | 0 Zo = q[(a + 560) >> 2] _o = (32 - Zo) | 0 if ((Ro | 0) <= (_o | 0)) { Yo = q[$o >> 2] if ((Yo | 0) == q[fp >> 2]) { q[Uo >> 2] = 0 break p } q[Uo >> 2] = (q[Yo >> 2] << Zo) >>> (32 - Ro) Ro = (Ro + q[(a + 560) >> 2]) | 0 q[(a + 560) >> 2] = Ro if ((Ro | 0) != 32) { break p } q[(a + 560) >> 2] = 0 q[$o >> 2] = Yo + 4 break p } Yo = q[$o >> 2] gp = (Yo + 4) | 0 if ((gp | 0) == q[fp >> 2]) { q[Uo >> 2] = 0 break p } kp = q[Yo >> 2] q[$o >> 2] = gp _o = (Ro - _o) | 0 q[(a + 560) >> 2] = _o q[Uo >> 2] = (q[(Yo + 4) >> 2] >>> (32 - _o)) | ((kp << Zo) >>> (32 - Ro)) } Ro = q[Wo >> 2] << 2 Uo = (Ro + Po) | 0 q[Uo >> 2] = q[Uo >> 2] | q[(Ro + ip) >> 2] Oo = (Oo + 1) | 0 if (Oo >>> 0 < t[(a + 12) >> 2]) { continue } break } } Ro = q[Po >> 2] q[(Qo + 32) >> 2] = Ro q[(Qo + 36) >> 2] = q[(Po + 4) >> 2] q[(Qo + 40) >> 2] = q[(Po + 8) >> 2] Po = q[Ql >> 2] Uo = (Po + 4) | 0 Oo = q[Uo >> 2] q: { if (Oo >>> 0 < t[(Po + 8) >> 2]) { q[Oo >> 2] = Ro q[(Oo + 4) >> 2] = q[(Qo + 36) >> 2] q[(Oo + 8) >> 2] = q[(Qo + 40) >> 2] q[Uo >> 2] = Oo + 12 break q } Dl(Po, (Qo + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 Vo = (Vo + 1) | 0 if ((Vo | 0) == (So | 0)) { break f } Oo = q[(a + 12) >> 2] continue } } Oo = q[(Qo + 28) >> 2] } if (Oo) { continue } break } } se((Qo + 8) | 0) a = q[(Qo + 12) >> 2] $k = q[(Qo + 16) >> 2] r: { if ((a | 0) == ($k | 0)) { break r } while (1) { An(q[a >> 2]) a = (a + 4) | 0 if (($k | 0) != (a | 0)) { continue } break } a = q[(Qo + 16) >> 2] $k = q[(Qo + 12) >> 2] if ((a | 0) == ($k | 0)) { break r } q[(Qo + 16) >> 2] = a + ((((((a - $k) | 0) + -4) >>> 2) ^ -1) << 2) } a = q[(Qo + 8) >> 2] if (a) { An(a) } T = (Qo + 48) | 0 return } bn() F() } bn() F() } function Bl(a, $k, Ql) { var lp = 0, mp = 0, np = 0, op = 0, pp = 0, qp = 0, rp = 0, sp = 0, tp = 0, up = 0, vp = 0, wp = 0, xp = 0, yp = 0, zp = 0, Ap = 0, Bp = 0, Cp = 0, Dp = 0, Ep = 0, Fp = 0, Gp = 0, Hp = 0, Ip = 0, Jp = 0 np = (T - 48) | 0 T = np lp = q[(a + 12) >> 2] q[(np + 16) >> 2] = 0 q[(np + 8) >> 2] = 0 q[(np + 12) >> 2] = 0 a: { if (lp) { if (lp >>> 0 >= 1073741824) { break a } mp = lp << 2 pp = Mm(mp) q[(np + 8) >> 2] = pp q[(np + 12) >> 2] = pp q[(np + 16) >> 2] = mp + pp qp = Dn(pp, 0, mp) mp = lp while (1) { qp = (qp + 4) | 0 mp = (mp + -1) | 0 if (mp) { continue } break } q[(np + 12) >> 2] = qp } mp = q[(a + 628) >> 2] op = q[mp >> 2] if (op) { q[(mp + 4) >> 2] = op An(op) q[(mp + 8) >> 2] = 0 q[mp >> 2] = 0 q[(mp + 4) >> 2] = 0 qp = q[(np + 12) >> 2] pp = q[(np + 8) >> 2] lp = q[(a + 12) >> 2] } q[mp >> 2] = pp q[(mp + 4) >> 2] = qp q[(mp + 8) >> 2] = q[(np + 16) >> 2] qp = 0 q[(np + 16) >> 2] = 0 q[(np + 8) >> 2] = 0 q[(np + 12) >> 2] = 0 mp = 0 b: { if (lp) { if (lp >>> 0 >= 1073741824) { break b } pp = lp << 2 mp = Mm(pp) q[(np + 8) >> 2] = mp q[(np + 12) >> 2] = mp q[(np + 16) >> 2] = mp + pp qp = Dn(mp, 0, pp) while (1) { qp = (qp + 4) | 0 lp = (lp + -1) | 0 if (lp) { continue } break } q[(np + 12) >> 2] = qp } lp = q[(a + 640) >> 2] pp = q[lp >> 2] if (pp) { q[(lp + 4) >> 2] = pp An(pp) q[(lp + 8) >> 2] = 0 q[lp >> 2] = 0 q[(lp + 4) >> 2] = 0 qp = q[(np + 12) >> 2] mp = q[(np + 8) >> 2] } q[lp >> 2] = mp q[(lp + 4) >> 2] = qp q[(lp + 8) >> 2] = q[(np + 16) >> 2] mp = (np + 24) | 0 q[mp >> 2] = 0 q[(mp + 4) >> 2] = 0 pp = (np + 16) | 0 q[pp >> 2] = 0 q[(pp + 4) >> 2] = 0 q[(np + 8) >> 2] = 0 q[(np + 12) >> 2] = 0 re((np + 8) | 0) op = q[pp >> 2] pp = q[(np + 12) >> 2] lp = 0 c: { if ((op | 0) == (pp | 0)) { break c } lp = (q[mp >> 2] + q[(np + 28) >> 2]) | 0 mp = ((lp >>> 0) / 341) | 0 lp = (q[(pp + (mp << 2)) >> 2] + w((lp - w(mp, 341)) | 0, 12)) | 0 } q[(lp + 4) >> 2] = 0 q[(lp + 8) >> 2] = 0 q[lp >> 2] = $k mp = q[(np + 28) >> 2] lp = (mp + 1) | 0 q[(np + 28) >> 2] = lp d: { if (lp >>> 0 < mp >>> 0) { break d } zp = (a + 628) | 0 Ap = (a + 640) | 0 Bp = (a + 616) | 0 Cp = (a + 604) | 0 yp = (a + 556) | 0 Dp = (a + 548) | 0 Fp = (a + 588) | 0 while (1) { sp = q[(np + 12) >> 2] qp = q[(np + 24) >> 2] rp = (lp + -1) | 0 mp = (qp + rp) | 0 pp = ((mp >>> 0) / 341) | 0 mp = (q[(sp + (pp << 2)) >> 2] + w((mp - w(pp, 341)) | 0, 12)) | 0 up = q[(mp + 8) >> 2] op = q[(mp + 4) >> 2] pp = q[mp >> 2] q[(np + 28) >> 2] = rp mp = q[(np + 16) >> 2] rp = (mp - sp) | 0 if (((((rp ? (w(rp >> 2, 341) + -1) | 0 : 0) - ((lp + qp) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(mp + -4) >> 2]) q[(np + 16) >> 2] = q[(np + 16) >> 2] + -4 } if (pp >>> 0 > $k >>> 0) { break d } lp = q[(a + 12) >> 2] qp = (op | 0) == ((lp + -1) | 0) ? 0 : (op + 1) | 0 if (qp >>> 0 >= lp >>> 0) { break d } lp = q[zp >> 2] op = w(up, 12) rp = (lp + op) | 0 e: { f: { sp = qp << 2 wp = (op + q[Ap >> 2]) | 0 mp = (q[a >> 2] - q[(sp + q[wp >> 2]) >> 2]) | 0 if (!mp) { if (!pp) { break f } mp = 0 while (1) { lp = q[rp >> 2] qp = q[lp >> 2] q[(np + 32) >> 2] = qp q[(np + 36) >> 2] = q[(lp + 4) >> 2] q[(np + 40) >> 2] = q[(lp + 8) >> 2] op = q[Ql >> 2] up = (op + 4) | 0 lp = q[up >> 2] g: { if (lp >>> 0 < t[(op + 8) >> 2]) { q[lp >> 2] = qp q[(lp + 4) >> 2] = q[(np + 36) >> 2] q[(lp + 8) >> 2] = q[(np + 40) >> 2] q[up >> 2] = lp + 12 break g } Dl(op, (np + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 mp = (mp + 1) | 0 if ((pp | 0) != (mp | 0)) { continue } break } break f } h: { i: { j: { k: { if (pp >>> 0 <= 2) { op = q[Bp >> 2] q[op >> 2] = qp mp = 1 lp = q[(a + 12) >> 2] if (lp >>> 0 > 1) { break k } break h } if (t[(a + 8) >> 2] > t[(a + 4) >> 2]) { break d } tp = lp lp = (op + 12) | 0 hd((tp + lp) | 0, q[rp >> 2], q[(rp + 4) >> 2]) lp = (sp + q[(lp + q[zp >> 2]) >> 2]) | 0 q[lp >> 2] = q[lp >> 2] + (1 << (mp + -1)) mp = 0 lp = 0 rp = z(pp) ^ 31 if (rp) { while (1) { mp = dh(((((lp << 4) + a) | 0) + 16) | 0) | (mp << 1) lp = (lp + 1) | 0 if ((rp | 0) != (lp | 0)) { continue } break } } vp = (up + 1) | 0 mp = ((pp >>> 1) - mp) | 0 lp = (pp - mp) | 0 l: { if ((lp | 0) == (mp | 0)) { lp = mp break l } pp = q[(a + 596) >> 2] if ((pp | 0) == q[Fp >> 2]) { break j } rp = q[pp >> 2] tp = q[(a + 600) >> 2] wp = (tp + 1) | 0 q[(a + 600) >> 2] = wp rp = rp & (-2147483648 >>> tp) m: { if ((wp | 0) == 32) { q[(a + 600) >> 2] = 0 q[(a + 596) >> 2] = pp + 4 if (rp) { break m } break j } if (!rp) { break j } } } pp = lp lp = mp break i } while (1) { qp = ((lp + -1) | 0) == (qp | 0) ? 0 : (qp + 1) | 0 q[(op + (mp << 2)) >> 2] = qp mp = (mp + 1) | 0 lp = q[(a + 12) >> 2] if (mp >>> 0 < lp >>> 0) { continue } break } break h } pp = mp } mp = q[Ap >> 2] op = (mp + op) | 0 rp = q[op >> 2] sp = (rp + sp) | 0 q[sp >> 2] = q[sp >> 2] + 1 hd((mp + w(vp, 12)) | 0, rp, q[(op + 4) >> 2]) if (lp) { rp = (q[(np + 28) >> 2] + q[(np + 24) >> 2]) | 0 sp = q[(np + 16) >> 2] mp = q[(np + 12) >> 2] op = (sp - mp) | 0 if ((rp | 0) == ((op ? (w(op >> 2, 341) + -1) | 0 : 0) | 0)) { re((np + 8) | 0) rp = (q[(np + 24) >> 2] + q[(np + 28) >> 2]) | 0 sp = q[(np + 16) >> 2] mp = q[(np + 12) >> 2] } op = 0 n: { if ((mp | 0) == (sp | 0)) { break n } op = mp mp = ((rp >>> 0) / 341) | 0 op = (q[(op + (mp << 2)) >> 2] + w((rp - w(mp, 341)) | 0, 12)) | 0 } q[(op + 8) >> 2] = up q[(op + 4) >> 2] = qp q[op >> 2] = lp q[(np + 28) >> 2] = q[(np + 28) >> 2] + 1 } if (!pp) { break f } mp = (q[(np + 28) >> 2] + q[(np + 24) >> 2]) | 0 rp = q[(np + 16) >> 2] lp = q[(np + 12) >> 2] op = (rp - lp) | 0 if ((mp | 0) == ((op ? (w(op >> 2, 341) + -1) | 0 : 0) | 0)) { re((np + 8) | 0) rp = q[(np + 16) >> 2] mp = (q[(np + 24) >> 2] + q[(np + 28) >> 2]) | 0 lp = q[(np + 12) >> 2] } if ((lp | 0) == (rp | 0)) { lp = 0 } else { op = lp lp = ((mp >>> 0) / 341) | 0 lp = (q[(op + (lp << 2)) >> 2] + w((mp - w(lp, 341)) | 0, 12)) | 0 } q[(lp + 8) >> 2] = vp q[(lp + 4) >> 2] = qp q[lp >> 2] = pp lp = (q[(np + 28) >> 2] + 1) | 0 q[(np + 28) >> 2] = lp break e } if (!pp) { break f } up = 0 while (1) { o: { if (!lp) { mp = q[Cp >> 2] break o } mp = q[Cp >> 2] Gp = q[Bp >> 2] Hp = q[rp >> 2] Ip = q[wp >> 2] lp = 0 while (1) { sp = (Gp + (lp << 2)) | 0 q[((q[sp >> 2] << 2) + mp) >> 2] = 0 qp = q[sp >> 2] << 2 op = (q[a >> 2] - q[(qp + Ip) >> 2]) | 0 p: { if (!op) { break p } qp = (mp + qp) | 0 vp = q[(a + 560) >> 2] xp = (32 - vp) | 0 if ((op | 0) <= (xp | 0)) { tp = q[yp >> 2] if ((tp | 0) == q[Dp >> 2]) { q[qp >> 2] = 0 break p } q[qp >> 2] = (q[tp >> 2] << vp) >>> (32 - op) op = (op + q[(a + 560) >> 2]) | 0 q[(a + 560) >> 2] = op if ((op | 0) != 32) { break p } q[(a + 560) >> 2] = 0 q[yp >> 2] = tp + 4 break p } tp = q[yp >> 2] Ep = (tp + 4) | 0 if ((Ep | 0) == q[Dp >> 2]) { q[qp >> 2] = 0 break p } Jp = q[tp >> 2] q[yp >> 2] = Ep xp = (op - xp) | 0 q[(a + 560) >> 2] = xp q[qp >> 2] = (q[(tp + 4) >> 2] >>> (32 - xp)) | ((Jp << vp) >>> (32 - op)) } op = q[sp >> 2] << 2 qp = (op + mp) | 0 q[qp >> 2] = q[qp >> 2] | q[(op + Hp) >> 2] lp = (lp + 1) | 0 if (lp >>> 0 < t[(a + 12) >> 2]) { continue } break } } op = q[mp >> 2] q[(np + 32) >> 2] = op q[(np + 36) >> 2] = q[(mp + 4) >> 2] q[(np + 40) >> 2] = q[(mp + 8) >> 2] mp = q[Ql >> 2] qp = (mp + 4) | 0 lp = q[qp >> 2] q: { if (lp >>> 0 < t[(mp + 8) >> 2]) { q[lp >> 2] = op q[(lp + 4) >> 2] = q[(np + 36) >> 2] q[(lp + 8) >> 2] = q[(np + 40) >> 2] q[qp >> 2] = lp + 12 break q } Dl(mp, (np + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 up = (up + 1) | 0 if ((up | 0) == (pp | 0)) { break f } lp = q[(a + 12) >> 2] continue } } lp = q[(np + 28) >> 2] } if (lp) { continue } break } } se((np + 8) | 0) a = q[(np + 12) >> 2] $k = q[(np + 16) >> 2] r: { if ((a | 0) == ($k | 0)) { break r } while (1) { An(q[a >> 2]) a = (a + 4) | 0 if (($k | 0) != (a | 0)) { continue } break } a = q[(np + 16) >> 2] $k = q[(np + 12) >> 2] if ((a | 0) == ($k | 0)) { break r } q[(np + 16) >> 2] = a + ((((((a - $k) | 0) + -4) >>> 2) ^ -1) << 2) } a = q[(np + 8) >> 2] if (a) { An(a) } T = (np + 48) | 0 return } bn() F() } bn() F() } function Cl(a, $k, Ql) { var Kp = 0, Lp = 0, Mp = 0, Np = 0, Op = 0, Pp = 0, Qp = 0, Rp = 0, Sp = 0, Tp = 0, Up = 0, Vp = 0, Wp = 0, Xp = 0, Yp = 0, Zp = 0, _p = 0, $p = 0, aq = 0, bq = 0, cq = 0, dq = 0, eq = 0, fq = 0, gq = 0 Mp = (T - 48) | 0 T = Mp Kp = q[(a + 12) >> 2] q[(Mp + 16) >> 2] = 0 q[(Mp + 8) >> 2] = 0 q[(Mp + 12) >> 2] = 0 a: { if (Kp) { if (Kp >>> 0 >= 1073741824) { break a } Lp = Kp << 2 Op = Mm(Lp) q[(Mp + 8) >> 2] = Op q[(Mp + 12) >> 2] = Op q[(Mp + 16) >> 2] = Lp + Op Np = Dn(Op, 0, Lp) Lp = Kp while (1) { Np = (Np + 4) | 0 Lp = (Lp + -1) | 0 if (Lp) { continue } break } q[(Mp + 12) >> 2] = Np } Lp = q[(a + 628) >> 2] Pp = q[Lp >> 2] if (Pp) { q[(Lp + 4) >> 2] = Pp An(Pp) q[(Lp + 8) >> 2] = 0 q[Lp >> 2] = 0 q[(Lp + 4) >> 2] = 0 Np = q[(Mp + 12) >> 2] Op = q[(Mp + 8) >> 2] Kp = q[(a + 12) >> 2] } q[Lp >> 2] = Op q[(Lp + 4) >> 2] = Np q[(Lp + 8) >> 2] = q[(Mp + 16) >> 2] Np = 0 q[(Mp + 16) >> 2] = 0 q[(Mp + 8) >> 2] = 0 q[(Mp + 12) >> 2] = 0 Lp = 0 b: { if (Kp) { if (Kp >>> 0 >= 1073741824) { break b } Op = Kp << 2 Lp = Mm(Op) q[(Mp + 8) >> 2] = Lp q[(Mp + 12) >> 2] = Lp q[(Mp + 16) >> 2] = Lp + Op Np = Dn(Lp, 0, Op) while (1) { Np = (Np + 4) | 0 Kp = (Kp + -1) | 0 if (Kp) { continue } break } q[(Mp + 12) >> 2] = Np } Kp = q[(a + 640) >> 2] Op = q[Kp >> 2] if (Op) { q[(Kp + 4) >> 2] = Op An(Op) q[(Kp + 8) >> 2] = 0 q[Kp >> 2] = 0 q[(Kp + 4) >> 2] = 0 Np = q[(Mp + 12) >> 2] Lp = q[(Mp + 8) >> 2] } q[Kp >> 2] = Lp q[(Kp + 4) >> 2] = Np q[(Kp + 8) >> 2] = q[(Mp + 16) >> 2] Lp = (Mp + 24) | 0 q[Lp >> 2] = 0 q[(Lp + 4) >> 2] = 0 Op = (Mp + 16) | 0 q[Op >> 2] = 0 q[(Op + 4) >> 2] = 0 q[(Mp + 8) >> 2] = 0 q[(Mp + 12) >> 2] = 0 re((Mp + 8) | 0) Pp = q[Op >> 2] Op = q[(Mp + 12) >> 2] Kp = 0 c: { if ((Pp | 0) == (Op | 0)) { break c } Kp = (q[Lp >> 2] + q[(Mp + 28) >> 2]) | 0 Lp = ((Kp >>> 0) / 341) | 0 Kp = (q[(Op + (Lp << 2)) >> 2] + w((Kp - w(Lp, 341)) | 0, 12)) | 0 } q[(Kp + 4) >> 2] = 0 q[(Kp + 8) >> 2] = 0 q[Kp >> 2] = $k Lp = q[(Mp + 28) >> 2] Kp = (Lp + 1) | 0 q[(Mp + 28) >> 2] = Kp d: { if (Kp >>> 0 < Lp >>> 0) { break d } _p = (a + 640) | 0 Zp = (a + 628) | 0 $p = (a + 616) | 0 aq = (a + 604) | 0 Xp = (a + 556) | 0 bq = (a + 548) | 0 dq = (a + 588) | 0 while (1) { Rp = q[(Mp + 12) >> 2] Pp = q[(Mp + 24) >> 2] Np = (Kp + -1) | 0 Lp = (Pp + Np) | 0 Op = ((Lp >>> 0) / 341) | 0 Lp = (q[(Rp + (Op << 2)) >> 2] + w((Lp - w(Op, 341)) | 0, 12)) | 0 Qp = q[(Lp + 8) >> 2] Op = q[Lp >> 2] q[(Mp + 28) >> 2] = Np Lp = q[(Mp + 16) >> 2] Np = (Lp - Rp) | 0 if (((((Np ? (w(Np >> 2, 341) + -1) | 0 : 0) - ((Kp + Pp) | 0)) | 0) + 1) >>> 0 >= 682) { An(q[(Lp + -4) >> 2]) q[(Mp + 16) >> 2] = q[(Mp + 16) >> 2] + -4 } Lp = 0 if (Op >>> 0 > $k >>> 0) { break d } Kp = q[Zp >> 2] Rp = w(Qp, 12) Sp = (Rp + q[_p >> 2]) | 0 Np = nl(a, Op, Sp) if (Np >>> 0 >= t[(a + 12) >> 2]) { break d } Pp = (Kp + Rp) | 0 e: { f: { Tp = Np << 2 Vp = (q[a >> 2] - q[(Tp + q[Sp >> 2]) >> 2]) | 0 if (!Vp) { if (!Op) { break f } while (1) { Kp = q[Pp >> 2] Qp = q[Kp >> 2] q[(Mp + 32) >> 2] = Qp q[(Mp + 36) >> 2] = q[(Kp + 4) >> 2] q[(Mp + 40) >> 2] = q[(Kp + 8) >> 2] Np = q[Ql >> 2] Rp = (Np + 4) | 0 Kp = q[Rp >> 2] g: { if (Kp >>> 0 < t[(Np + 8) >> 2]) { q[Kp >> 2] = Qp q[(Kp + 4) >> 2] = q[(Mp + 36) >> 2] q[(Kp + 8) >> 2] = q[(Mp + 40) >> 2] q[Rp >> 2] = Kp + 12 break g } Dl(Np, (Mp + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 Lp = (Lp + 1) | 0 if ((Op | 0) != (Lp | 0)) { continue } break } break f } h: { i: { j: { k: { if (Op >>> 0 <= 2) { Qp = q[$p >> 2] q[Qp >> 2] = Np Lp = 1 Kp = q[(a + 12) >> 2] if (Kp >>> 0 > 1) { break k } break h } if (t[(a + 8) >> 2] > t[(a + 4) >> 2]) { break d } Kp = q[Zp >> 2] Up = (Qp + 1) | 0 Sp = w(Up, 12) Lp = (Kp + Sp) | 0 if ((Lp | 0) != (Pp | 0)) { hd(Lp, q[Pp >> 2], q[(Pp + 4) >> 2]) Kp = q[Zp >> 2] } Kp = (Tp + q[(Kp + Sp) >> 2]) | 0 q[Kp >> 2] = q[Kp >> 2] + (1 << (Vp + -1)) Lp = 0 Kp = 0 Pp = z(Op) ^ 31 if (Pp) { while (1) { Lp = dh(((((Kp << 4) + a) | 0) + 16) | 0) | (Lp << 1) Kp = (Kp + 1) | 0 if ((Pp | 0) != (Kp | 0)) { continue } break } } Lp = ((Op >>> 1) - Lp) | 0 Kp = (Op - Lp) | 0 l: { if ((Kp | 0) == (Lp | 0)) { Kp = Lp break l } Op = q[(a + 596) >> 2] if ((Op | 0) == q[dq >> 2]) { break j } Pp = q[Op >> 2] Vp = q[(a + 600) >> 2] Yp = (Vp + 1) | 0 q[(a + 600) >> 2] = Yp Pp = Pp & (-2147483648 >>> Vp) m: { if ((Yp | 0) == 32) { q[(a + 600) >> 2] = 0 q[(a + 596) >> 2] = Op + 4 if (Pp) { break m } break j } if (!Pp) { break j } } } Op = Kp Kp = Lp break i } while (1) { Np = ((Kp + -1) | 0) == (Np | 0) ? 0 : (Np + 1) | 0 q[(Qp + (Lp << 2)) >> 2] = Np Lp = (Lp + 1) | 0 Kp = q[(a + 12) >> 2] if (Lp >>> 0 < Kp >>> 0) { continue } break } break h } Op = Lp } Lp = q[_p >> 2] Pp = (Lp + Rp) | 0 Rp = q[Pp >> 2] Tp = (Rp + Tp) | 0 q[Tp >> 2] = q[Tp >> 2] + 1 hd((Lp + Sp) | 0, Rp, q[(Pp + 4) >> 2]) if (Kp) { Rp = (q[(Mp + 28) >> 2] + q[(Mp + 24) >> 2]) | 0 Sp = q[(Mp + 16) >> 2] Lp = q[(Mp + 12) >> 2] Pp = (Sp - Lp) | 0 if ((Rp | 0) == ((Pp ? (w(Pp >> 2, 341) + -1) | 0 : 0) | 0)) { re((Mp + 8) | 0) Rp = (q[(Mp + 24) >> 2] + q[(Mp + 28) >> 2]) | 0 Sp = q[(Mp + 16) >> 2] Lp = q[(Mp + 12) >> 2] } Pp = 0 n: { if ((Lp | 0) == (Sp | 0)) { break n } Pp = Lp Lp = ((Rp >>> 0) / 341) | 0 Pp = (q[(Pp + (Lp << 2)) >> 2] + w((Rp - w(Lp, 341)) | 0, 12)) | 0 } q[(Pp + 8) >> 2] = Qp q[(Pp + 4) >> 2] = Np q[Pp >> 2] = Kp q[(Mp + 28) >> 2] = q[(Mp + 28) >> 2] + 1 } if (!Op) { break f } Lp = (q[(Mp + 28) >> 2] + q[(Mp + 24) >> 2]) | 0 Pp = q[(Mp + 16) >> 2] Kp = q[(Mp + 12) >> 2] Qp = (Pp - Kp) | 0 if ((Lp | 0) == ((Qp ? (w(Qp >> 2, 341) + -1) | 0 : 0) | 0)) { re((Mp + 8) | 0) Pp = q[(Mp + 16) >> 2] Lp = (q[(Mp + 24) >> 2] + q[(Mp + 28) >> 2]) | 0 Kp = q[(Mp + 12) >> 2] } if ((Kp | 0) == (Pp | 0)) { Kp = 0 } else { Pp = Kp Kp = ((Lp >>> 0) / 341) | 0 Kp = (q[(Pp + (Kp << 2)) >> 2] + w((Lp - w(Kp, 341)) | 0, 12)) | 0 } q[(Kp + 8) >> 2] = Up q[(Kp + 4) >> 2] = Np q[Kp >> 2] = Op Kp = (q[(Mp + 28) >> 2] + 1) | 0 q[(Mp + 28) >> 2] = Kp break e } if (!Op) { break f } Rp = 0 while (1) { o: { if (!Kp) { Lp = q[aq >> 2] break o } Lp = q[aq >> 2] Yp = q[$p >> 2] eq = q[Pp >> 2] fq = q[Sp >> 2] Kp = 0 while (1) { Tp = (Yp + (Kp << 2)) | 0 q[((q[Tp >> 2] << 2) + Lp) >> 2] = 0 Qp = q[Tp >> 2] << 2 Np = (q[a >> 2] - q[(Qp + fq) >> 2]) | 0 p: { if (!Np) { break p } Qp = (Lp + Qp) | 0 Vp = q[(a + 560) >> 2] Wp = (32 - Vp) | 0 if ((Np | 0) <= (Wp | 0)) { Up = q[Xp >> 2] if ((Up | 0) == q[bq >> 2]) { q[Qp >> 2] = 0 break p } q[Qp >> 2] = (q[Up >> 2] << Vp) >>> (32 - Np) Np = (Np + q[(a + 560) >> 2]) | 0 q[(a + 560) >> 2] = Np if ((Np | 0) != 32) { break p } q[(a + 560) >> 2] = 0 q[Xp >> 2] = Up + 4 break p } Up = q[Xp >> 2] cq = (Up + 4) | 0 if ((cq | 0) == q[bq >> 2]) { q[Qp >> 2] = 0 break p } gq = q[Up >> 2] q[Xp >> 2] = cq Wp = (Np - Wp) | 0 q[(a + 560) >> 2] = Wp q[Qp >> 2] = (q[(Up + 4) >> 2] >>> (32 - Wp)) | ((gq << Vp) >>> (32 - Np)) } Np = q[Tp >> 2] << 2 Qp = (Np + Lp) | 0 q[Qp >> 2] = q[Qp >> 2] | q[(Np + eq) >> 2] Kp = (Kp + 1) | 0 if (Kp >>> 0 < t[(a + 12) >> 2]) { continue } break } } Np = q[Lp >> 2] q[(Mp + 32) >> 2] = Np q[(Mp + 36) >> 2] = q[(Lp + 4) >> 2] q[(Mp + 40) >> 2] = q[(Lp + 8) >> 2] Lp = q[Ql >> 2] Qp = (Lp + 4) | 0 Kp = q[Qp >> 2] q: { if (Kp >>> 0 < t[(Lp + 8) >> 2]) { q[Kp >> 2] = Np q[(Kp + 4) >> 2] = q[(Mp + 36) >> 2] q[(Kp + 8) >> 2] = q[(Mp + 40) >> 2] q[Qp >> 2] = Kp + 12 break q } Dl(Lp, (Mp + 32) | 0) } q[(a + 8) >> 2] = q[(a + 8) >> 2] + 1 Rp = (Rp + 1) | 0 if ((Rp | 0) == (Op | 0)) { break f } Kp = q[(a + 12) >> 2] continue } } Kp = q[(Mp + 28) >> 2] } if (Kp) { continue } break } } se((Mp + 8) | 0) a = q[(Mp + 12) >> 2] $k = q[(Mp + 16) >> 2] r: { if ((a | 0) == ($k | 0)) { break r } while (1) { An(q[a >> 2]) a = (a + 4) | 0 if (($k | 0) != (a | 0)) { continue } break } a = q[(Mp + 16) >> 2] $k = q[(Mp + 12) >> 2] if ((a | 0) == ($k | 0)) { break r } q[(Mp + 16) >> 2] = a + ((((((a - $k) | 0) + -4) >>> 2) ^ -1) << 2) } a = q[(Mp + 8) >> 2] if (a) { An(a) } T = (Mp + 48) | 0 return } bn() F() } bn() F() } function Dl(a, $k) { var Ql = 0, Dn = 0, hq = 0, iq = 0, jq = 0, kq = 0 a: { hq = q[(a + 4) >> 2] jq = q[a >> 2] Dn = (((hq - jq) | 0) / 12) | 0 iq = (Dn + 1) | 0 if (iq >>> 0 < 357913942) { kq = w(Dn, 12) Ql = (((q[(a + 8) >> 2] - jq) | 0) / 12) | 0 Dn = Ql << 1 Dn = Ql >>> 0 < 178956970 ? (Dn >>> 0 < iq >>> 0 ? iq : Dn) : 357913941 iq = 0 b: { if (!Dn) { break b } if (Dn >>> 0 >= 357913942) { break a } iq = Mm(w(Dn, 12)) } Ql = (kq + iq) | 0 q[Ql >> 2] = q[$k >> 2] q[(Ql + 4) >> 2] = q[($k + 4) >> 2] q[(Ql + 8) >> 2] = q[($k + 8) >> 2] Dn = (iq + w(Dn, 12)) | 0 $k = (Ql + 12) | 0 if ((hq | 0) != (jq | 0)) { while (1) { Ql = (Ql + -12) | 0 hq = (hq + -12) | 0 q[Ql >> 2] = q[hq >> 2] q[(Ql + 4) >> 2] = q[(hq + 4) >> 2] q[(Ql + 8) >> 2] = q[(hq + 8) >> 2] if ((hq | 0) != (jq | 0)) { continue } break } hq = jq } q[a >> 2] = Ql q[(a + 8) >> 2] = Dn q[(a + 4) >> 2] = $k if (hq) { An(hq) } return } bn() F() } ab(14557) F() } function El(a) { var $k = 0 $k = r[(a + 74) | 0] o[(a + 74) | 0] = ($k + -1) | $k $k = q[a >> 2] if ($k & 8) { q[a >> 2] = $k | 32 return -1 } q[(a + 4) >> 2] = 0 q[(a + 8) >> 2] = 0 $k = q[(a + 44) >> 2] q[(a + 28) >> 2] = $k q[(a + 20) >> 2] = $k q[(a + 16) >> 2] = $k + q[(a + 48) >> 2] return 0 } function Fl(a, Mm, bn) { var An = 0, lq = 0, mq = 0, nq = 0 An = q[(bn + 16) >> 2] a: { if (!An) { if (El(bn)) { break a } An = q[(bn + 16) >> 2] } mq = q[(bn + 20) >> 2] if ((An - mq) >>> 0 < Mm >>> 0) { return n[q[(bn + 36) >> 2]](bn, a, Mm) | 0 } b: { if (o[(bn + 75) | 0] < 0) { break b } lq = Mm while (1) { An = lq if (!An) { break b } lq = (An + -1) | 0 if (r[(lq + a) | 0] != 10) { continue } break } lq = n[q[(bn + 36) >> 2]](bn, a, An) | 0 if (lq >>> 0 < An >>> 0) { break a } Mm = (Mm - An) | 0 a = (a + An) | 0 mq = q[(bn + 20) >> 2] nq = An } Cn(mq, a, Mm) q[(bn + 20) >> 2] = q[(bn + 20) >> 2] + Mm lq = (Mm + nq) | 0 } return lq } function Gl(a, Mm, bn) { a: { if (q[(bn + 76) >> 2] <= -1) { a = Fl(a, Mm, bn) break a } a = Fl(a, Mm, bn) } } function Hl(a) { a = a | 0 } function Il(a, Mm, bn, oq, pq) { var qq = 0, rq = 0, sq = 0 qq = (T - 208) | 0 T = qq q[(qq + 204) >> 2] = bn bn = 0 Dn((qq + 160) | 0, 0, 40) q[(qq + 200) >> 2] = q[(qq + 204) >> 2] a: { if ((Jl(0, Mm, (qq + 200) | 0, (qq + 80) | 0, (qq + 160) | 0, oq, pq) | 0) < 0) { Mm = -1 break a } bn = q[(a + 76) >> 2] >= 0 ? 1 : bn rq = q[a >> 2] if (o[(a + 74) | 0] <= 0) { q[a >> 2] = rq & -33 } sq = rq & 32 b: { if (q[(a + 48) >> 2]) { Mm = Jl(a, Mm, (qq + 200) | 0, (qq + 80) | 0, (qq + 160) | 0, oq, pq) break b } q[(a + 48) >> 2] = 80 q[(a + 16) >> 2] = qq + 80 q[(a + 28) >> 2] = qq q[(a + 20) >> 2] = qq rq = q[(a + 44) >> 2] q[(a + 44) >> 2] = qq oq = Jl(a, Mm, (qq + 200) | 0, (qq + 80) | 0, (qq + 160) | 0, oq, pq) Mm = oq if (!rq) { break b } n[q[(a + 36) >> 2]](a, 0, 0) | 0 q[(a + 48) >> 2] = 0 q[(a + 44) >> 2] = rq q[(a + 28) >> 2] = 0 q[(a + 16) >> 2] = 0 Mm = q[(a + 20) >> 2] q[(a + 20) >> 2] = 0 Mm = Mm ? oq : -1 } oq = a a = q[a >> 2] q[oq >> 2] = a | sq Mm = a & 32 ? -1 : Mm if (!bn) { break a } } T = (qq + 208) | 0 return Mm } function Jl(a, Mm, bn, oq, pq, tq, uq) { var vq = 0, wq = 0, xq = 0, yq = 0, zq = 0, Aq = 0, Bq = 0, Cq = 0, Dq = 0, Eq = 0, Fq = 0, Gq = 0, Hq = 0, Iq = 0, Jq = 0 vq = (T - 80) | 0 T = vq q[(vq + 76) >> 2] = Mm Jq = (vq + 55) | 0 Gq = (vq + 56) | 0 Mm = 0 a: { b: while (1) { c: { if ((Dq | 0) < 0) { break c } if ((Mm | 0) > ((2147483647 - Dq) | 0)) { q[4458] = 61 Dq = -1 break c } Dq = (Mm + Dq) | 0 } d: { e: { f: { g: { h: { i: { j: { k: { l: { m: { n: { o: { p: { q: { zq = q[(vq + 76) >> 2] Mm = zq yq = r[Mm | 0] if (yq) { while (1) { r: { s: { wq = yq & 255 t: { if (!wq) { yq = Mm break t } if ((wq | 0) != 37) { break s } yq = Mm while (1) { if (r[(Mm + 1) | 0] != 37) { break t } wq = (Mm + 2) | 0 q[(vq + 76) >> 2] = wq yq = (yq + 1) | 0 xq = r[(Mm + 2) | 0] Mm = wq if ((xq | 0) == 37) { continue } break } } Mm = (yq - zq) | 0 if (a) { Kl(a, zq, Mm) } if (Mm) { continue b } Eq = -1 yq = 1 wq = vq Aq = !Zl(o[(q[(vq + 76) >> 2] + 1) | 0]) Mm = q[(vq + 76) >> 2] if (!(Aq | (r[(Mm + 2) | 0] != 36))) { Eq = (o[(Mm + 1) | 0] + -48) | 0 Hq = 1 yq = 3 } Mm = (yq + Mm) | 0 q[(wq + 76) >> 2] = Mm yq = 0 Fq = o[Mm | 0] xq = (Fq + -32) | 0 u: { if (xq >>> 0 > 31) { wq = Mm break u } wq = Mm xq = 1 << xq if (!(xq & 75913)) { break u } while (1) { wq = (Mm + 1) | 0 q[(vq + 76) >> 2] = wq yq = xq | yq Fq = o[(Mm + 1) | 0] xq = (Fq + -32) | 0 if (xq >>> 0 > 31) { break u } Mm = wq xq = 1 << xq if (xq & 75913) { continue } break } } v: { if ((Fq | 0) == 42) { Aq = vq w: { x: { if (!Zl(o[(wq + 1) | 0])) { break x } Mm = q[(vq + 76) >> 2] if (r[(Mm + 2) | 0] != 36) { break x } q[((((o[(Mm + 1) | 0] << 2) + pq) | 0) + -192) >> 2] = 10 Bq = q[((((o[(Mm + 1) | 0] << 3) + oq) | 0) + -384) >> 2] Hq = 1 Mm = (Mm + 3) | 0 break w } if (Hq) { break q } Hq = 0 Bq = 0 if (a) { Mm = q[bn >> 2] q[bn >> 2] = Mm + 4 Bq = q[Mm >> 2] } Mm = (q[(vq + 76) >> 2] + 1) | 0 } q[(Aq + 76) >> 2] = Mm if ((Bq | 0) > -1) { break v } Bq = (0 - Bq) | 0 yq = yq | 8192 break v } Bq = Ll((vq + 76) | 0) if ((Bq | 0) < 0) { break q } Mm = q[(vq + 76) >> 2] } xq = -1 y: { if (r[Mm | 0] != 46) { break y } if (r[(Mm + 1) | 0] == 42) { z: { if (!Zl(o[(Mm + 2) | 0])) { break z } Mm = q[(vq + 76) >> 2] if (r[(Mm + 3) | 0] != 36) { break z } q[((((o[(Mm + 2) | 0] << 2) + pq) | 0) + -192) >> 2] = 10 xq = q[((((o[(Mm + 2) | 0] << 3) + oq) | 0) + -384) >> 2] Mm = (Mm + 4) | 0 q[(vq + 76) >> 2] = Mm break y } if (Hq) { break q } if (a) { Mm = q[bn >> 2] q[bn >> 2] = Mm + 4 xq = q[Mm >> 2] } else { xq = 0 } Mm = (q[(vq + 76) >> 2] + 2) | 0 q[(vq + 76) >> 2] = Mm break y } q[(vq + 76) >> 2] = Mm + 1 xq = Ll((vq + 76) | 0) Mm = q[(vq + 76) >> 2] } wq = 0 while (1) { Iq = wq Cq = -1 if ((o[Mm | 0] + -65) >>> 0 > 57) { break a } Fq = (Mm + 1) | 0 q[(vq + 76) >> 2] = Fq wq = o[Mm | 0] Mm = Fq wq = r[(((wq + w(Iq, 58)) | 0) + 14591) | 0] if ((wq + -1) >>> 0 < 8) { continue } break } if (!wq) { break a } A: { B: { C: { if ((wq | 0) == 19) { if ((Eq | 0) <= -1) { break C } break a } if ((Eq | 0) < 0) { break B } q[((Eq << 2) + pq) >> 2] = wq Mm = ((Eq << 3) + oq) | 0 wq = q[(Mm + 4) >> 2] q[(vq + 64) >> 2] = q[Mm >> 2] q[(vq + 68) >> 2] = wq } Mm = 0 if (!a) { continue b } break A } if (!a) { break d } Ml((vq - -64) | 0, wq, bn, uq) Fq = q[(vq + 76) >> 2] } Aq = yq & -65537 yq = yq & 8192 ? Aq : yq Cq = 0 Eq = 14625 wq = Gq Mm = o[(Fq + -1) | 0] Mm = Iq ? ((Mm & 15) == 3 ? Mm & -33 : Mm) : Mm Fq = (Mm + -88) | 0 if (Fq >>> 0 <= 32) { break r } D: { E: { F: { G: { Aq = (Mm + -65) | 0 if (Aq >>> 0 > 6) { if ((Mm | 0) != 83) { break e } if (!xq) { break G } wq = q[(vq + 64) >> 2] break E } switch ((Aq - 1) | 0) { case 1: break F case 0: case 2: break e default: break p } } Mm = 0 Nl(a, 32, Bq, 0, yq) break D } q[(vq + 12) >> 2] = 0 q[(vq + 8) >> 2] = q[(vq + 64) >> 2] q[(vq + 64) >> 2] = vq + 8 xq = -1 wq = (vq + 8) | 0 } Mm = 0 H: { while (1) { zq = q[wq >> 2] if (!zq) { break H } zq = _l((vq + 4) | 0, zq) Aq = (zq | 0) < 0 if (!(Aq | (zq >>> 0 > (xq - Mm) >>> 0))) { wq = (wq + 4) | 0 Mm = (Mm + zq) | 0 if (xq >>> 0 > Mm >>> 0) { continue } break H } break } Cq = -1 if (Aq) { break a } } Nl(a, 32, Bq, Mm, yq) if (!Mm) { Mm = 0 break D } xq = 0 wq = q[(vq + 64) >> 2] while (1) { zq = q[wq >> 2] if (!zq) { break D } zq = _l((vq + 4) | 0, zq) xq = (zq + xq) | 0 if ((xq | 0) > (Mm | 0)) { break D } Kl(a, (vq + 4) | 0, zq) wq = (wq + 4) | 0 if (xq >>> 0 < Mm >>> 0) { continue } break } } Nl(a, 32, Bq, Mm, yq ^ 8192) Mm = (Bq | 0) > (Mm | 0) ? Bq : Mm continue b } wq = (Mm + 1) | 0 q[(vq + 76) >> 2] = wq yq = r[(Mm + 1) | 0] Mm = wq continue } break } switch ((Fq - 1) | 0) { case 21: break i case 23: break k case 22: break l case 11: case 16: break m case 10: break n case 26: break o case 8: case 12: case 13: case 14: break p case 0: case 1: case 2: case 3: case 4: case 5: case 6: case 7: case 9: case 15: case 17: case 18: case 19: case 20: case 24: case 25: case 27: case 29: case 30: break e case 28: break h default: break j } } Cq = Dq if (a) { break a } if (!Hq) { break d } Mm = 1 while (1) { a = q[((Mm << 2) + pq) >> 2] if (a) { Ml(((Mm << 3) + oq) | 0, a, bn, uq) Cq = 1 Mm = (Mm + 1) | 0 if ((Mm | 0) != 10) { continue } break a } break } Cq = 1 if (Mm >>> 0 >= 10) { break a } while (1) { if (q[((Mm << 2) + pq) >> 2]) { break q } a = Mm >>> 0 > 8 Mm = (Mm + 1) | 0 if (!a) { continue } break } break a } Cq = -1 break a } Mm = n[tq](a, v[(vq + 64) >> 3], Bq, xq, yq, Mm) | 0 continue } Mm = q[(vq + 64) >> 2] zq = Mm ? Mm : 14635 Mm = em(zq, xq) wq = Mm ? Mm : (xq + zq) | 0 yq = Aq xq = Mm ? (Mm - zq) | 0 : xq break e } o[(vq + 55) | 0] = q[(vq + 64) >> 2] xq = 1 zq = Jq yq = Aq break e } Aq = q[(vq + 68) >> 2] Mm = Aq zq = q[(vq + 64) >> 2] if ((Mm | 0) < -1 ? 1 : (Mm | 0) <= -1 ? (zq >>> 0 > 4294967295 ? 0 : 1) : 0) { Mm = (0 - ((Mm + (0 < zq >>> 0)) | 0)) | 0 zq = (0 - zq) | 0 q[(vq + 64) >> 2] = zq q[(vq + 68) >> 2] = Mm Cq = 1 Eq = 14625 break g } if (yq & 2048) { Cq = 1 Eq = 14626 break g } Cq = yq & 1 Eq = Cq ? 14627 : 14625 break g } zq = Ol(q[(vq + 64) >> 2], q[(vq + 68) >> 2], Gq) if (!(yq & 8)) { break f } Mm = (Gq - zq) | 0 xq = (xq | 0) > (Mm | 0) ? xq : (Mm + 1) | 0 break f } xq = xq >>> 0 > 8 ? xq : 8 yq = yq | 8 Mm = 120 } zq = Pl(q[(vq + 64) >> 2], q[(vq + 68) >> 2], Gq, Mm & 32) if (!(yq & 8) | !(q[(vq + 64) >> 2] | q[(vq + 68) >> 2])) { break f } Eq = ((Mm >>> 4) + 14625) | 0 Cq = 2 break f } Mm = 0 wq = Iq & 255 if (wq >>> 0 > 7) { continue } I: { switch ((wq - 1) | 0) { default: q[q[(vq + 64) >> 2] >> 2] = Dq continue case 0: q[q[(vq + 64) >> 2] >> 2] = Dq continue case 1: wq = q[(vq + 64) >> 2] q[wq >> 2] = Dq q[(wq + 4) >> 2] = Dq >> 31 continue case 2: p[q[(vq + 64) >> 2] >> 1] = Dq continue case 3: o[q[(vq + 64) >> 2]] = Dq continue case 5: q[q[(vq + 64) >> 2] >> 2] = Dq continue case 4: continue case 6: break I } } wq = q[(vq + 64) >> 2] q[wq >> 2] = Dq q[(wq + 4) >> 2] = Dq >> 31 continue } zq = q[(vq + 64) >> 2] Mm = q[(vq + 68) >> 2] Eq = 14625 } zq = Ql(zq, Mm, Gq) } yq = (xq | 0) > -1 ? yq & -65537 : yq Mm = q[(vq + 64) >> 2] Aq = q[(vq + 68) >> 2] J: { if (!(!!(Mm | Aq) | xq)) { zq = Gq xq = 0 break J } Mm = (!(Mm | Aq) + ((Gq - zq) | 0)) | 0 xq = (xq | 0) > (Mm | 0) ? xq : Mm } } Aq = (wq - zq) | 0 xq = (xq | 0) < (Aq | 0) ? Aq : xq wq = (xq + Cq) | 0 Mm = (Bq | 0) < (wq | 0) ? wq : Bq Nl(a, 32, Mm, wq, yq) Kl(a, Eq, Cq) Nl(a, 48, Mm, wq, yq ^ 65536) Nl(a, 48, xq, Aq, 0) Kl(a, zq, Aq) Nl(a, 32, Mm, wq, yq ^ 8192) continue } break } Cq = 0 } T = (vq + 80) | 0 return Cq } function Kl(a, q, Mm) { if (!(r[a | 0] & 32)) { Fl(q, Mm, a) } } function Ll(a) { var Mm = 0, bn = 0, oq = 0 if (Zl(o[q[a >> 2]])) { while (1) { Mm = q[a >> 2] oq = o[Mm | 0] q[a >> 2] = Mm + 1 bn = (((w(bn, 10) + oq) | 0) + -48) | 0 if (Zl(o[(Mm + 1) | 0])) { continue } break } } return bn } function Ml(a, pq, tq, uq) { a: { b: { if (pq >>> 0 > 20) { break b } pq = (pq + -9) | 0 if (pq >>> 0 > 9) { break b } c: { switch ((pq - 1) | 0) { default: pq = q[tq >> 2] q[tq >> 2] = pq + 4 q[a >> 2] = q[pq >> 2] return case 0: pq = q[tq >> 2] q[tq >> 2] = pq + 4 pq = q[pq >> 2] q[a >> 2] = pq q[(a + 4) >> 2] = pq >> 31 return case 1: pq = q[tq >> 2] q[tq >> 2] = pq + 4 q[a >> 2] = q[pq >> 2] q[(a + 4) >> 2] = 0 return case 3: pq = q[tq >> 2] q[tq >> 2] = pq + 4 pq = p[pq >> 1] q[a >> 2] = pq q[(a + 4) >> 2] = pq >> 31 return case 4: pq = q[tq >> 2] q[tq >> 2] = pq + 4 q[a >> 2] = s[pq >> 1] q[(a + 4) >> 2] = 0 return case 5: pq = q[tq >> 2] q[tq >> 2] = pq + 4 pq = o[pq | 0] q[a >> 2] = pq q[(a + 4) >> 2] = pq >> 31 return case 6: pq = q[tq >> 2] q[tq >> 2] = pq + 4 q[a >> 2] = r[pq | 0] q[(a + 4) >> 2] = 0 return case 2: case 7: break a case 8: break c } } n[uq](a, tq) } return } pq = (q[tq >> 2] + 7) & -8 q[tq >> 2] = pq + 8 tq = q[(pq + 4) >> 2] q[a >> 2] = q[pq >> 2] q[(a + 4) >> 2] = tq } function Nl(a, q, pq, tq, uq) { var Kq = 0, Lq = 0, Mq = 0 Kq = (T - 256) | 0 T = Kq if (!((uq & 73728) | ((pq | 0) <= (tq | 0)))) { uq = (pq - tq) | 0 Lq = uq >>> 0 < 256 Dn(Kq, q, Lq ? uq : 256) q = a Mq = Kq if (!Lq) { pq = (pq - tq) | 0 while (1) { Kl(a, Kq, 256) uq = (uq + -256) | 0 if (uq >>> 0 > 255) { continue } break } uq = pq & 255 } Kl(q, Mq, uq) } T = (Kq + 256) | 0 } function Ol(a, q, pq) { if (a | q) { while (1) { pq = (pq + -1) | 0 o[pq | 0] = (a & 7) | 48 a = ((q & 7) << 29) | (a >>> 3) q = q >>> 3 if (a | q) { continue } break } } return pq } function Pl(a, q, pq, tq) { if (a | q) { while (1) { pq = (pq + -1) | 0 o[pq | 0] = r[((a & 15) + 15120) | 0] | tq a = ((q & 15) << 28) | (a >>> 4) q = q >>> 4 if (a | q) { continue } break } } return pq } function Ql(a, q, pq) { var tq = 0, uq = 0, Nq = 0 a: { if ((((q | 0) == 1) & (a >>> 0 < 0)) | (q >>> 0 < 1)) { tq = a break a } while (1) { tq = bo(a, q, 10, 0) uq = V Nq = uq uq = $n(tq, uq, 10, 0) pq = (pq + -1) | 0 o[pq | 0] = (a - uq) | 48 uq = (((q | 0) == 9) & (a >>> 0 > 4294967295)) | (q >>> 0 > 9) a = tq q = Nq if (uq) { continue } break } } if (tq) { while (1) { pq = (pq + -1) | 0 a = ((tq >>> 0) / 10) | 0 o[pq | 0] = (tq - w(a, 10)) | 48 q = tq >>> 0 > 9 tq = a if (q) { continue } break } } return pq } function Rl(a, q, pq) { return Il(a, q, pq, 355, 356) } function Sl(a, pq, Oq, Pq, Qq, Rq) { a = a | 0 pq = +pq Oq = Oq | 0 Pq = Pq | 0 Qq = Qq | 0 Rq = Rq | 0 var Sq = 0, Tq = 0, Uq = 0, Vq = 0, Wq = 0, Xq = 0, Yq = 0, Zq = 0, _q = 0, $q = 0, ar = 0, br = 0, cr = 0, dr = 0, er = 0, fr = 0, gr = 0, hr = 0, ir = 0, jr = 0, kr = 0, lr = 0, mr = 0, nr = 0, or = 0 Wq = (T - 560) | 0 T = Wq q[(Wq + 44) >> 2] = 0 h(+pq) Sq = e(1) | 0 a: { if (((jr = 1), (kr = ((mr = e(0) >>> 0 > 4294967295 ? 0 : 1), (nr = 0), (or = (Sq | 0) <= -1), or ? mr : nr)), (lr = (Sq | 0) < -1), lr ? jr : kr)) { pq = -pq h(+pq) Sq = e(1) | 0 e(0) | 0 er = 1 fr = 15136 break a } if (Qq & 2048) { er = 1 fr = 15139 break a } er = Qq & 1 fr = er ? 15142 : 15137 } b: { if ((Sq & 2146435072) == 2146435072) { Yq = (er + 3) | 0 Nl(a, 32, Oq, Yq, Qq & -65537) Kl(a, fr, er) Pq = (Rq >>> 5) & 1 Kl(a, pq != pq ? (Pq ? 15163 : 15167) : Pq ? 15155 : 15159, 3) break b } pq = am(pq, (Wq + 44) | 0) pq = pq + pq if (pq != 0) { q[(Wq + 44) >> 2] = q[(Wq + 44) >> 2] + -1 } br = (Wq + 16) | 0 gr = Rq | 32 if ((gr | 0) == 97) { Xq = Rq & 32 Tq = Xq ? (fr + 9) | 0 : fr c: { if (Pq >>> 0 > 11) { break c } Sq = (12 - Pq) | 0 if (!Sq) { break c } cr = 8 while (1) { cr = cr * 16 Sq = (Sq + -1) | 0 if (Sq) { continue } break } if (r[Tq | 0] == 45) { pq = -(cr + (-pq - cr)) break c } pq = pq + cr - cr } Vq = q[(Wq + 44) >> 2] Sq = Vq >> 31 Sq = Ql(Sq ^ (Sq + Vq), 0, br) if ((br | 0) == (Sq | 0)) { o[(Wq + 15) | 0] = 48 Sq = (Wq + 15) | 0 } Vq = er | 2 Uq = q[(Wq + 44) >> 2] _q = (Sq + -2) | 0 o[_q | 0] = Rq + 15 o[(Sq + -1) | 0] = (Uq | 0) < 0 ? 45 : 43 fr = Qq & 8 Uq = (Wq + 16) | 0 while (1) { Rq = Uq Yq = Xq if (y(pq) < 2147483648) { Sq = ~~pq } else { Sq = -2147483648 } o[Uq | 0] = Yq | r[(Sq + 15120) | 0] pq = (pq - +(Sq | 0)) * 16 Uq = (Rq + 1) | 0 if (!((((Uq - ((Wq + 16) | 0)) | 0) != 1) | (pq == 0 ? !(((Pq | 0) > 0) | fr) : 0))) { o[(Rq + 1) | 0] = 46 Uq = (Rq + 2) | 0 } if (pq != 0) { continue } break } Rq = a Sq = Oq if (!Pq | (((((Uq - Wq) | 0) + -18) | 0) >= (Pq | 0))) { Xq = (((((br - ((Wq + 16) | 0)) | 0) - _q) | 0) + Uq) | 0 } else { Xq = (((((Pq + br) | 0) - _q) | 0) + 2) | 0 } Pq = Xq Yq = (Pq + Vq) | 0 Nl(Rq, 32, Sq, Yq, Qq) Kl(a, Tq, Vq) Nl(a, 48, Oq, Yq, Qq ^ 65536) Rq = (Uq - ((Wq + 16) | 0)) | 0 Kl(a, (Wq + 16) | 0, Rq) Pq = (br - _q) | 0 Nl(a, 48, (Xq - ((Pq + Rq) | 0)) | 0, 0, 0) Kl(a, _q, Pq) break b } Sq = (Pq | 0) < 0 d: { if (pq == 0) { Tq = q[(Wq + 44) >> 2] break d } Tq = (q[(Wq + 44) >> 2] + -28) | 0 q[(Wq + 44) >> 2] = Tq pq = pq * 268435456 } Xq = Sq ? 6 : Pq _q = (Tq | 0) < 0 ? (Wq + 48) | 0 : (Wq + 336) | 0 Vq = _q while (1) { Pq = Vq if ((pq < 4294967296) & (pq >= 0)) { Sq = ~~pq >>> 0 } else { Sq = 0 } q[Pq >> 2] = Sq Vq = (Vq + 4) | 0 pq = (pq - +(Sq >>> 0)) * 1e9 if (pq != 0) { continue } break } e: { if ((Tq | 0) < 1) { Sq = Vq Uq = _q break e } Uq = _q while (1) { Zq = (Tq | 0) < 29 ? Tq : 29 Sq = (Vq + -4) | 0 f: { if (Sq >>> 0 < Uq >>> 0) { break f } Pq = Zq Tq = 0 while (1) { Yq = Sq hr = Tq ar = q[Sq >> 2] $q = Pq & 31 if (32 <= (Pq & 63) >>> 0) { Tq = ar << $q ar = 0 } else { Tq = ((1 << $q) - 1) & (ar >>> (32 - $q)) ar = ar << $q } $q = (hr + ar) | 0 Tq = (Tq + ir) | 0 Tq = $q >>> 0 < ar >>> 0 ? (Tq + 1) | 0 : Tq Tq = bo($q, Tq, 1e9, 0) ar = Yq Yq = $n(Tq, V, 1e9, 0) q[ar >> 2] = $q - Yq Sq = (Sq + -4) | 0 if (Sq >>> 0 >= Uq >>> 0) { continue } break } if (!Tq) { break f } Uq = (Uq + -4) | 0 q[Uq >> 2] = Tq } while (1) { Sq = Vq if (Sq >>> 0 > Uq >>> 0) { Vq = (Sq + -4) | 0 if (!q[Vq >> 2]) { continue } } break } Tq = (q[(Wq + 44) >> 2] - Zq) | 0 q[(Wq + 44) >> 2] = Tq Vq = Sq if ((Tq | 0) > 0) { continue } break } } if ((Tq | 0) <= -1) { dr = (((((Xq + 25) | 0) / 9) | 0) + 1) | 0 Zq = (gr | 0) == 102 while (1) { Pq = (Tq | 0) < -9 ? 9 : (0 - Tq) | 0 g: { if (Uq >>> 0 >= Sq >>> 0) { Uq = q[Uq >> 2] ? Uq : (Uq + 4) | 0 break g } Yq = 1e9 >>> Pq $q = (-1 << Pq) ^ -1 Tq = 0 Vq = Uq while (1) { ar = Tq Tq = q[Vq >> 2] q[Vq >> 2] = ar + (Tq >>> Pq) Tq = w(Yq, Tq & $q) Vq = (Vq + 4) | 0 if (Vq >>> 0 < Sq >>> 0) { continue } break } Uq = q[Uq >> 2] ? Uq : (Uq + 4) | 0 if (!Tq) { break g } q[Sq >> 2] = Tq Sq = (Sq + 4) | 0 } Tq = (Pq + q[(Wq + 44) >> 2]) | 0 q[(Wq + 44) >> 2] = Tq Pq = Zq ? _q : Uq Sq = (Sq - Pq) >> 2 > (dr | 0) ? (Pq + (dr << 2)) | 0 : Sq if ((Tq | 0) < 0) { continue } break } } Vq = 0 h: { if (Uq >>> 0 >= Sq >>> 0) { break h } Vq = w((_q - Uq) >> 2, 9) Tq = 10 Pq = q[Uq >> 2] if (Pq >>> 0 < 10) { break h } while (1) { Vq = (Vq + 1) | 0 Tq = w(Tq, 10) if (Pq >>> 0 >= Tq >>> 0) { continue } break } } Pq = (((Xq - ((gr | 0) == 102 ? 0 : Vq)) | 0) - (((gr | 0) == 103) & ((Xq | 0) != 0))) | 0 if ((Pq | 0) < ((w((Sq - _q) >> 2, 9) + -9) | 0)) { Tq = (Pq + 9216) | 0 Yq = ((Tq | 0) / 9) | 0 Zq = (((_q + (Yq << 2)) | 0) + -4092) | 0 Pq = 10 Tq = (Tq - w(Yq, 9)) | 0 if ((Tq | 0) <= 7) { while (1) { Pq = w(Pq, 10) Yq = (Tq | 0) < 7 Tq = (Tq + 1) | 0 if (Yq) { continue } break } } Yq = q[Zq >> 2] $q = ((Yq >>> 0) / (Pq >>> 0)) | 0 dr = (Zq + 4) | 0 Tq = (Yq - w(Pq, $q)) | 0 i: { if (Tq ? 0 : (dr | 0) == (Sq | 0)) { break i } ar = Pq >>> 1 cr = Tq >>> 0 < ar >>> 0 ? 0.5 : (Sq | 0) == (dr | 0) ? ((ar | 0) == (Tq | 0) ? 1 : 1.5) : 1.5 pq = $q & 1 ? 9007199254740994 : 9007199254740992 if (!(!er | (r[fr | 0] != 45))) { cr = -cr pq = -pq } Tq = (Yq - Tq) | 0 q[Zq >> 2] = Tq if (pq + cr == pq) { break i } Pq = (Pq + Tq) | 0 q[Zq >> 2] = Pq if (Pq >>> 0 >= 1e9) { while (1) { q[Zq >> 2] = 0 Zq = (Zq + -4) | 0 if (Zq >>> 0 < Uq >>> 0) { Uq = (Uq + -4) | 0 q[Uq >> 2] = 0 } Pq = (q[Zq >> 2] + 1) | 0 q[Zq >> 2] = Pq if (Pq >>> 0 > 999999999) { continue } break } } Vq = w((_q - Uq) >> 2, 9) Tq = 10 Pq = q[Uq >> 2] if (Pq >>> 0 < 10) { break i } while (1) { Vq = (Vq + 1) | 0 Tq = w(Tq, 10) if (Pq >>> 0 >= Tq >>> 0) { continue } break } } Pq = (Zq + 4) | 0 Sq = Sq >>> 0 > Pq >>> 0 ? Pq : Sq } j: { while (1) { Tq = Sq Zq = 0 if (Sq >>> 0 <= Uq >>> 0) { break j } Sq = (Tq + -4) | 0 if (!q[Sq >> 2]) { continue } break } Zq = 1 } k: { if ((gr | 0) != 103) { $q = Qq & 8 break k } Pq = Xq ? Xq : 1 Sq = ((Pq | 0) > (Vq | 0)) & ((Vq | 0) > -5) Xq = ((Sq ? Vq ^ -1 : -1) + Pq) | 0 Rq = ((Sq ? -1 : -2) + Rq) | 0 $q = Qq & 8 if ($q) { break k } Sq = 9 l: { if (!Zq) { break l } Yq = q[(Tq + -4) >> 2] if (!Yq) { break l } Pq = 10 Sq = 0 if ((Yq >>> 0) % 10) { break l } while (1) { Sq = (Sq + 1) | 0 Pq = w(Pq, 10) if (!((Yq >>> 0) % (Pq >>> 0))) { continue } break } } Pq = (w((Tq - _q) >> 2, 9) + -9) | 0 if ((Rq | 32) == 102) { $q = 0 Pq = (Pq - Sq) | 0 Pq = (Pq | 0) > 0 ? Pq : 0 Xq = (Xq | 0) < (Pq | 0) ? Xq : Pq break k } $q = 0 Pq = (((Pq + Vq) | 0) - Sq) | 0 Pq = (Pq | 0) > 0 ? Pq : 0 Xq = (Xq | 0) < (Pq | 0) ? Xq : Pq } gr = Xq | $q ar = (gr | 0) != 0 Pq = a hr = Oq ir = Rq | 32 Sq = (Vq | 0) > 0 ? Vq : 0 m: { if ((ir | 0) == 102) { break m } Sq = Vq >> 31 Sq = Ql((Sq + Vq) ^ Sq, 0, br) if (((br - Sq) | 0) <= 1) { while (1) { Sq = (Sq + -1) | 0 o[Sq | 0] = 48 if (((br - Sq) | 0) < 2) { continue } break } } dr = (Sq + -2) | 0 o[dr | 0] = Rq o[(Sq + -1) | 0] = (Vq | 0) < 0 ? 45 : 43 Sq = (br - dr) | 0 } Yq = (((Sq + ((ar + ((Xq + er) | 0)) | 0)) | 0) + 1) | 0 Nl(Pq, 32, hr, Yq, Qq) Kl(a, fr, er) Nl(a, 48, Oq, Yq, Qq ^ 65536) n: { o: { p: { if ((ir | 0) == 102) { Pq = (Wq + 16) | 8 Rq = (Wq + 16) | 9 Vq = Uq >>> 0 > _q >>> 0 ? _q : Uq Uq = Vq while (1) { Sq = Ql(q[Uq >> 2], 0, Rq) q: { if ((Uq | 0) != (Vq | 0)) { if (Sq >>> 0 <= (Wq + 16) >>> 0) { break q } while (1) { Sq = (Sq + -1) | 0 o[Sq | 0] = 48 if (Sq >>> 0 > (Wq + 16) >>> 0) { continue } break } break q } if ((Rq | 0) != (Sq | 0)) { break q } o[(Wq + 24) | 0] = 48 Sq = Pq } Kl(a, Sq, (Rq - Sq) | 0) Uq = (Uq + 4) | 0 if (Uq >>> 0 <= _q >>> 0) { continue } break } if (gr) { Kl(a, 15171, 1) } if (((Xq | 0) < 1) | (Uq >>> 0 >= Tq >>> 0)) { break p } while (1) { Sq = Ql(q[Uq >> 2], 0, Rq) if (Sq >>> 0 > (Wq + 16) >>> 0) { while (1) { Sq = (Sq + -1) | 0 o[Sq | 0] = 48 if (Sq >>> 0 > (Wq + 16) >>> 0) { continue } break } } Kl(a, Sq, (Xq | 0) < 9 ? Xq : 9) Sq = (Xq + -9) | 0 Uq = (Uq + 4) | 0 if (Uq >>> 0 >= Tq >>> 0) { break o } Pq = (Xq | 0) > 9 Xq = Sq if (Pq) { continue } break } break o } r: { if ((Xq | 0) < 0) { break r } _q = Zq ? Tq : (Uq + 4) | 0 Pq = (Wq + 16) | 8 Rq = (Wq + 16) | 9 Vq = Uq while (1) { Sq = Ql(q[Vq >> 2], 0, Rq) if ((Rq | 0) == (Sq | 0)) { o[(Wq + 24) | 0] = 48 Sq = Pq } s: { if ((Uq | 0) != (Vq | 0)) { if (Sq >>> 0 <= (Wq + 16) >>> 0) { break s } while (1) { Sq = (Sq + -1) | 0 o[Sq | 0] = 48 if (Sq >>> 0 > (Wq + 16) >>> 0) { continue } break } break s } Kl(a, Sq, 1) Sq = (Sq + 1) | 0 if ((Xq | 0) < 1 ? !$q : 0) { break s } Kl(a, 15171, 1) } Tq = Sq Sq = (Rq - Sq) | 0 Kl(a, Tq, (Xq | 0) > (Sq | 0) ? Sq : Xq) Xq = (Xq - Sq) | 0 Vq = (Vq + 4) | 0 if (Vq >>> 0 >= _q >>> 0) { break r } if ((Xq | 0) > -1) { continue } break } } Nl(a, 48, (Xq + 18) | 0, 18, 0) Kl(a, dr, (br - dr) | 0) break n } Sq = Xq } Nl(a, 48, (Sq + 9) | 0, 9, 0) } } Nl(a, 32, Oq, Yq, Qq ^ 8192) T = (Wq + 560) | 0 return ((Yq | 0) < (Oq | 0) ? Oq : Yq) | 0 } function Tl(a, pq) { a = a | 0 pq = pq | 0 var Oq = 0, Pq = 0, Qq = 0 Oq = pq pq = (q[pq >> 2] + 15) & -16 q[Oq >> 2] = pq + 16 ;(Pq = a), (Qq = im(q[pq >> 2], q[(pq + 4) >> 2], q[(pq + 8) >> 2], q[(pq + 12) >> 2])), (v[Pq >> 3] = Qq) } function Ul(a, pq, Rq) { a = a | 0 pq = pq | 0 Rq = Rq | 0 var pr = 0, qr = 0, rr = 0, sr = 0, tr = 0, ur = 0 pr = (T - 32) | 0 T = pr qr = q[(a + 28) >> 2] q[(pr + 16) >> 2] = qr rr = q[(a + 20) >> 2] q[(pr + 28) >> 2] = Rq q[(pr + 24) >> 2] = pq pq = (rr - qr) | 0 q[(pr + 20) >> 2] = pq rr = (pq + Rq) | 0 tr = 2 pq = (pr + 16) | 0 while (1) { a: { b: { if (fm(K(q[(a + 60) >> 2], pq | 0, tr | 0, (pr + 12) | 0) | 0)) { q[(pr + 12) >> 2] = -1 qr = -1 break b } qr = q[(pr + 12) >> 2] } c: { if ((qr | 0) == (rr | 0)) { pq = q[(a + 44) >> 2] q[(a + 28) >> 2] = pq q[(a + 20) >> 2] = pq q[(a + 16) >> 2] = pq + q[(a + 48) >> 2] a = Rq break c } if ((qr | 0) > -1) { break a } q[(a + 28) >> 2] = 0 q[(a + 16) >> 2] = 0 q[(a + 20) >> 2] = 0 q[a >> 2] = q[a >> 2] | 32 a = 0 if ((tr | 0) == 2) { break c } a = (Rq - q[(pq + 4) >> 2]) | 0 } T = (pr + 32) | 0 return a | 0 } sr = q[(pq + 4) >> 2] ur = qr >>> 0 > sr >>> 0 pq = ur ? (pq + 8) | 0 : pq sr = (qr - (ur ? sr : 0)) | 0 q[pq >> 2] = sr + q[pq >> 2] q[(pq + 4) >> 2] = q[(pq + 4) >> 2] - sr rr = (rr - qr) | 0 tr = (tr - ur) | 0 continue } } function Vl(a, pq, Rq, vr) { a = a | 0 pq = pq | 0 Rq = Rq | 0 vr = vr | 0 var wr = 0 wr = (T - 16) | 0 T = wr a: { if (!fm(S(q[(a + 60) >> 2], pq | 0, Rq | 0, vr & 255, (wr + 8) | 0) | 0)) { pq = q[(wr + 12) >> 2] a = q[(wr + 8) >> 2] break a } q[(wr + 8) >> 2] = -1 q[(wr + 12) >> 2] = -1 pq = -1 a = -1 } T = (wr + 16) | 0 V = pq return a | 0 } function Wl(a) { a = a | 0 return L(q[(a + 60) >> 2]) | 0 } function Xl(a, q, pq, Rq) { a = a | 0 q = q | 0 pq = pq | 0 Rq = Rq | 0 V = 0 return 0 } function Yl(a, pq) { var Rq = 0 Rq = (T - 16) | 0 T = Rq q[(Rq + 12) >> 2] = pq Il(q[3795], a, pq, 0, 0) T = (Rq + 16) | 0 } function Zl(a) { return (a + -48) >>> 0 < 10 } function _l(a, q) { if (!a) { return 0 } return $l(a, q) } function $l(a, pq) { a: { if (a) { if (pq >>> 0 <= 127) { break a } b: { if (!q[q[4181] >> 2]) { if ((pq & -128) == 57216) { break a } break b } if (pq >>> 0 <= 2047) { o[(a + 1) | 0] = (pq & 63) | 128 o[a | 0] = (pq >>> 6) | 192 return 2 } if (!((pq & -8192) != 57344 ? pq >>> 0 >= 55296 : 0)) { o[(a + 2) | 0] = (pq & 63) | 128 o[a | 0] = (pq >>> 12) | 224 o[(a + 1) | 0] = ((pq >>> 6) & 63) | 128 return 3 } if ((pq + -65536) >>> 0 <= 1048575) { o[(a + 3) | 0] = (pq & 63) | 128 o[a | 0] = (pq >>> 18) | 240 o[(a + 2) | 0] = ((pq >>> 6) & 63) | 128 o[(a + 1) | 0] = ((pq >>> 12) & 63) | 128 return 4 } } q[4458] = 25 a = -1 } else { a = 1 } return a } o[a | 0] = pq return 1 } function am(a, pq) { var vr = 0, xr = 0, yr = 0 h(+a) vr = e(1) | 0 xr = e(0) | 0 yr = vr vr = (vr >>> 20) & 2047 if ((vr | 0) != 2047) { if (!vr) { vr = pq if (a == 0) { pq = 0 } else { a = am(a * 0x10000000000000000, pq) pq = (q[pq >> 2] + -64) | 0 } q[vr >> 2] = pq return a } q[pq >> 2] = vr + -1022 f(0, xr | 0) f(1, (yr & -2146435073) | 1071644672) a = +g() } return a } function bm(a) { var q = 0, pq = 0, zr = 0, Ar = 0, Br = 0, Cr = 0 while (1) { q = a a = (q + 1) | 0 pq = o[q | 0] if (((pq | 0) == 32) | ((pq + -9) >>> 0 < 5)) { continue } break } pq = o[q | 0] Ar = (pq + -43) | 0 a: { if (Ar >>> 0 > 2) { break a } b: { switch ((Ar - 1) | 0) { case 1: Br = 1 break case 0: break a default: break b } } pq = o[a | 0] q = a Cr = Br } if (Zl(pq)) { while (1) { zr = (((w(zr, 10) - o[q | 0]) | 0) + 48) | 0 a = o[(q + 1) | 0] q = (q + 1) | 0 if (Zl(a)) { continue } break } } return Cr ? zr : (0 - zr) | 0 } function cm(a, Dr, Er) { var Fr = 0, Gr = 0, Hr = 0 a: { if (!Er) { break a } while (1) { Fr = r[a | 0] Gr = r[Dr | 0] if ((Fr | 0) == (Gr | 0)) { Dr = (Dr + 1) | 0 a = (a + 1) | 0 Er = (Er + -1) | 0 if (Er) { continue } break a } break } Hr = (Fr - Gr) | 0 } return Hr } function dm(a) { var Dr = 0, Er = 0, Ir = 0 a: { b: { Dr = a if (!(Dr & 3)) { break b } if (!r[a | 0]) { break a } while (1) { Dr = (Dr + 1) | 0 if (!(Dr & 3)) { break b } if (r[Dr | 0]) { continue } break } break a } while (1) { Er = Dr Dr = (Dr + 4) | 0 Ir = q[Er >> 2] if (!((Ir ^ -1) & (Ir + -16843009) & -2139062144)) { continue } break } if (!(Ir & 255)) { Dr = Er break a } while (1) { Ir = r[(Er + 1) | 0] Dr = (Er + 1) | 0 Er = Dr if (Ir) { continue } break } } return (Dr - a) | 0 } function em(a, Jr) { var Kr = 0, Lr = 0, Mr = 0 Kr = (Jr | 0) != 0 a: { b: { c: { d: { if (!Jr | !(a & 3)) { break d } while (1) { if (!r[a | 0]) { break c } a = (a + 1) | 0 Jr = (Jr + -1) | 0 Kr = (Jr | 0) != 0 if (!Jr) { break d } if (a & 3) { continue } break } } if (!Kr) { break b } } if (!r[a | 0]) { break a } e: { if (Jr >>> 0 >= 4) { Kr = (Jr + -4) | 0 Lr = Kr & -4 Kr = (Kr - Lr) | 0 Lr = (((a + Lr) | 0) + 4) | 0 while (1) { Mr = q[a >> 2] if ((Mr ^ -1) & (Mr + -16843009) & -2139062144) { break e } a = (a + 4) | 0 Jr = (Jr + -4) | 0 if (Jr >>> 0 > 3) { continue } break } Jr = Kr a = Lr } if (!Jr) { break b } } while (1) { if (!r[a | 0]) { break a } a = (a + 1) | 0 Jr = (Jr + -1) | 0 if (Jr) { continue } break } } return 0 } return a } function fm(a) { if (!a) { return 0 } q[4458] = a return -1 } function gm(a, Jr, Nr, Or, Pr, Qr) { var Rr = 0, Sr = 0, Tr = 0, Ur = 0 a: { if (Qr & 64) { Or = Jr Pr = (Qr + -64) | 0 Jr = Pr & 31 if (32 <= (Pr & 63) >>> 0) { Pr = Or << Jr Or = 0 } else { Pr = (((1 << Jr) - 1) & (Or >>> (32 - Jr))) | (Nr << Jr) Or = Or << Jr } Jr = 0 Nr = 0 break a } if (!Qr) { break a } Rr = Or Tr = Qr Or = Qr & 31 if (32 <= (Qr & 63) >>> 0) { Sr = Rr << Or Ur = 0 } else { Sr = (((1 << Or) - 1) & (Rr >>> (32 - Or))) | (Pr << Or) Ur = Rr << Or } Or = Nr Rr = Jr Qr = (64 - Qr) | 0 Pr = Qr & 31 if (32 <= (Qr & 63) >>> 0) { Qr = 0 Or = Or >>> Pr } else { Qr = Or >>> Pr Or = ((((1 << Pr) - 1) & Or) << (32 - Pr)) | (Rr >>> Pr) } Or = Ur | Or Pr = Qr | Sr Qr = Jr Jr = Tr & 31 if (32 <= (Tr & 63) >>> 0) { Sr = Qr << Jr Jr = 0 } else { Sr = (((1 << Jr) - 1) & (Qr >>> (32 - Jr))) | (Nr << Jr) Jr = Qr << Jr } Nr = Sr } q[a >> 2] = Jr q[(a + 4) >> 2] = Nr q[(a + 8) >> 2] = Or q[(a + 12) >> 2] = Pr } function hm(a, Jr, Nr, Or, Pr, Qr) { var Vr = 0, Wr = 0, Xr = 0, Yr = 0 a: { b: { if (Qr & 64) { Nr = (Qr + -64) | 0 Jr = Nr & 31 if (32 <= (Nr & 63) >>> 0) { Nr = 0 Jr = Pr >>> Jr } else { Nr = Pr >>> Jr Jr = ((((1 << Jr) - 1) & Pr) << (32 - Jr)) | (Or >>> Jr) } Or = 0 Pr = 0 break b } if (!Qr) { break a } Wr = Pr Xr = Or Yr = (64 - Qr) | 0 Vr = Yr & 31 if (32 <= (Yr & 63) >>> 0) { Wr = Xr << Vr Yr = 0 } else { Wr = (((1 << Vr) - 1) & (Xr >>> (32 - Vr))) | (Wr << Vr) Yr = Xr << Vr } Xr = Jr Vr = Qr Jr = Vr & 31 if (32 <= (Vr & 63) >>> 0) { Vr = 0 Jr = Nr >>> Jr } else { Vr = Nr >>> Jr Jr = ((((1 << Jr) - 1) & Nr) << (32 - Jr)) | (Xr >>> Jr) } Jr = Yr | Jr Nr = Vr | Wr Vr = Or Or = Qr & 31 if (32 <= (Qr & 63) >>> 0) { Wr = 0 Or = Pr >>> Or } else { Wr = Pr >>> Or Or = ((((1 << Or) - 1) & Pr) << (32 - Or)) | (Vr >>> Or) } Pr = Wr } } q[a >> 2] = Jr q[(a + 4) >> 2] = Nr q[(a + 8) >> 2] = Or q[(a + 12) >> 2] = Pr } function im(a, Jr, Nr, Or) { var Pr = 0, Qr = 0, Zr = 0, _r = 0, $r = 0, as = 0, bs = 0 Zr = (T - 32) | 0 T = Zr Pr = Or & 2147483647 $r = Pr Pr = (Pr + -1006698496) | 0 _r = Nr Qr = Nr if (Nr >>> 0 < 0) { Pr = (Pr + 1) | 0 } as = Qr Qr = Pr Pr = ($r + -1140785152) | 0 bs = _r if (_r >>> 0 < 0) { Pr = (Pr + 1) | 0 } a: { if ((((Pr | 0) == (Qr | 0)) & (as >>> 0 < bs >>> 0)) | (Qr >>> 0 < Pr >>> 0)) { Pr = (Or << 4) | (Nr >>> 28) Nr = (Nr << 4) | (Jr >>> 28) Jr = Jr & 268435455 _r = Jr if ((((Jr | 0) == 134217728) & (a >>> 0 >= 1)) | (Jr >>> 0 > 134217728)) { Pr = (Pr + 1073741824) | 0 a = (Nr + 1) | 0 if (a >>> 0 < 1) { Pr = (Pr + 1) | 0 } Qr = a break a } Qr = Nr Pr = (Pr - (((Nr >>> 0 < 0) + -1073741824) | 0)) | 0 if (a | (_r ^ 134217728)) { break a } a = (Qr + (Qr & 1)) | 0 if (a >>> 0 < Qr >>> 0) { Pr = (Pr + 1) | 0 } Qr = a break a } if (!(!_r & (($r | 0) == 2147418112) ? !(a | Jr) : ((($r | 0) == 2147418112) & (_r >>> 0 < 0)) | ($r >>> 0 < 2147418112))) { Pr = (Or << 4) | (Nr >>> 28) Qr = (Nr << 4) | (Jr >>> 28) Pr = (Pr & 524287) | 2146959360 break a } Qr = 0 Pr = 2146435072 if (((($r | 0) == 1140785151) & (_r >>> 0 > 4294967295)) | ($r >>> 0 > 1140785151)) { break a } Pr = 0 _r = $r >>> 16 if (_r >>> 0 < 15249) { break a } Pr = (Or & 65535) | 65536 hm(Zr, a, Jr, Nr, Pr, (15361 - _r) | 0) gm((Zr + 16) | 0, a, Jr, Nr, Pr, (_r + -15233) | 0) Nr = q[(Zr + 4) >> 2] a = q[(Zr + 8) >> 2] Pr = (q[(Zr + 12) >> 2] << 4) | (a >>> 28) Qr = (a << 4) | (Nr >>> 28) a = Nr & 268435455 Nr = a Jr = q[Zr >> 2] | (((q[(Zr + 16) >> 2] | q[(Zr + 24) >> 2]) != 0) | ((q[(Zr + 20) >> 2] | q[(Zr + 28) >> 2]) != 0)) if ((((a | 0) == 134217728) & (Jr >>> 0 >= 1)) | (a >>> 0 > 134217728)) { a = (Qr + 1) | 0 if (a >>> 0 < 1) { Pr = (Pr + 1) | 0 } Qr = a break a } if (Jr | (Nr ^ 134217728)) { break a } a = (Qr + (Qr & 1)) | 0 if (a >>> 0 < Qr >>> 0) { Pr = (Pr + 1) | 0 } Qr = a } T = (Zr + 32) | 0 f(0, Qr | 0) f(1, (Or & -2147483648) | Pr) return +g() } function jm(a) { var Jr = 0, Nr = 0, Or = 0, cs = 0, ds = 0, es = 0, fs = 0, gs = 0 cs = (T - 16) | 0 T = cs q[(cs + 12) >> 2] = a a: { if (a >>> 0 <= 211) { a = q[km(15184, 15376, (cs + 12) | 0) >> 2] break a } ds = ((a >>> 0) / 210) | 0 Or = w(ds, 210) q[(cs + 8) >> 2] = a - Or es = (km(15376, 15568, (cs + 8) | 0) - 15376) >> 2 b: { while (1) { a = (q[((es << 2) + 15376) >> 2] + Or) | 0 Or = 5 c: { d: { e: { while (1) { if ((Or | 0) == 47) { break e } Jr = q[((Or << 2) + 15184) >> 2] Nr = ((a >>> 0) / (Jr >>> 0)) | 0 fs = Nr >>> 0 < Jr >>> 0 gs = fs ? a : gs Or = (Or + 1) | 0 Jr = fs ? 1 : (w(Jr, Nr) | 0) == (a | 0) ? 7 : 0 if (!Jr) { continue } break } Or = (Jr + -4) | 0 if (Or >>> 0 > 3) { break b } switch ((Or - 1) | 0) { case 0: case 1: break b case 2: break d default: break e } } Or = 211 while (1) { Jr = ((a >>> 0) / (Or >>> 0)) | 0 if (Jr >>> 0 < Or >>> 0) { break c } if ((w(Jr, Or) | 0) == (a | 0)) { break d } Jr = (Or + 10) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 12) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 16) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 18) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 22) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 28) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 30) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 36) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 40) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 42) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 46) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 52) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 58) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 60) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 66) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 70) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 72) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 78) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 82) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 88) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 96) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 100) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 102) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 106) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 108) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 112) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 120) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 126) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 130) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 136) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 138) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 142) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 148) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 150) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 156) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 162) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 166) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 168) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 172) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 178) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 180) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 186) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 190) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 192) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 196) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 198) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } if ((w(Jr, Nr) | 0) == (a | 0)) { break d } Jr = (Or + 208) | 0 Nr = ((a >>> 0) / (Jr >>> 0)) | 0 if (Nr >>> 0 < Jr >>> 0) { break c } Or = (Or + 210) | 0 if ((w(Jr, Nr) | 0) != (a | 0)) { continue } break } } Or = (es + 1) | 0 a = (Or | 0) == 48 es = a ? 0 : Or ds = (a + ds) | 0 Or = w(ds, 210) continue } break } q[(cs + 12) >> 2] = a break a } q[(cs + 12) >> 2] = a a = gs } T = (cs + 16) | 0 return a } function km(a, hs, is) { return lm(a, hs, is) } function lm(a, hs, is) { var js = 0 js = (T - 16) | 0 T = js a = mm(a, hs, is) T = (js + 16) | 0 return a } function mm(a, hs, is) { var ks = 0, ls = 0, ms = 0, ns = 0 ks = (T - 16) | 0 T = ks hs = (hs - a) >> 2 while (1) { if (hs) { q[(ks + 12) >> 2] = a ls = (ks + 12) | 0 ms = ls ns = q[ls >> 2] ls = hs >>> 1 q[ms >> 2] = ns + (ls << 2) if (nm(q[(ks + 12) >> 2], is)) { a = (q[(ks + 12) >> 2] + 4) | 0 q[(ks + 12) >> 2] = a hs = ((ls ^ -1) + hs) | 0 } else { hs = ls } continue } break } T = (ks + 16) | 0 return a } function nm(a, hs) { return t[a >> 2] < t[hs >> 2] } function om(a, hs, is) { if (is) { Cn(a, hs, is) } } function pm(a, hs) { return qm(a, hs) } function qm(a, hs) { var is = 0, os = 0 is = (T - 16) | 0 T = is os = nm(a, hs) T = (is + 16) | 0 return os ? hs : a } function rm(a) { q[a >> 2] = 0 q[(a + 4) >> 2] = 0 q[(a + 8) >> 2] = 0 } function sm(a, hs) { var ps = 0, qs = 0 ps = r[a | 0] qs = r[hs | 0] a: { if (!ps | ((ps | 0) != (qs | 0))) { break a } while (1) { qs = r[(hs + 1) | 0] ps = r[(a + 1) | 0] if (!ps) { break a } hs = (hs + 1) | 0 a = (a + 1) | 0 if ((ps | 0) == (qs | 0)) { continue } break } } return (ps - qs) | 0 } function tm() { var a = 0, hs = 0, rs = 0 a = (T - 16) | 0 T = a a: { if (M((a + 12) | 0, (a + 8) | 0)) { break a } hs = zn(((q[(a + 12) >> 2] << 2) + 4) | 0) q[4475] = hs if (!hs) { break a } b: { hs = zn(q[(a + 8) >> 2]) if (hs) { rs = q[4475] if (rs) { break b } } q[4475] = 0 break a } q[((q[(a + 12) >> 2] << 2) + rs) >> 2] = 0 if (!N(q[4475], hs | 0)) { break a } q[4475] = 0 } T = (a + 16) | 0 } function um(ss, ts, us) { var vs = 0, ws = 0 vs = (T - 160) | 0 T = vs Cn((vs + 8) | 0, 15568, 144) a: { b: { if ((ts + -1) >>> 0 >= 2147483647) { if (ts) { break b } ts = 1 ss = (vs + 159) | 0 } q[(vs + 52) >> 2] = ss q[(vs + 28) >> 2] = ss ws = (-2 - ss) | 0 ts = ts >>> 0 > ws >>> 0 ? ws : ts q[(vs + 56) >> 2] = ts ss = (ss + ts) | 0 q[(vs + 36) >> 2] = ss q[(vs + 24) >> 2] = ss ss = Rl((vs + 8) | 0, 15793, us) if (!ts) { break a } ts = q[(vs + 28) >> 2] o[(ts - ((ts | 0) == q[(vs + 24) >> 2])) | 0] = 0 break a } q[4458] = 61 ss = -1 } T = (vs + 160) | 0 return ss } function vm(ss, ts, us) { ss = ss | 0 ts = ts | 0 us = us | 0 var xs = 0, ys = 0 ys = q[(ss + 20) >> 2] xs = (q[(ss + 16) >> 2] - ys) | 0 xs = xs >>> 0 > us >>> 0 ? us : xs Cn(ys, ts, xs) q[(ss + 20) >> 2] = xs + q[(ss + 20) >> 2] return us | 0 } function wm(ss, ts, us) { var zs = 0 zs = (T - 16) | 0 T = zs q[(zs + 12) >> 2] = us ss = um(ss, ts, us) T = (zs + 16) | 0 return ss } function xm(ss) { if (Bm(ss)) { return q[(ss + 4) >> 2] } return r[(ss + 11) | 0] } function ym(ss) { if (Bm(ss)) { ss = (Cm(ss) + -1) | 0 } else { ss = 10 } return ss } function zm(ss, ts) { Wm(ss, ts) } function Am(ss) { var ts = 0 ts = ss ss = 0 while (1) { if ((ss | 0) != 3) { q[((ss << 2) + ts) >> 2] = 0 ss = (ss + 1) | 0 continue } break } } function Bm(ss) { return o[(ss + 11) | 0] < 0 } function Cm(ss) { return q[(ss + 8) >> 2] & 2147483647 } function Dm(ss) { if (Bm(ss)) { return q[ss >> 2] } return ss } function Em(ss, us) { o[ss | 0] = r[us | 0] } function Fm(ss, us) { q[(ss + 4) >> 2] = us } function Gm(ss, us) { o[(ss + 11) | 0] = us } function Hm(ss) { var us = 0 if (ss >>> 0 >= 11) { us = (ss + 16) & -16 ss = (us + -1) | 0 ss = (ss | 0) == 11 ? us : ss } else { ss = 10 } return ss } function Im(ss) { if (4294967295 < ss >>> 0) { ab(15712) F() } return Mm(ss) } function Jm(ss, As) { q[ss >> 2] = As } function Km(ss, As) { q[(ss + 8) >> 2] = As | -2147483648 } function Lm(ss, As) { if (Bm(ss)) { Fm(ss, As) return } Gm(ss, As) } function Mm(ss) { var As = 0, Bs = 0 ss = ss ? ss : 1 while (1) { a: { As = zn(ss) if (As) { break a } Bs = q[4476] if (!Bs) { break a } n[Bs]() continue } break } return As } function Nm(ss, Cs) { var Ds = 0, Es = 0, Fs = 0, Gs = 0 Ds = dm(Cs) Es = Mm((Ds + 13) | 0) q[(Es + 8) >> 2] = 0 q[(Es + 4) >> 2] = Ds q[Es >> 2] = Ds ;(Fs = ss), (Gs = Cn((Es + 12) | 0, Cs, (Ds + 1) | 0)), (q[Fs >> 2] = Gs) } function Om(ss) { var Cs = 0, Hs = 0, Is = 0 Cs = (T - 16) | 0 T = Cs o[(Cs + 15) | 0] = 10 Hs = q[(ss + 16) >> 2] a: { if (!Hs) { if (El(ss)) { break a } Hs = q[(ss + 16) >> 2] } Is = q[(ss + 20) >> 2] if (!((o[(ss + 75) | 0] == 10) | (Is >>> 0 >= Hs >>> 0))) { q[(ss + 20) >> 2] = Is + 1 o[Is | 0] = 10 break a } if ((n[q[(ss + 36) >> 2]](ss, (Cs + 15) | 0, 1) | 0) != 1) { break a } } T = (Cs + 16) | 0 } function Pm() { ab(15780) F() } function Qm() { O() F() } function Rm(ss, Js) { var Ks = 0, Ls = 0, Ms = 0 Ls = (T - 16) | 0 T = Ls rm(ss) Ks = ss a: { if (!Bm(Js)) { q[(Ks + 8) >> 2] = q[(Js + 8) >> 2] Ms = q[(Js + 4) >> 2] q[Ks >> 2] = q[Js >> 2] q[(Ks + 4) >> 2] = Ms break a } Sm(ss, q[Js >> 2], q[(Js + 4) >> 2]) } T = (Ls + 16) | 0 return ss } function Sm(ss, Js, Ns) { var Os = 0, Ps = 0, Qs = 0 Os = (T - 16) | 0 T = Os if (4294967279 >= Ns >>> 0) { a: { if (Ns >>> 0 <= 10) { Gm(ss, Ns) Ps = ss break a } Qs = (Hm(Ns) + 1) | 0 Ps = Im(Qs) Jm(ss, Ps) Km(ss, Qs) Fm(ss, Ns) } om(Ps, Js, Ns) o[(Os + 15) | 0] = 0 Em((Ns + Ps) | 0, (Os + 15) | 0) T = (Os + 16) | 0 return } Pm() F() } function Tm(ss, Js) { if ((ss | 0) != (Js | 0)) { Um(ss, Dm(Js), xm(Js)) } } function Um(ss, Js, Ns) { var Rs = 0, Ss = 0, Ts = 0, Us = 0 Ss = (T - 16) | 0 T = Ss Rs = ym(ss) a: { if (Rs >>> 0 >= Ns >>> 0) { Ts = Dm(ss) Us = Ts Rs = Ns if (Ns) { En(Us, Js, Rs) } o[(Ss + 15) | 0] = 0 Em((Ns + Ts) | 0, (Ss + 15) | 0) Lm(ss, Ns) break a } Ts = ss ss = xm(ss) Vm(Ts, Rs, (Ns - Rs) | 0, ss, ss, Ns, Js) } T = (Ss + 16) | 0 } function Vm(ss, Js, Ns, Vs, Ws, Xs, Ys) { var Zs = 0, _s = 0, $s = 0 Zs = (T - 16) | 0 T = Zs if (((Js ^ -1) + -17) >>> 0 >= Ns >>> 0) { _s = Dm(ss) a: { if (2147483623 > Js >>> 0) { q[(Zs + 8) >> 2] = Js << 1 q[(Zs + 12) >> 2] = Js + Ns Ns = Hm(q[pm((Zs + 12) | 0, (Zs + 8) | 0) >> 2]) break a } Ns = -18 } $s = (Ns + 1) | 0 Ns = Im($s) if (Xs) { om(Ns, Ys, Xs) } Vs = (Vs - Ws) | 0 Ys = Vs if (Vs) { om((Ns + Xs) | 0, (Ws + _s) | 0, Ys) } if ((Js | 0) != 10) { An(_s) } Jm(ss, Ns) Km(ss, $s) Js = ss ss = (Vs + Xs) | 0 Fm(Js, ss) o[(Zs + 7) | 0] = 0 Em((ss + Ns) | 0, (Zs + 7) | 0) T = (Zs + 16) | 0 return } Pm() F() } function Wm(ss, Js) { var Ns = 0 Ns = xm(ss) if (Ns >>> 0 < Js >>> 0) { Xm(ss, (Js - Ns) | 0) return } Ym(ss, Js) } function Xm(ss, Js) { var Vs = 0, Ws = 0, Xs = 0, Ys = 0 Xs = (T - 16) | 0 T = Xs if (Js) { Ws = ym(ss) Vs = xm(ss) Ys = (Vs + Js) | 0 if ((Ws - Vs) >>> 0 < Js >>> 0) { Zm(ss, Ws, (Ys - Ws) | 0, Vs, Vs) } Ws = Vs Vs = Dm(ss) Ws = (Ws + Vs) | 0 if (Js) { Dn(Ws, 0, Js) } Lm(ss, Ys) o[(Xs + 15) | 0] = 0 Em((Vs + Ys) | 0, (Xs + 15) | 0) } T = (Xs + 16) | 0 } function Ym(ss, Js) { var at = 0, bt = 0 at = (T - 16) | 0 T = at a: { if (Bm(ss)) { bt = q[ss >> 2] o[(at + 15) | 0] = 0 Em((Js + bt) | 0, (at + 15) | 0) Fm(ss, Js) break a } o[(at + 14) | 0] = 0 Em((ss + Js) | 0, (at + 14) | 0) Gm(ss, Js) } T = (at + 16) | 0 } function Zm(ss, Js, ct, dt, et) { var ft = 0, gt = 0, ht = 0 ft = (T - 16) | 0 T = ft if ((-17 - Js) >>> 0 >= ct >>> 0) { gt = Dm(ss) a: { if (2147483623 > Js >>> 0) { q[(ft + 8) >> 2] = Js << 1 q[(ft + 12) >> 2] = Js + ct ct = Hm(q[pm((ft + 12) | 0, (ft + 8) | 0) >> 2]) break a } ct = -18 } ht = (ct + 1) | 0 ct = Im(ht) if (et) { om(ct, gt, et) } dt = (dt - et) | 0 if (dt) { om((ct + et) | 0, (et + gt) | 0, dt) } if ((Js | 0) != 10) { An(gt) } Jm(ss, ct) Km(ss, ht) T = (ft + 16) | 0 return } Pm() F() } function _m(ss) { if (xm(ss) >>> 0 <= 0) { Qm() F() } return Dm(ss) } function $m(ss) { var Js = 0, ct = 0 Js = (T - 16) | 0 T = Js rm(Js) Am(Js) zm(Js, ym(Js)) an(ss, Js) ss = Js if (Bm(Js)) { ct = q[ss >> 2] Cm(ss) An(ct) } T = (Js + 16) | 0 } function an(ss, dt) { var et = 0, it = 0, jt = 0, kt = 0 jt = (T - 16) | 0 T = jt et = xm(dt) while (1) { a: { it = Dm(dt) q[jt >> 2] = 1 kt = dt it = wm(it, (et + 1) | 0, jt) b: { if ((it | 0) >= 0) { if (it >>> 0 <= et >>> 0) { break a } et = it break b } et = (et << 1) | 1 } zm(kt, et) continue } break } zm(dt, it) et = q[(dt + 4) >> 2] q[ss >> 2] = q[dt >> 2] q[(ss + 4) >> 2] = et q[(ss + 8) >> 2] = q[(dt + 8) >> 2] Am(dt) T = (jt + 16) | 0 } function bn() { ab(15796) F() } function cn() { Qm() F() } function dn(ss) { var dt = 0 if (q[(ss + 76) >> 2] < 0) { a: { if (o[(ss + 75) | 0] == 10) { break a } dt = q[(ss + 20) >> 2] if (dt >>> 0 >= t[(ss + 16) >> 2]) { break a } q[(ss + 20) >> 2] = dt + 1 o[dt | 0] = 10 return } Om(ss) return } b: { c: { if (o[(ss + 75) | 0] == 10) { break c } dt = q[(ss + 20) >> 2] if (dt >>> 0 >= t[(ss + 16) >> 2]) { break c } q[(ss + 20) >> 2] = dt + 1 o[dt | 0] = 10 break b } Om(ss) } } function en() { var ss = 0 ss = (T - 16) | 0 T = ss q[(ss + 12) >> 2] = 0 ss = q[3794] Rl(ss, 15803, 0) dn(ss) O() F() } function fn() { en() F() } function gn(lt) { lt = lt | 0 return 15833 } function hn(lt) { lt = lt | 0 q[lt >> 2] = 15900 jn((lt + 4) | 0) return lt | 0 } function jn(lt) { var mt = 0, nt = 0 mt = (q[lt >> 2] + -12) | 0 nt = (mt + 8) | 0 lt = (q[nt >> 2] + -1) | 0 q[nt >> 2] = lt a: { if ((lt | 0) > -1) { break a } An(mt) } } function kn(lt) { lt = lt | 0 An(hn(lt)) } function ln(lt) { lt = lt | 0 return q[(lt + 4) >> 2] } function mn(lt) { lt = lt | 0 hn(lt) An(lt) } function nn(lt, ot, pt) { if (!pt) { return (lt | 0) == (ot | 0) } return !sm(q[(lt + 4) >> 2], q[(ot + 4) >> 2]) } function on(lt, ot, pt) { lt = lt | 0 ot = ot | 0 pt = pt | 0 var qt = 0, rt = 0 qt = (T + -64) | 0 T = qt rt = 1 a: { if (nn(lt, ot, 0)) { break a } rt = 0 if (!ot) { break a } ot = pn(ot) rt = 0 if (!ot) { break a } q[(qt + 20) >> 2] = -1 q[(qt + 16) >> 2] = lt q[(qt + 12) >> 2] = 0 q[(qt + 8) >> 2] = ot Dn((qt + 24) | 0, 0, 39) q[(qt + 56) >> 2] = 1 n[q[(q[ot >> 2] + 28) >> 2]](ot, (qt + 8) | 0, q[pt >> 2], 1) rt = 0 if (q[(qt + 32) >> 2] != 1) { break a } q[pt >> 2] = q[(qt + 24) >> 2] rt = 1 } T = (qt - -64) | 0 return rt | 0 } function pn(lt) { var ot = 0, pt = 0, st = 0, tt = 0 ot = (T + -64) | 0 T = ot pt = q[lt >> 2] tt = q[(pt + -8) >> 2] pt = q[(pt + -4) >> 2] q[(ot + 20) >> 2] = 0 q[(ot + 16) >> 2] = 16052 q[(ot + 12) >> 2] = lt q[(ot + 8) >> 2] = 16100 Dn((ot + 24) | 0, 0, 39) lt = (lt + tt) | 0 a: { if (nn(pt, 16100, 0)) { q[(ot + 56) >> 2] = 1 n[q[(q[pt >> 2] + 20) >> 2]](pt, (ot + 8) | 0, lt, lt, 1, 0) st = q[(ot + 32) >> 2] == 1 ? lt : 0 break a } n[q[(q[pt >> 2] + 24) >> 2]](pt, (ot + 8) | 0, lt, 1, 0) lt = q[(ot + 44) >> 2] if (lt >>> 0 > 1) { break a } if (lt - 1) { st = q[(ot + 48) >> 2] == 1 ? (q[(ot + 36) >> 2] == 1 ? (q[(ot + 40) >> 2] == 1 ? q[(ot + 28) >> 2] : 0) : 0) : 0 break a } if (q[(ot + 32) >> 2] != 1) { if (q[(ot + 48) >> 2] | (q[(ot + 36) >> 2] != 1) | (q[(ot + 40) >> 2] != 1)) { break a } } st = q[(ot + 24) >> 2] } T = (ot - -64) | 0 return st } function qn(lt, ut, vt) { var wt = 0 wt = q[(lt + 16) >> 2] if (!wt) { q[(lt + 36) >> 2] = 1 q[(lt + 24) >> 2] = vt q[(lt + 16) >> 2] = ut return } a: { if ((ut | 0) == (wt | 0)) { if (q[(lt + 24) >> 2] != 2) { break a } q[(lt + 24) >> 2] = vt return } o[(lt + 54) | 0] = 1 q[(lt + 24) >> 2] = 2 q[(lt + 36) >> 2] = q[(lt + 36) >> 2] + 1 } } function rn(lt, ut, vt, xt) { lt = lt | 0 ut = ut | 0 vt = vt | 0 xt = xt | 0 if (nn(lt, q[(ut + 8) >> 2], 0)) { qn(ut, vt, xt) } } function sn(lt, ut, vt, xt) { lt = lt | 0 ut = ut | 0 vt = vt | 0 xt = xt | 0 if (nn(lt, q[(ut + 8) >> 2], 0)) { qn(ut, vt, xt) return } lt = q[(lt + 8) >> 2] n[q[(q[lt >> 2] + 28) >> 2]](lt, ut, vt, xt) } function tn(lt, ut, vt, xt) { o[(lt + 53) | 0] = 1 a: { if (q[(lt + 4) >> 2] != (vt | 0)) { break a } o[(lt + 52) | 0] = 1 vt = q[(lt + 16) >> 2] if (!vt) { q[(lt + 36) >> 2] = 1 q[(lt + 24) >> 2] = xt q[(lt + 16) >> 2] = ut if (((xt | 0) != 1) | (q[(lt + 48) >> 2] != 1)) { break a } o[(lt + 54) | 0] = 1 return } if ((ut | 0) == (vt | 0)) { vt = q[(lt + 24) >> 2] if ((vt | 0) == 2) { q[(lt + 24) >> 2] = xt vt = xt } if ((q[(lt + 48) >> 2] != 1) | ((vt | 0) != 1)) { break a } o[(lt + 54) | 0] = 1 return } o[(lt + 54) | 0] = 1 q[(lt + 36) >> 2] = q[(lt + 36) >> 2] + 1 } } function un(lt, ut, vt) { if (!((q[(lt + 28) >> 2] == 1) | (q[(lt + 4) >> 2] != (ut | 0)))) { q[(lt + 28) >> 2] = vt } } function vn(lt, ut, vt, xt, yt) { lt = lt | 0 ut = ut | 0 vt = vt | 0 xt = xt | 0 yt = yt | 0 if (nn(lt, q[(ut + 8) >> 2], yt)) { un(ut, vt, xt) return } a: { if (nn(lt, q[ut >> 2], yt)) { if (!(q[(ut + 20) >> 2] != (vt | 0) ? q[(ut + 16) >> 2] != (vt | 0) : 0)) { if ((xt | 0) != 1) { break a } q[(ut + 32) >> 2] = 1 return } q[(ut + 32) >> 2] = xt b: { if (q[(ut + 44) >> 2] == 4) { break b } p[(ut + 52) >> 1] = 0 lt = q[(lt + 8) >> 2] n[q[(q[lt >> 2] + 20) >> 2]](lt, ut, vt, vt, 1, yt) if (r[(ut + 53) | 0]) { q[(ut + 44) >> 2] = 3 if (!r[(ut + 52) | 0]) { break b } break a } q[(ut + 44) >> 2] = 4 } q[(ut + 20) >> 2] = vt q[(ut + 40) >> 2] = q[(ut + 40) >> 2] + 1 if ((q[(ut + 36) >> 2] != 1) | (q[(ut + 24) >> 2] != 2)) { break a } o[(ut + 54) | 0] = 1 return } lt = q[(lt + 8) >> 2] n[q[(q[lt >> 2] + 24) >> 2]](lt, ut, vt, xt, yt) } } function wn(lt, ut, vt, xt, yt) { lt = lt | 0 ut = ut | 0 vt = vt | 0 xt = xt | 0 yt = yt | 0 if (nn(lt, q[(ut + 8) >> 2], yt)) { un(ut, vt, xt) return } a: { if (!nn(lt, q[ut >> 2], yt)) { break a } if (!(q[(ut + 20) >> 2] != (vt | 0) ? q[(ut + 16) >> 2] != (vt | 0) : 0)) { if ((xt | 0) != 1) { break a } q[(ut + 32) >> 2] = 1 return } q[(ut + 20) >> 2] = vt q[(ut + 32) >> 2] = xt q[(ut + 40) >> 2] = q[(ut + 40) >> 2] + 1 if (!((q[(ut + 36) >> 2] != 1) | (q[(ut + 24) >> 2] != 2))) { o[(ut + 54) | 0] = 1 } q[(ut + 44) >> 2] = 4 } } function xn(lt, ut, vt, xt, yt, zt) { lt = lt | 0 ut = ut | 0 vt = vt | 0 xt = xt | 0 yt = yt | 0 zt = zt | 0 if (nn(lt, q[(ut + 8) >> 2], zt)) { tn(ut, vt, xt, yt) return } lt = q[(lt + 8) >> 2] n[q[(q[lt >> 2] + 20) >> 2]](lt, ut, vt, xt, yt, zt) } function yn(lt, ut, vt, xt, yt, zt) { lt = lt | 0 ut = ut | 0 vt = vt | 0 xt = xt | 0 yt = yt | 0 zt = zt | 0 if (nn(lt, q[(ut + 8) >> 2], zt)) { tn(ut, vt, xt, yt) } } function zn(a) { a = a | 0 var b = 0, c = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i = 0, j = 0, k = 0, l = 0, m = 0, n = 0 l = (T - 16) | 0 T = l a: { b: { c: { d: { e: { f: { g: { h: { i: { j: { k: { if (a >>> 0 <= 244) { f = q[4477] h = a >>> 0 < 11 ? 16 : (a + 11) & -8 b = h >>> 3 a = f >>> b if (a & 3) { d = (b + ((a ^ -1) & 1)) | 0 b = d << 3 e = q[(b + 17956) >> 2] a = (e + 8) | 0 c = q[(e + 8) >> 2] b = (b + 17948) | 0 l: { if ((c | 0) == (b | 0)) { ;(m = 17908), (n = eo(d) & f), (q[m >> 2] = n) break l } q[(c + 12) >> 2] = b q[(b + 8) >> 2] = c } b = d << 3 q[(e + 4) >> 2] = b | 3 b = (b + e) | 0 q[(b + 4) >> 2] = q[(b + 4) >> 2] | 1 break a } k = q[4479] if (h >>> 0 <= k >>> 0) { break k } if (a) { c = a << b a = 2 << b a = c & ((0 - a) | a) b = (((0 - a) & a) + -1) | 0 a = (b >>> 12) & 16 c = a b = b >>> a a = (b >>> 5) & 8 c = c | a b = b >>> a a = (b >>> 2) & 4 c = c | a b = b >>> a a = (b >>> 1) & 2 c = c | a b = b >>> a a = (b >>> 1) & 1 c = ((c | a) + (b >>> a)) | 0 a = c << 3 g = q[(a + 17956) >> 2] b = q[(g + 8) >> 2] a = (a + 17948) | 0 m: { if ((b | 0) == (a | 0)) { f = eo(c) & f q[4477] = f break m } q[(b + 12) >> 2] = a q[(a + 8) >> 2] = b } a = (g + 8) | 0 q[(g + 4) >> 2] = h | 3 d = (g + h) | 0 b = c << 3 e = (b - h) | 0 q[(d + 4) >> 2] = e | 1 q[(b + g) >> 2] = e if (k) { b = k >>> 3 c = ((b << 3) + 17948) | 0 h = q[4482] b = 1 << b n: { if (!(b & f)) { q[4477] = b | f b = c break n } b = q[(c + 8) >> 2] } q[(c + 8) >> 2] = h q[(b + 12) >> 2] = h q[(h + 12) >> 2] = c q[(h + 8) >> 2] = b } q[4482] = d q[4479] = e break a } i = q[4478] if (!i) { break k } b = ((i & (0 - i)) + -1) | 0 a = (b >>> 12) & 16 c = a b = b >>> a a = (b >>> 5) & 8 c = c | a b = b >>> a a = (b >>> 2) & 4 c = c | a b = b >>> a a = (b >>> 1) & 2 c = c | a b = b >>> a a = (b >>> 1) & 1 b = q[((((c | a) + (b >>> a)) << 2) + 18212) >> 2] d = ((q[(b + 4) >> 2] & -8) - h) | 0 c = b while (1) { o: { a = q[(c + 16) >> 2] if (!a) { a = q[(c + 20) >> 2] if (!a) { break o } } c = ((q[(a + 4) >> 2] & -8) - h) | 0 e = c >>> 0 < d >>> 0 d = e ? c : d b = e ? a : b c = a continue } break } j = q[(b + 24) >> 2] e = q[(b + 12) >> 2] if ((e | 0) != (b | 0)) { a = q[(b + 8) >> 2] q[(a + 12) >> 2] = e q[(e + 8) >> 2] = a break b } c = (b + 20) | 0 a = q[c >> 2] if (!a) { a = q[(b + 16) >> 2] if (!a) { break j } c = (b + 16) | 0 } while (1) { g = c e = a c = (a + 20) | 0 a = q[c >> 2] if (a) { continue } c = (e + 16) | 0 a = q[(e + 16) >> 2] if (a) { continue } break } q[g >> 2] = 0 break b } h = -1 if (a >>> 0 > 4294967231) { break k } a = (a + 11) | 0 h = a & -8 i = q[4478] if (!i) { break k } a = a >>> 8 g = 0 p: { if (!a) { break p } g = 31 if (h >>> 0 > 16777215) { break p } b = ((a + 1048320) >>> 16) & 8 a = a << b d = ((a + 520192) >>> 16) & 4 a = a << d c = ((a + 245760) >>> 16) & 2 a = (((a << c) >>> 15) - (c | (b | d))) | 0 g = (((a << 1) | ((h >>> (a + 21)) & 1)) + 28) | 0 } c = (0 - h) | 0 d = q[((g << 2) + 18212) >> 2] q: { r: { s: { if (!d) { a = 0 break s } b = h << ((g | 0) == 31 ? 0 : (25 - (g >>> 1)) | 0) a = 0 while (1) { t: { f = ((q[(d + 4) >> 2] & -8) - h) | 0 if (f >>> 0 >= c >>> 0) { break t } e = d c = f if (c) { break t } c = 0 a = d break r } f = q[(d + 20) >> 2] d = q[(((((b >>> 29) & 4) + d) | 0) + 16) >> 2] a = f ? ((f | 0) == (d | 0) ? a : f) : a b = b << ((d | 0) != 0) if (d) { continue } break } } if (!(a | e)) { a = 2 << g a = ((0 - a) | a) & i if (!a) { break k } b = ((a & (0 - a)) + -1) | 0 a = (b >>> 12) & 16 d = a b = b >>> a a = (b >>> 5) & 8 d = d | a b = b >>> a a = (b >>> 2) & 4 d = d | a b = b >>> a a = (b >>> 1) & 2 d = d | a b = b >>> a a = (b >>> 1) & 1 a = q[((((d | a) + (b >>> a)) << 2) + 18212) >> 2] } if (!a) { break q } } while (1) { b = ((q[(a + 4) >> 2] & -8) - h) | 0 d = b >>> 0 < c >>> 0 c = d ? b : c e = d ? a : e b = q[(a + 16) >> 2] if (b) { a = b } else { a = q[(a + 20) >> 2] } if (a) { continue } break } } if (!e | (c >>> 0 >= (q[4479] - h) >>> 0)) { break k } g = q[(e + 24) >> 2] b = q[(e + 12) >> 2] if ((e | 0) != (b | 0)) { a = q[(e + 8) >> 2] q[(a + 12) >> 2] = b q[(b + 8) >> 2] = a break c } d = (e + 20) | 0 a = q[d >> 2] if (!a) { a = q[(e + 16) >> 2] if (!a) { break i } d = (e + 16) | 0 } while (1) { f = d b = a d = (a + 20) | 0 a = q[d >> 2] if (a) { continue } d = (b + 16) | 0 a = q[(b + 16) >> 2] if (a) { continue } break } q[f >> 2] = 0 break c } c = q[4479] if (c >>> 0 >= h >>> 0) { d = q[4482] b = (c - h) | 0 u: { if (b >>> 0 >= 16) { q[4479] = b a = (d + h) | 0 q[4482] = a q[(a + 4) >> 2] = b | 1 q[(c + d) >> 2] = b q[(d + 4) >> 2] = h | 3 break u } q[4482] = 0 q[4479] = 0 q[(d + 4) >> 2] = c | 3 a = (c + d) | 0 q[(a + 4) >> 2] = q[(a + 4) >> 2] | 1 } a = (d + 8) | 0 break a } j = q[4480] if (j >>> 0 > h >>> 0) { b = (j - h) | 0 q[4480] = b c = q[4483] a = (c + h) | 0 q[4483] = a q[(a + 4) >> 2] = b | 1 q[(c + 4) >> 2] = h | 3 a = (c + 8) | 0 break a } a = 0 i = (h + 47) | 0 b = i if (q[4595]) { c = q[4597] } else { q[4598] = -1 q[4599] = -1 q[4596] = 4096 q[4597] = 4096 q[4595] = ((l + 12) & -16) ^ 1431655768 q[4600] = 0 q[4588] = 0 c = 4096 } g = (b + c) | 0 f = (0 - c) | 0 c = g & f if (c >>> 0 <= h >>> 0) { break a } e = q[4587] if (e) { d = q[4585] b = (d + c) | 0 if ((b >>> 0 <= d >>> 0) | (b >>> 0 > e >>> 0)) { break a } } if (r[18352] & 4) { break f } v: { w: { d = q[4483] if (d) { a = 18356 while (1) { b = q[a >> 2] if ((b + q[(a + 4) >> 2]) >>> 0 > d >>> 0 ? b >>> 0 <= d >>> 0 : 0) { break w } a = q[(a + 8) >> 2] if (a) { continue } break } } b = Bn(0) if ((b | 0) == -1) { break g } f = c d = q[4596] a = (d + -1) | 0 if (a & b) { f = (((c - b) | 0) + ((a + b) & (0 - d))) | 0 } if ((f >>> 0 <= h >>> 0) | (f >>> 0 > 2147483646)) { break g } e = q[4587] if (e) { d = q[4585] a = (d + f) | 0 if ((a >>> 0 <= d >>> 0) | (a >>> 0 > e >>> 0)) { break g } } a = Bn(f) if ((b | 0) != (a | 0)) { break v } break e } f = f & (g - j) if (f >>> 0 > 2147483646) { break g } b = Bn(f) if ((b | 0) == ((q[a >> 2] + q[(a + 4) >> 2]) | 0)) { break h } a = b } b = a if (!(((h + 48) >>> 0 <= f >>> 0) | (f >>> 0 > 2147483646) | ((a | 0) == -1))) { a = q[4597] a = (a + ((i - f) | 0)) & (0 - a) if (a >>> 0 > 2147483646) { break e } if ((Bn(a) | 0) != -1) { f = (a + f) | 0 break e } Bn((0 - f) | 0) break g } if ((b | 0) != -1) { break e } break g } e = 0 break b } b = 0 break c } if ((b | 0) != -1) { break e } } q[4588] = q[4588] | 4 } if (c >>> 0 > 2147483646) { break d } b = Bn(c) a = Bn(0) if ((b >>> 0 >= a >>> 0) | ((b | 0) == -1) | ((a | 0) == -1)) { break d } f = (a - b) | 0 if (f >>> 0 <= (h + 40) >>> 0) { break d } } a = (q[4585] + f) | 0 q[4585] = a if (a >>> 0 > t[4586]) { q[4586] = a } x: { y: { z: { d = q[4483] if (d) { a = 18356 while (1) { e = q[a >> 2] c = q[(a + 4) >> 2] if (((e + c) | 0) == (b | 0)) { break z } a = q[(a + 8) >> 2] if (a) { continue } break } break y } a = q[4481] if (!(b >>> 0 >= a >>> 0 ? a : 0)) { q[4481] = b } a = 0 q[4590] = f q[4589] = b q[4485] = -1 q[4486] = q[4595] q[4592] = 0 while (1) { d = a << 3 c = (d + 17948) | 0 q[(d + 17956) >> 2] = c q[(d + 17960) >> 2] = c a = (a + 1) | 0 if ((a | 0) != 32) { continue } break } d = (f + -40) | 0 a = (b + 8) & 7 ? (-8 - b) & 7 : 0 c = (d - a) | 0 q[4480] = c a = (a + b) | 0 q[4483] = a q[(a + 4) >> 2] = c | 1 q[(((b + d) | 0) + 4) >> 2] = 40 q[4484] = q[4599] break x } if ((r[(a + 12) | 0] & 8) | (b >>> 0 <= d >>> 0) | (e >>> 0 > d >>> 0)) { break y } q[(a + 4) >> 2] = c + f a = (d + 8) & 7 ? (-8 - d) & 7 : 0 c = (a + d) | 0 q[4483] = c b = (q[4480] + f) | 0 a = (b - a) | 0 q[4480] = a q[(c + 4) >> 2] = a | 1 q[(((b + d) | 0) + 4) >> 2] = 40 q[4484] = q[4599] break x } e = q[4481] if (b >>> 0 < e >>> 0) { q[4481] = b e = 0 } c = (b + f) | 0 a = 18356 A: { B: { C: { D: { E: { F: { while (1) { if ((c | 0) != q[a >> 2]) { a = q[(a + 8) >> 2] if (a) { continue } break F } break } if (!(r[(a + 12) | 0] & 8)) { break E } } a = 18356 while (1) { c = q[a >> 2] if (c >>> 0 <= d >>> 0) { g = (c + q[(a + 4) >> 2]) | 0 if (g >>> 0 > d >>> 0) { break D } } a = q[(a + 8) >> 2] continue } } q[a >> 2] = b q[(a + 4) >> 2] = q[(a + 4) >> 2] + f j = (((b + 8) & 7 ? (-8 - b) & 7 : 0) + b) | 0 q[(j + 4) >> 2] = h | 3 b = (c + ((c + 8) & 7 ? (-8 - c) & 7 : 0)) | 0 a = (((b - j) | 0) - h) | 0 g = (h + j) | 0 if ((b | 0) == (d | 0)) { q[4483] = g a = (q[4480] + a) | 0 q[4480] = a q[(g + 4) >> 2] = a | 1 break B } if (q[4482] == (b | 0)) { q[4482] = g a = (q[4479] + a) | 0 q[4479] = a q[(g + 4) >> 2] = a | 1 q[(a + g) >> 2] = a break B } c = q[(b + 4) >> 2] if ((c & 3) == 1) { i = c & -8 G: { if (c >>> 0 <= 255) { e = q[(b + 8) >> 2] c = c >>> 3 d = q[(b + 12) >> 2] if ((d | 0) == (e | 0)) { ;(m = 17908), (n = q[4477] & eo(c)), (q[m >> 2] = n) break G } q[(e + 12) >> 2] = d q[(d + 8) >> 2] = e break G } k = q[(b + 24) >> 2] f = q[(b + 12) >> 2] H: { if ((f | 0) != (b | 0)) { c = q[(b + 8) >> 2] q[(c + 12) >> 2] = f q[(f + 8) >> 2] = c break H } I: { d = (b + 20) | 0 h = q[d >> 2] if (h) { break I } d = (b + 16) | 0 h = q[d >> 2] if (h) { break I } f = 0 break H } while (1) { c = d f = h d = (f + 20) | 0 h = q[d >> 2] if (h) { continue } d = (f + 16) | 0 h = q[(f + 16) >> 2] if (h) { continue } break } q[c >> 2] = 0 } if (!k) { break G } d = q[(b + 28) >> 2] c = ((d << 2) + 18212) | 0 J: { if (q[c >> 2] == (b | 0)) { q[c >> 2] = f if (f) { break J } ;(m = 17912), (n = q[4478] & eo(d)), (q[m >> 2] = n) break G } q[(k + (q[(k + 16) >> 2] == (b | 0) ? 16 : 20)) >> 2] = f if (!f) { break G } } q[(f + 24) >> 2] = k c = q[(b + 16) >> 2] if (c) { q[(f + 16) >> 2] = c q[(c + 24) >> 2] = f } c = q[(b + 20) >> 2] if (!c) { break G } q[(f + 20) >> 2] = c q[(c + 24) >> 2] = f } b = (b + i) | 0 a = (a + i) | 0 } q[(b + 4) >> 2] = q[(b + 4) >> 2] & -2 q[(g + 4) >> 2] = a | 1 q[(a + g) >> 2] = a if (a >>> 0 <= 255) { a = a >>> 3 b = ((a << 3) + 17948) | 0 c = q[4477] a = 1 << a K: { if (!(c & a)) { q[4477] = a | c a = b break K } a = q[(b + 8) >> 2] } q[(b + 8) >> 2] = g q[(a + 12) >> 2] = g q[(g + 12) >> 2] = b q[(g + 8) >> 2] = a break B } b = g d = a >>> 8 c = 0 L: { if (!d) { break L } c = 31 if (a >>> 0 > 16777215) { break L } c = d d = ((d + 1048320) >>> 16) & 8 c = c << d f = ((c + 520192) >>> 16) & 4 c = c << f e = ((c + 245760) >>> 16) & 2 c = (((c << e) >>> 15) - (e | (d | f))) | 0 c = (((c << 1) | ((a >>> (c + 21)) & 1)) + 28) | 0 } q[(b + 28) >> 2] = c q[(g + 16) >> 2] = 0 q[(g + 20) >> 2] = 0 e = ((c << 2) + 18212) | 0 d = q[4478] b = 1 << c M: { if (!(d & b)) { q[4478] = b | d q[e >> 2] = g q[(g + 24) >> 2] = e break M } d = a << ((c | 0) == 31 ? 0 : (25 - (c >>> 1)) | 0) b = q[e >> 2] while (1) { c = b if ((q[(b + 4) >> 2] & -8) == (a | 0)) { break C } b = d >>> 29 d = d << 1 e = (((c + (b & 4)) | 0) + 16) | 0 b = q[e >> 2] if (b) { continue } break } q[e >> 2] = g q[(g + 24) >> 2] = c } q[(g + 12) >> 2] = g q[(g + 8) >> 2] = g break B } e = (f + -40) | 0 a = (b + 8) & 7 ? (-8 - b) & 7 : 0 c = (e - a) | 0 q[4480] = c a = (a + b) | 0 q[4483] = a q[(a + 4) >> 2] = c | 1 q[(((b + e) | 0) + 4) >> 2] = 40 q[4484] = q[4599] a = (((g + ((g + -39) & 7 ? (39 - g) & 7 : 0)) | 0) + -47) | 0 c = a >>> 0 < (d + 16) >>> 0 ? d : a q[(c + 4) >> 2] = 27 a = q[4592] q[(c + 16) >> 2] = q[4591] q[(c + 20) >> 2] = a a = q[4590] q[(c + 8) >> 2] = q[4589] q[(c + 12) >> 2] = a q[4591] = c + 8 q[4590] = f q[4589] = b q[4592] = 0 a = (c + 24) | 0 while (1) { q[(a + 4) >> 2] = 7 b = (a + 8) | 0 a = (a + 4) | 0 if (b >>> 0 < g >>> 0) { continue } break } if ((c | 0) == (d | 0)) { break x } q[(c + 4) >> 2] = q[(c + 4) >> 2] & -2 g = (c - d) | 0 q[(d + 4) >> 2] = g | 1 q[c >> 2] = g if (g >>> 0 <= 255) { a = g >>> 3 b = ((a << 3) + 17948) | 0 c = q[4477] a = 1 << a N: { if (!(c & a)) { q[4477] = a | c a = b break N } a = q[(b + 8) >> 2] } q[(b + 8) >> 2] = d q[(a + 12) >> 2] = d q[(d + 12) >> 2] = b q[(d + 8) >> 2] = a break x } q[(d + 16) >> 2] = 0 q[(d + 20) >> 2] = 0 a = d c = g >>> 8 b = 0 O: { if (!c) { break O } b = 31 if (g >>> 0 > 16777215) { break O } b = c c = ((c + 1048320) >>> 16) & 8 b = b << c f = ((b + 520192) >>> 16) & 4 b = b << f e = ((b + 245760) >>> 16) & 2 b = (((b << e) >>> 15) - (e | (c | f))) | 0 b = (((b << 1) | ((g >>> (b + 21)) & 1)) + 28) | 0 } q[(a + 28) >> 2] = b e = ((b << 2) + 18212) | 0 c = q[4478] a = 1 << b P: { if (!(c & a)) { q[4478] = a | c q[e >> 2] = d q[(d + 24) >> 2] = e break P } a = g << ((b | 0) == 31 ? 0 : (25 - (b >>> 1)) | 0) b = q[e >> 2] while (1) { c = b if ((g | 0) == (q[(b + 4) >> 2] & -8)) { break A } b = a >>> 29 a = a << 1 e = (((c + (b & 4)) | 0) + 16) | 0 b = q[e >> 2] if (b) { continue } break } q[e >> 2] = d q[(d + 24) >> 2] = c } q[(d + 12) >> 2] = d q[(d + 8) >> 2] = d break x } a = q[(c + 8) >> 2] q[(a + 12) >> 2] = g q[(c + 8) >> 2] = g q[(g + 24) >> 2] = 0 q[(g + 12) >> 2] = c q[(g + 8) >> 2] = a } a = (j + 8) | 0 break a } a = q[(c + 8) >> 2] q[(a + 12) >> 2] = d q[(c + 8) >> 2] = d q[(d + 24) >> 2] = 0 q[(d + 12) >> 2] = c q[(d + 8) >> 2] = a } a = q[4480] if (a >>> 0 <= h >>> 0) { break d } b = (a - h) | 0 q[4480] = b c = q[4483] a = (c + h) | 0 q[4483] = a q[(a + 4) >> 2] = b | 1 q[(c + 4) >> 2] = h | 3 a = (c + 8) | 0 break a } q[4458] = 48 a = 0 break a } Q: { if (!g) { break Q } d = q[(e + 28) >> 2] a = ((d << 2) + 18212) | 0 R: { if (q[a >> 2] == (e | 0)) { q[a >> 2] = b if (b) { break R } i = eo(d) & i q[4478] = i break Q } q[(g + (q[(g + 16) >> 2] == (e | 0) ? 16 : 20)) >> 2] = b if (!b) { break Q } } q[(b + 24) >> 2] = g a = q[(e + 16) >> 2] if (a) { q[(b + 16) >> 2] = a q[(a + 24) >> 2] = b } a = q[(e + 20) >> 2] if (!a) { break Q } q[(b + 20) >> 2] = a q[(a + 24) >> 2] = b } S: { if (c >>> 0 <= 15) { a = (c + h) | 0 q[(e + 4) >> 2] = a | 3 a = (a + e) | 0 q[(a + 4) >> 2] = q[(a + 4) >> 2] | 1 break S } q[(e + 4) >> 2] = h | 3 d = (e + h) | 0 q[(d + 4) >> 2] = c | 1 q[(c + d) >> 2] = c if (c >>> 0 <= 255) { a = c >>> 3 b = ((a << 3) + 17948) | 0 c = q[4477] a = 1 << a T: { if (!(c & a)) { q[4477] = a | c a = b break T } a = q[(b + 8) >> 2] } q[(b + 8) >> 2] = d q[(a + 12) >> 2] = d q[(d + 12) >> 2] = b q[(d + 8) >> 2] = a break S } a = d f = c >>> 8 b = 0 U: { if (!f) { break U } b = 31 if (c >>> 0 > 16777215) { break U } b = f f = ((f + 1048320) >>> 16) & 8 b = b << f g = ((b + 520192) >>> 16) & 4 b = b << g h = ((b + 245760) >>> 16) & 2 b = (((b << h) >>> 15) - (h | (f | g))) | 0 b = (((b << 1) | ((c >>> (b + 21)) & 1)) + 28) | 0 } q[(a + 28) >> 2] = b q[(d + 16) >> 2] = 0 q[(d + 20) >> 2] = 0 f = ((b << 2) + 18212) | 0 V: { a = 1 << b W: { if (!(a & i)) { q[4478] = a | i q[f >> 2] = d q[(d + 24) >> 2] = f break W } a = c << ((b | 0) == 31 ? 0 : (25 - (b >>> 1)) | 0) h = q[f >> 2] while (1) { b = h if ((q[(b + 4) >> 2] & -8) == (c | 0)) { break V } f = a >>> 29 a = a << 1 f = (((b + (f & 4)) | 0) + 16) | 0 h = q[f >> 2] if (h) { continue } break } q[f >> 2] = d q[(d + 24) >> 2] = b } q[(d + 12) >> 2] = d q[(d + 8) >> 2] = d break S } a = q[(b + 8) >> 2] q[(a + 12) >> 2] = d q[(b + 8) >> 2] = d q[(d + 24) >> 2] = 0 q[(d + 12) >> 2] = b q[(d + 8) >> 2] = a } a = (e + 8) | 0 break a } X: { if (!j) { break X } c = q[(b + 28) >> 2] a = ((c << 2) + 18212) | 0 Y: { if (q[a >> 2] == (b | 0)) { q[a >> 2] = e if (e) { break Y } ;(m = 17912), (n = eo(c) & i), (q[m >> 2] = n) break X } q[((q[(j + 16) >> 2] == (b | 0) ? 16 : 20) + j) >> 2] = e if (!e) { break X } } q[(e + 24) >> 2] = j a = q[(b + 16) >> 2] if (a) { q[(e + 16) >> 2] = a q[(a + 24) >> 2] = e } a = q[(b + 20) >> 2] if (!a) { break X } q[(e + 20) >> 2] = a q[(a + 24) >> 2] = e } Z: { if (d >>> 0 <= 15) { a = (d + h) | 0 q[(b + 4) >> 2] = a | 3 a = (a + b) | 0 q[(a + 4) >> 2] = q[(a + 4) >> 2] | 1 break Z } q[(b + 4) >> 2] = h | 3 e = (b + h) | 0 q[(e + 4) >> 2] = d | 1 q[(d + e) >> 2] = d if (k) { a = k >>> 3 c = ((a << 3) + 17948) | 0 h = q[4482] a = 1 << a _: { if (!(a & f)) { q[4477] = a | f a = c break _ } a = q[(c + 8) >> 2] } q[(c + 8) >> 2] = h q[(a + 12) >> 2] = h q[(h + 12) >> 2] = c q[(h + 8) >> 2] = a } q[4482] = e q[4479] = d } a = (b + 8) | 0 } T = (l + 16) | 0 return a | 0 } function An(a) { a = a | 0 var o = 0, p = 0, r = 0, s = 0, u = 0, v = 0, w = 0, x = 0, y = 0 a: { if (!a) { break a } r = (a + -8) | 0 p = q[(a + -4) >> 2] a = p & -8 u = (r + a) | 0 b: { if (p & 1) { break b } if (!(p & 3)) { break a } p = q[r >> 2] r = (r - p) | 0 if (r >>> 0 < t[4481]) { break a } a = (a + p) | 0 if (q[4482] != (r | 0)) { if (p >>> 0 <= 255) { s = q[(r + 8) >> 2] p = p >>> 3 o = q[(r + 12) >> 2] if ((o | 0) == (s | 0)) { ;(x = 17908), (y = q[4477] & eo(p)), (q[x >> 2] = y) break b } q[(s + 12) >> 2] = o q[(o + 8) >> 2] = s break b } w = q[(r + 24) >> 2] p = q[(r + 12) >> 2] c: { if ((p | 0) != (r | 0)) { o = q[(r + 8) >> 2] q[(o + 12) >> 2] = p q[(p + 8) >> 2] = o break c } d: { s = (r + 20) | 0 o = q[s >> 2] if (o) { break d } s = (r + 16) | 0 o = q[s >> 2] if (o) { break d } p = 0 break c } while (1) { v = s p = o s = (p + 20) | 0 o = q[s >> 2] if (o) { continue } s = (p + 16) | 0 o = q[(p + 16) >> 2] if (o) { continue } break } q[v >> 2] = 0 } if (!w) { break b } s = q[(r + 28) >> 2] o = ((s << 2) + 18212) | 0 e: { if (q[o >> 2] == (r | 0)) { q[o >> 2] = p if (p) { break e } ;(x = 17912), (y = q[4478] & eo(s)), (q[x >> 2] = y) break b } q[(w + (q[(w + 16) >> 2] == (r | 0) ? 16 : 20)) >> 2] = p if (!p) { break b } } q[(p + 24) >> 2] = w o = q[(r + 16) >> 2] if (o) { q[(p + 16) >> 2] = o q[(o + 24) >> 2] = p } o = q[(r + 20) >> 2] if (!o) { break b } q[(p + 20) >> 2] = o q[(o + 24) >> 2] = p break b } p = q[(u + 4) >> 2] if ((p & 3) != 3) { break b } q[4479] = a q[(u + 4) >> 2] = p & -2 q[(r + 4) >> 2] = a | 1 q[(a + r) >> 2] = a return } if (u >>> 0 <= r >>> 0) { break a } p = q[(u + 4) >> 2] if (!(p & 1)) { break a } f: { if (!(p & 2)) { if ((u | 0) == q[4483]) { q[4483] = r a = (q[4480] + a) | 0 q[4480] = a q[(r + 4) >> 2] = a | 1 if (q[4482] != (r | 0)) { break a } q[4479] = 0 q[4482] = 0 return } if ((u | 0) == q[4482]) { q[4482] = r a = (q[4479] + a) | 0 q[4479] = a q[(r + 4) >> 2] = a | 1 q[(a + r) >> 2] = a return } a = ((p & -8) + a) | 0 g: { if (p >>> 0 <= 255) { o = q[(u + 8) >> 2] p = p >>> 3 s = q[(u + 12) >> 2] if ((o | 0) == (s | 0)) { ;(x = 17908), (y = q[4477] & eo(p)), (q[x >> 2] = y) break g } q[(o + 12) >> 2] = s q[(s + 8) >> 2] = o break g } w = q[(u + 24) >> 2] p = q[(u + 12) >> 2] h: { if ((u | 0) != (p | 0)) { o = q[(u + 8) >> 2] q[(o + 12) >> 2] = p q[(p + 8) >> 2] = o break h } i: { s = (u + 20) | 0 o = q[s >> 2] if (o) { break i } s = (u + 16) | 0 o = q[s >> 2] if (o) { break i } p = 0 break h } while (1) { v = s p = o s = (p + 20) | 0 o = q[s >> 2] if (o) { continue } s = (p + 16) | 0 o = q[(p + 16) >> 2] if (o) { continue } break } q[v >> 2] = 0 } if (!w) { break g } s = q[(u + 28) >> 2] o = ((s << 2) + 18212) | 0 j: { if ((u | 0) == q[o >> 2]) { q[o >> 2] = p if (p) { break j } ;(x = 17912), (y = q[4478] & eo(s)), (q[x >> 2] = y) break g } q[(w + ((u | 0) == q[(w + 16) >> 2] ? 16 : 20)) >> 2] = p if (!p) { break g } } q[(p + 24) >> 2] = w o = q[(u + 16) >> 2] if (o) { q[(p + 16) >> 2] = o q[(o + 24) >> 2] = p } o = q[(u + 20) >> 2] if (!o) { break g } q[(p + 20) >> 2] = o q[(o + 24) >> 2] = p } q[(r + 4) >> 2] = a | 1 q[(a + r) >> 2] = a if (q[4482] != (r | 0)) { break f } q[4479] = a return } q[(u + 4) >> 2] = p & -2 q[(r + 4) >> 2] = a | 1 q[(a + r) >> 2] = a } if (a >>> 0 <= 255) { a = a >>> 3 p = ((a << 3) + 17948) | 0 o = q[4477] a = 1 << a k: { if (!(o & a)) { q[4477] = a | o a = p break k } a = q[(p + 8) >> 2] } q[(p + 8) >> 2] = r q[(a + 12) >> 2] = r q[(r + 12) >> 2] = p q[(r + 8) >> 2] = a return } q[(r + 16) >> 2] = 0 q[(r + 20) >> 2] = 0 p = r s = a >>> 8 o = 0 l: { if (!s) { break l } o = 31 if (a >>> 0 > 16777215) { break l } o = s s = ((s + 1048320) >>> 16) & 8 o = o << s w = ((o + 520192) >>> 16) & 4 o = o << w v = ((o + 245760) >>> 16) & 2 o = (((o << v) >>> 15) - (v | (s | w))) | 0 o = (((o << 1) | ((a >>> (o + 21)) & 1)) + 28) | 0 } q[(p + 28) >> 2] = o v = ((o << 2) + 18212) | 0 s = q[4478] p = 1 << o m: { if (!(s & p)) { q[4478] = p | s q[v >> 2] = r q[(r + 12) >> 2] = r q[(r + 24) >> 2] = v q[(r + 8) >> 2] = r break m } s = a << ((o | 0) == 31 ? 0 : (25 - (o >>> 1)) | 0) p = q[v >> 2] n: { while (1) { o = p if ((q[(p + 4) >> 2] & -8) == (a | 0)) { break n } p = s >>> 29 s = s << 1 v = (((o + (p & 4)) | 0) + 16) | 0 p = q[v >> 2] if (p) { continue } break } q[v >> 2] = r q[(r + 12) >> 2] = r q[(r + 24) >> 2] = o q[(r + 8) >> 2] = r break m } a = q[(o + 8) >> 2] q[(a + 12) >> 2] = r q[(o + 8) >> 2] = r q[(r + 24) >> 2] = 0 q[(r + 12) >> 2] = o q[(r + 8) >> 2] = a } a = (q[4485] + -1) | 0 q[4485] = a if (a) { break a } r = 18364 while (1) { a = q[r >> 2] r = (a + 8) | 0 if (a) { continue } break } q[4485] = -1 } } function Bn(a) { var t = 0 t = q[4604] a = (t + a) | 0 if ((a | 0) <= -1) { q[4458] = 48 return -1 } a: { if (a >>> 0 <= (W() << 16) >>> 0) { break a } if (P(a | 0)) { break a } q[4458] = 48 return -1 } q[4604] = a return t } function Cn(a, z, A) { var B = 0, C = 0, D = 0 if (A >>> 0 >= 8192) { Q(a | 0, z | 0, A | 0) | 0 return a } C = (a + A) | 0 a: { if (!((a ^ z) & 3)) { b: { if ((A | 0) < 1) { A = a break b } if (!(a & 3)) { A = a break b } A = a while (1) { o[A | 0] = r[z | 0] z = (z + 1) | 0 A = (A + 1) | 0 if (A >>> 0 >= C >>> 0) { break b } if (A & 3) { continue } break } } B = C & -4 c: { if (B >>> 0 < 64) { break c } D = (B + -64) | 0 if (A >>> 0 > D >>> 0) { break c } while (1) { q[A >> 2] = q[z >> 2] q[(A + 4) >> 2] = q[(z + 4) >> 2] q[(A + 8) >> 2] = q[(z + 8) >> 2] q[(A + 12) >> 2] = q[(z + 12) >> 2] q[(A + 16) >> 2] = q[(z + 16) >> 2] q[(A + 20) >> 2] = q[(z + 20) >> 2] q[(A + 24) >> 2] = q[(z + 24) >> 2] q[(A + 28) >> 2] = q[(z + 28) >> 2] q[(A + 32) >> 2] = q[(z + 32) >> 2] q[(A + 36) >> 2] = q[(z + 36) >> 2] q[(A + 40) >> 2] = q[(z + 40) >> 2] q[(A + 44) >> 2] = q[(z + 44) >> 2] q[(A + 48) >> 2] = q[(z + 48) >> 2] q[(A + 52) >> 2] = q[(z + 52) >> 2] q[(A + 56) >> 2] = q[(z + 56) >> 2] q[(A + 60) >> 2] = q[(z + 60) >> 2] z = (z - -64) | 0 A = (A - -64) | 0 if (A >>> 0 <= D >>> 0) { continue } break } } if (A >>> 0 >= B >>> 0) { break a } while (1) { q[A >> 2] = q[z >> 2] z = (z + 4) | 0 A = (A + 4) | 0 if (A >>> 0 < B >>> 0) { continue } break } break a } if (C >>> 0 < 4) { A = a break a } B = (C + -4) | 0 if (B >>> 0 < a >>> 0) { A = a break a } A = a while (1) { o[A | 0] = r[z | 0] o[(A + 1) | 0] = r[(z + 1) | 0] o[(A + 2) | 0] = r[(z + 2) | 0] o[(A + 3) | 0] = r[(z + 3) | 0] z = (z + 4) | 0 A = (A + 4) | 0 if (A >>> 0 <= B >>> 0) { continue } break } } if (A >>> 0 < C >>> 0) { while (1) { o[A | 0] = r[z | 0] z = (z + 1) | 0 A = (A + 1) | 0 if ((C | 0) != (A | 0)) { continue } break } } return a } function Dn(a, z, A) { var E = 0, F = 0, G = 0, H = 0 a: { if (!A) { break a } E = (a + A) | 0 o[(E + -1) | 0] = z o[a | 0] = z if (A >>> 0 < 3) { break a } o[(E + -2) | 0] = z o[(a + 1) | 0] = z o[(E + -3) | 0] = z o[(a + 2) | 0] = z if (A >>> 0 < 7) { break a } o[(E + -4) | 0] = z o[(a + 3) | 0] = z if (A >>> 0 < 9) { break a } E = (0 - a) & 3 F = (E + a) | 0 z = w(z & 255, 16843009) q[F >> 2] = z A = (A - E) & -4 E = (A + F) | 0 q[(E + -4) >> 2] = z if (A >>> 0 < 9) { break a } q[(F + 8) >> 2] = z q[(F + 4) >> 2] = z q[(E + -8) >> 2] = z q[(E + -12) >> 2] = z if (A >>> 0 < 25) { break a } q[(F + 24) >> 2] = z q[(F + 20) >> 2] = z q[(F + 16) >> 2] = z q[(F + 12) >> 2] = z q[(E + -16) >> 2] = z q[(E + -20) >> 2] = z q[(E + -24) >> 2] = z q[(E + -28) >> 2] = z H = (F & 4) | 24 A = (A - H) | 0 if (A >>> 0 < 32) { break a } E = z G = z z = (F + H) | 0 while (1) { q[(z + 24) >> 2] = G q[(z + 28) >> 2] = E q[(z + 16) >> 2] = G q[(z + 20) >> 2] = E q[(z + 8) >> 2] = G q[(z + 12) >> 2] = E q[z >> 2] = G q[(z + 4) >> 2] = E z = (z + 32) | 0 A = (A + -32) | 0 if (A >>> 0 > 31) { continue } break } } return a } function En(a, z, A) { var I = 0, J = 0 a: { if ((a | 0) == (z | 0)) { break a } b: { if ((z + A) >>> 0 > a >>> 0) { J = (a + A) | 0 if (J >>> 0 > z >>> 0) { break b } } return Cn(a, z, A) } I = (a ^ z) & 3 c: { d: { if (a >>> 0 < z >>> 0) { if (I) { I = a break c } if (!(a & 3)) { I = a break d } I = a while (1) { if (!A) { break a } o[I | 0] = r[z | 0] z = (z + 1) | 0 A = (A + -1) | 0 I = (I + 1) | 0 if (I & 3) { continue } break } break d } e: { if (I) { break e } if (J & 3) { while (1) { if (!A) { break a } A = (A + -1) | 0 I = (A + a) | 0 o[I | 0] = r[(z + A) | 0] if (I & 3) { continue } break } } if (A >>> 0 <= 3) { break e } while (1) { A = (A + -4) | 0 q[(A + a) >> 2] = q[(z + A) >> 2] if (A >>> 0 > 3) { continue } break } } if (!A) { break a } while (1) { A = (A + -1) | 0 o[(A + a) | 0] = r[(z + A) | 0] if (A) { continue } break } break a } if (A >>> 0 <= 3) { break c } J = A while (1) { q[I >> 2] = q[z >> 2] z = (z + 4) | 0 I = (I + 4) | 0 J = (J + -4) | 0 if (J >>> 0 > 3) { continue } break } A = A & 3 } if (!A) { break a } while (1) { o[I | 0] = r[z | 0] I = (I + 1) | 0 z = (z + 1) | 0 A = (A + -1) | 0 if (A) { continue } break } } return a } function Fn(a, z) { a = a | 0 z = z | 0 if (!q[4601]) { q[4602] = z q[4601] = a } } function Gn() { return T | 0 } function Hn(a) { a = a | 0 a = (T - a) & -16 T = a return a | 0 } function In(a) { a = a | 0 T = a } function Jn(a) { a = a | 0 return X(a | 0) | 0 } function Kn(a, q) { a = a | 0 q = q | 0 return n[a](q) | 0 } function Ln(a, q) { a = a | 0 q = q | 0 n[a](q) } function Mn(a, q, z) { a = a | 0 q = q | 0 z = z | 0 return n[a](q, z) | 0 } function Nn(a, q, z) { a = a | 0 q = q | 0 z = z | 0 n[a](q, z) } function On(a, q, z, A) { a = a | 0 q = q | 0 z = z | 0 A = A | 0 return n[a](q, z, A) | 0 } function Pn(a) { a = a | 0 n[a]() } function Qn(a, q, z, A) { a = a | 0 q = q | 0 z = z | 0 A = A | 0 n[a](q, z, A) } function Rn(a, q, z, A, K) { a = a | 0 q = q | 0 z = z | 0 A = A | 0 K = K | 0 n[a](q, z, A, K) } function Sn(a, q, z, A, K, L, M) { a = a | 0 q = q | 0 z = z | 0 A = A | 0 K = K | 0 L = L | 0 M = M | 0 return n[a](q, z, A, K, L, M) | 0 } function Tn(a, q, z, A, K, L, M) { a = a | 0 q = q | 0 z = +z A = A | 0 K = K | 0 L = L | 0 M = M | 0 return n[a](q, z, A, K, L, M) | 0 } function Un(a, q, z, A, K, L, M) { a = a | 0 q = q | 0 z = z | 0 A = A | 0 K = K | 0 L = L | 0 M = M | 0 n[a](q, z, A, K, L, M) } function Vn(a, q, z, A, K, L) { a = a | 0 q = q | 0 z = z | 0 A = A | 0 K = K | 0 L = L | 0 n[a](q, z, A, K, L) } function Wn(a, q, z, A, K) { a = a | 0 q = q | 0 z = z | 0 A = A | 0 K = K | 0 a = n[a](q, z, A, K) | 0 R(V | 0) return a | 0 } function Xn(a, q) { i(a | 0, q | 0) } function Yn(a, q, z, A) { var K = 0, L = 0, M = 0, N = 0, O = 0, P = 0 K = z >>> 16 L = a >>> 16 P = w(K, L) M = z & 65535 N = a & 65535 O = w(M, N) L = ((O >>> 16) + w(L, M)) | 0 K = ((L & 65535) + w(K, N)) | 0 a = (((((((w(q, z) + P) | 0) + w(a, A)) | 0) + (L >>> 16)) | 0) + (K >>> 16)) | 0 q = (O & 65535) | (K << 16) V = a return q } function Zn(a, q, z, A) { var Q = 0, R = 0, S = 0, T = 0 Q = q R = Q >> 31 Q = Q >> 31 a = a ^ Q S = (a - Q) | 0 T = ((q ^ R) - (((a >>> 0 < Q >>> 0) + R) | 0)) | 0 Q = A R = Q >> 31 Q = Q >> 31 a = z ^ Q Q = bo(S, T, (a - Q) | 0, ((A ^ R) - (((a >>> 0 < Q >>> 0) + R) | 0)) | 0) q = q ^ A z = q >> 31 a = q >> 31 q = Q ^ a A = (q - a) | 0 V = ((z ^ V) - (((q >>> 0 < a >>> 0) + z) | 0)) | 0 return A } function _n(a, q, A, U) { var W = 0, X = 0, Y = 0, Z = 0, _ = 0, $ = 0, aa = 0, ba = 0, ca = 0, da = 0, ea = 0 a: { b: { c: { d: { e: { f: { g: { h: { i: { j: { Y = q if (Y) { W = A if (!W) { break j } X = U if (!X) { break i } X = (z(X) - z(Y)) | 0 if (X >>> 0 <= 31) { break h } break b } if ((((U | 0) == 1) & (A >>> 0 >= 0)) | (U >>> 0 > 1)) { break b } q = ((a >>> 0) / (A >>> 0)) | 0 Xn((a - w(q, A)) | 0, 0) V = 0 return q } W = U if (!a) { break g } if (!W) { break f } X = (W + -1) | 0 if (X & W) { break f } Xn(a, X & Y) a = Y >>> (fo(W) & 31) V = 0 return a } X = (W + -1) | 0 if (!(X & W)) { break e } $ = (((z(W) + 33) | 0) - z(Y)) | 0 Z = (0 - $) | 0 break c } $ = (X + 1) | 0 Z = (63 - X) | 0 break c } a = ((Y >>> 0) / (W >>> 0)) | 0 Xn(0, (Y - w(a, W)) | 0) V = 0 return a } X = (z(W) - z(Y)) | 0 if (X >>> 0 < 31) { break d } break b } Xn(a & X, 0) if ((W | 0) == 1) { break a } A = a a = fo(W) U = a & 31 if (32 <= (a & 63) >>> 0) { X = 0 a = q >>> U } else { X = q >>> U a = ((((1 << U) - 1) & q) << (32 - U)) | (A >>> U) } V = X return a } $ = (X + 1) | 0 Z = (63 - X) | 0 } W = q Y = a X = $ & 63 _ = X & 31 if (32 <= (X & 63) >>> 0) { X = 0 ba = W >>> _ } else { X = W >>> _ ba = ((((1 << _) - 1) & W) << (32 - _)) | (Y >>> _) } a = Z & 63 Z = a & 31 if (32 <= (a & 63) >>> 0) { W = Y << Z a = 0 } else { W = (((1 << Z) - 1) & (Y >>> (32 - Z))) | (q << Z) a = Y << Z } q = W if ($) { Y = (U + -1) | 0 W = (A + -1) | 0 if (W >>> 0 < 4294967295) { Y = (Y + 1) | 0 } Z = W while (1) { W = ba X = (X << 1) | (W >>> 31) W = W << 1 aa = X X = (q >>> 31) | W ca = aa W = aa aa = X _ = (Y - (((Z >>> 0 < X >>> 0) + W) | 0)) | 0 W = _ >> 31 _ = _ >> 31 X = A & _ ba = (aa - X) | 0 X = (ca - (((U & W) + (aa >>> 0 < X >>> 0)) | 0)) | 0 W = (q << 1) | (a >>> 31) a = da | (a << 1) q = W | ea W = 0 ca = W aa = _ & 1 da = aa $ = ($ + -1) | 0 if ($) { continue } break } } Xn(ba, X) W = (q << 1) | (a >>> 31) a = aa | (a << 1) V = W | ca return a } Xn(a, q) a = 0 q = 0 } V = q return a } function $n(a, q, z, A) { a = Yn(a, q, z, A) return a } function ao(a, q, z, A) { a = Zn(a, q, z, A) return a } function bo(a, q, z, A) { a = _n(a, q, z, A) return a } function co(a) { var q = 0, z = 0 while (1) { z = q if (a) { a = (a - 1) & a q = (q + 1) | 0 continue } break } return z } function eo(a) { var A = 0 A = a & 31 a = (0 - a) & 31 return (((-1 >>> A) & -2) << A) | (((-1 << a) & -2) >>> a) } function fo(a) { if (a) { return (31 - z((a + -1) ^ a)) | 0 } return 32 } // EMSCRIPTEN_END_FUNCS n[1] = hn n[2] = bd n[3] = cd n[4] = dd n[5] = $c n[6] = ad n[7] = id n[8] = jd n[9] = kd n[10] = ed n[11] = fd n[12] = Bd n[13] = Cd n[14] = xd n[15] = yd n[16] = Dd n[17] = Ed n[18] = Fd n[19] = Bb n[20] = Gd n[21] = fn n[22] = Hd n[23] = kd n[24] = pe n[25] = qe n[26] = Jd n[27] = ge n[28] = le n[29] = Ee n[30] = Fe n[31] = xe n[32] = ye n[33] = ze n[34] = Ae n[35] = Hd n[36] = Ce n[37] = De n[38] = Oe n[39] = Pe n[40] = He n[41] = Je n[42] = Qe n[43] = Ke n[44] = Le n[45] = Me n[46] = Ne n[47] = _e n[48] = $e n[49] = Se n[50] = Te n[51] = Ue n[52] = Xe n[53] = Ve n[54] = af n[55] = Ze n[56] = nf n[57] = gf n[58] = kd n[59] = xb n[60] = hf n[61] = jf n[62] = kf n[63] = Gd n[64] = jf n[65] = kd n[66] = lf n[67] = mf n[68] = Cd n[69] = Cd n[70] = gf n[71] = dd n[72] = hf n[73] = of n[74] = pf n[75] = qf n[76] = rf n[77] = hf n[78] = sf n[79] = vf n[80] = wf n[81] = xf n[82] = yf n[83] = zf n[84] = kd n[85] = Gd n[86] = Af n[87] = Bf n[88] = Cf n[89] = Ef n[90] = Ff n[91] = Gf n[92] = zf n[93] = kd n[94] = Gd n[95] = Af n[96] = Hf n[97] = If n[98] = Lf n[99] = Mf n[100] = Nf n[101] = Of n[102] = kd n[103] = Gd n[104] = Pf n[105] = Qf n[106] = Rf n[107] = bd n[108] = cd n[109] = Tf n[110] = Bb n[111] = Sf n[112] = gf n[113] = kd n[114] = hf n[115] = Wf n[116] = Cd n[117] = gf n[118] = dd n[119] = hf n[120] = Xf n[121] = Yf n[122] = Zf n[123] = rf n[124] = hf n[125] = sf n[126] = _f n[127] = $f n[128] = ag n[129] = yf n[130] = zf n[131] = kd n[132] = Gd n[133] = Af n[134] = Bf n[135] = bg n[136] = dg n[137] = eg n[138] = Gf n[139] = zf n[140] = kd n[141] = Gd n[142] = Af n[143] = Hf n[144] = fg n[145] = hg n[146] = ig n[147] = Nf n[148] = Of n[149] = kd n[150] = Gd n[151] = Pf n[152] = Qf n[153] = jg n[154] = bd n[155] = cd n[156] = Tf n[157] = Bb n[158] = kg n[159] = gf n[160] = jf n[161] = kd n[162] = mg n[163] = $e n[164] = ng n[165] = pg n[166] = og n[167] = sg n[168] = dd n[169] = qg n[170] = vg n[171] = wg n[172] = Nf n[173] = xb n[174] = xg n[175] = kd n[176] = Gd n[177] = yg n[178] = kd n[179] = dd n[180] = zg n[181] = Ag n[182] = bd n[183] = cd n[184] = Tf n[185] = Bb n[186] = Sf n[187] = Dg n[188] = Eg n[189] = Nf n[190] = xg n[191] = kd n[192] = Gd n[193] = yg n[194] = zg n[195] = Fg n[196] = bd n[197] = cd n[198] = Tf n[199] = Bb n[200] = kg n[201] = bd n[202] = cd n[203] = jf n[204] = kd n[205] = jf n[206] = kf n[207] = Gd n[208] = Cg n[209] = Gg n[210] = Hg n[211] = Ig n[212] = Nf n[213] = xb n[214] = xg n[215] = kd n[216] = Gd n[217] = yg n[218] = kd n[219] = yf n[220] = Jg n[221] = Kg n[222] = bd n[223] = cd n[224] = Tf n[225] = Bb n[226] = Sf n[227] = Ng n[228] = Og n[229] = Nf n[230] = xg n[231] = kd n[232] = Gd n[233] = yg n[234] = Jg n[235] = Pg n[236] = bd n[237] = cd n[238] = Tf n[239] = Bb n[240] = kg n[241] = cd n[242] = jf n[243] = kd n[244] = jf n[245] = kf n[246] = Gd n[247] = Mg n[248] = Qg n[249] = Xg n[250] = Yg n[251] = Rg n[252] = Tg n[253] = Sg n[254] = Ug n[255] = Vg n[256] = Wg n[257] = Th n[258] = Cd n[259] = kd n[260] = kd n[261] = Sh n[262] = Nj n[263] = Oj n[264] = kd n[265] = jf n[266] = Gd n[267] = Gd n[268] = Yh n[269] = Zh n[270] = Vh n[271] = Uh n[272] = Xh n[273] = _h n[274] = $h n[275] = ai n[276] = Wh n[277] = Qi n[278] = Ri n[279] = di n[280] = ei n[281] = fi n[282] = gi n[283] = ni n[284] = kd n[285] = xb n[286] = Di n[287] = Si n[288] = Ti n[289] = di n[290] = ei n[291] = fi n[292] = gi n[293] = Fi n[294] = kd n[295] = xb n[296] = Di n[297] = Ui n[298] = Wi n[299] = di n[300] = ei n[301] = fi n[302] = gi n[303] = Ki n[304] = kd n[305] = xb n[306] = Di n[307] = mi n[308] = Xi n[309] = li n[310] = Yi n[311] = Zi n[312] = bj n[313] = cj n[314] = dj n[315] = ej n[316] = aj n[317] = gj n[318] = _i n[319] = hj n[320] = ij n[321] = kj n[322] = lj n[323] = mj n[324] = nj n[325] = jj n[326] = pj n[327] = qj n[328] = rj n[329] = sj n[330] = tj n[331] = Ej n[332] = Dj n[333] = zj n[334] = bd n[335] = cd n[336] = Fj n[337] = Gj n[338] = Cd n[339] = jf n[340] = kd n[341] = Ej n[342] = Rj n[343] = Qj n[344] = Ej n[345] = Dj n[346] = Sj n[347] = xk n[348] = yk n[349] = zk n[350] = Bk n[351] = wk n[352] = ll n[353] = gl n[354] = jl n[355] = Sl n[356] = Tl n[357] = Wl n[358] = Ul n[359] = Vl n[360] = jf n[361] = Xl n[362] = vm n[363] = bd n[364] = cd n[365] = gn n[366] = kn n[367] = ln n[368] = mn n[369] = bd n[370] = cd n[371] = Hl n[372] = Hl n[373] = on n[374] = yn n[375] = wn n[376] = rn n[377] = cd n[378] = xn n[379] = vn n[380] = sn function W() { return (buffer.byteLength / 65536) | 0 } function X(pagesToAdd) { pagesToAdd = pagesToAdd | 0 var Y = W() | 0 var Z = (Y + pagesToAdd) | 0 if (Y < Z && Z < 65536) { var _ = new ArrayBuffer(w(Z, 65536)) var $ = new global.Int8Array(_) $.set(o) o = $ o = new global.Int8Array(_) p = new global.Int16Array(_) q = new global.Int32Array(_) r = new global.Uint8Array(_) s = new global.Uint16Array(_) t = new global.Uint32Array(_) u = new global.Float32Array(_) v = new global.Float64Array(_) buffer = _ m.buffer = _ } return Y } return { __wasm_call_ctors: ea, emscripten_bind_Status_code_0: fb, emscripten_bind_Status_ok_0: gb, emscripten_bind_Status_error_msg_0: hb, emscripten_bind_Status___destroy___0: ib, emscripten_bind_DracoUInt16Array_DracoUInt16Array_0: jb, emscripten_bind_DracoUInt16Array_GetValue_1: kb, emscripten_bind_DracoUInt16Array_size_0: lb, emscripten_bind_DracoUInt16Array___destroy___0: mb, emscripten_bind_PointCloud_PointCloud_0: nb, emscripten_bind_PointCloud_num_attributes_0: ob, emscripten_bind_PointCloud_num_points_0: pb, emscripten_bind_PointCloud___destroy___0: qb, emscripten_bind_DracoUInt8Array_DracoUInt8Array_0: jb, emscripten_bind_DracoUInt8Array_GetValue_1: rb, emscripten_bind_DracoUInt8Array_size_0: sb, emscripten_bind_DracoUInt8Array___destroy___0: mb, emscripten_bind_DracoUInt32Array_DracoUInt32Array_0: jb, emscripten_bind_DracoUInt32Array_GetValue_1: tb, emscripten_bind_DracoUInt32Array_size_0: ub, emscripten_bind_DracoUInt32Array___destroy___0: mb, emscripten_bind_AttributeOctahedronTransform_AttributeOctahedronTransform_0: vb, emscripten_bind_AttributeOctahedronTransform_InitFromAttribute_1: wb, emscripten_bind_AttributeOctahedronTransform_quantization_bits_0: xb, emscripten_bind_AttributeOctahedronTransform___destroy___0: qb, emscripten_bind_PointAttribute_PointAttribute_0: yb, emscripten_bind_PointAttribute_size_0: pb, emscripten_bind_PointAttribute_GetAttributeTransformData_0: zb, emscripten_bind_PointAttribute_attribute_type_0: Ab, emscripten_bind_PointAttribute_data_type_0: Bb, emscripten_bind_PointAttribute_num_components_0: Cb, emscripten_bind_PointAttribute_normalized_0: Db, emscripten_bind_PointAttribute_byte_stride_0: Eb, emscripten_bind_PointAttribute_byte_offset_0: Fb, emscripten_bind_PointAttribute_unique_id_0: Gb, emscripten_bind_PointAttribute___destroy___0: Hb, emscripten_bind_AttributeTransformData_AttributeTransformData_0: Ib, emscripten_bind_AttributeTransformData_transform_type_0: fb, emscripten_bind_AttributeTransformData___destroy___0: Jb, emscripten_bind_AttributeQuantizationTransform_AttributeQuantizationTransform_0: Kb, emscripten_bind_AttributeQuantizationTransform_InitFromAttribute_1: wb, emscripten_bind_AttributeQuantizationTransform_quantization_bits_0: xb, emscripten_bind_AttributeQuantizationTransform_min_value_1: Lb, emscripten_bind_AttributeQuantizationTransform_range_0: Mb, emscripten_bind_AttributeQuantizationTransform___destroy___0: qb, emscripten_bind_DracoInt8Array_DracoInt8Array_0: jb, emscripten_bind_DracoInt8Array_GetValue_1: Nb, emscripten_bind_DracoInt8Array_size_0: sb, emscripten_bind_DracoInt8Array___destroy___0: mb, emscripten_bind_MetadataQuerier_MetadataQuerier_0: Ob, emscripten_bind_MetadataQuerier_HasEntry_2: Pb, emscripten_bind_MetadataQuerier_GetIntEntry_2: Qb, emscripten_bind_MetadataQuerier_GetIntEntryArray_3: Rb, emscripten_bind_MetadataQuerier_GetDoubleEntry_2: Sb, emscripten_bind_MetadataQuerier_GetStringEntry_2: Tb, emscripten_bind_MetadataQuerier_NumEntries_1: Ub, emscripten_bind_MetadataQuerier_GetEntryName_2: Vb, emscripten_bind_MetadataQuerier___destroy___0: Wb, emscripten_bind_DracoInt16Array_DracoInt16Array_0: jb, emscripten_bind_DracoInt16Array_GetValue_1: Xb, emscripten_bind_DracoInt16Array_size_0: lb, emscripten_bind_DracoInt16Array___destroy___0: mb, emscripten_bind_DracoFloat32Array_DracoFloat32Array_0: jb, emscripten_bind_DracoFloat32Array_GetValue_1: Yb, emscripten_bind_DracoFloat32Array_size_0: ub, emscripten_bind_DracoFloat32Array___destroy___0: mb, emscripten_bind_GeometryAttribute_GeometryAttribute_0: Zb, emscripten_bind_GeometryAttribute___destroy___0: _b, emscripten_bind_DecoderBuffer_DecoderBuffer_0: $b, emscripten_bind_DecoderBuffer_Init_2: ac, emscripten_bind_DecoderBuffer___destroy___0: _b, emscripten_bind_Decoder_Decoder_0: bc, emscripten_bind_Decoder_GetEncodedGeometryType_1: cc, emscripten_bind_Decoder_DecodeBufferToPointCloud_2: dc, emscripten_bind_Decoder_DecodeBufferToMesh_2: ec, emscripten_bind_Decoder_GetAttributeId_2: fc, emscripten_bind_Decoder_GetAttributeIdByName_2: gc, emscripten_bind_Decoder_GetAttributeIdByMetadataEntry_3: hc, emscripten_bind_Decoder_GetAttribute_2: ic, emscripten_bind_Decoder_GetAttributeByUniqueId_2: jc, emscripten_bind_Decoder_GetMetadata_1: kc, emscripten_bind_Decoder_GetAttributeMetadata_2: lc, emscripten_bind_Decoder_GetFaceFromMesh_3: mc, emscripten_bind_Decoder_GetTriangleStripsFromMesh_2: nc, emscripten_bind_Decoder_GetTrianglesUInt16Array_3: oc, emscripten_bind_Decoder_GetTrianglesUInt32Array_3: pc, emscripten_bind_Decoder_GetAttributeFloat_3: qc, emscripten_bind_Decoder_GetAttributeFloatForAllPoints_3: rc, emscripten_bind_Decoder_GetAttributeIntForAllPoints_3: sc, emscripten_bind_Decoder_GetAttributeInt8ForAllPoints_3: tc, emscripten_bind_Decoder_GetAttributeUInt8ForAllPoints_3: uc, emscripten_bind_Decoder_GetAttributeInt16ForAllPoints_3: vc, emscripten_bind_Decoder_GetAttributeUInt16ForAllPoints_3: wc, emscripten_bind_Decoder_GetAttributeInt32ForAllPoints_3: sc, emscripten_bind_Decoder_GetAttributeUInt32ForAllPoints_3: xc, emscripten_bind_Decoder_GetAttributeDataArrayForAllPoints_5: yc, emscripten_bind_Decoder_SkipAttributeTransform_1: zc, emscripten_bind_Decoder___destroy___0: Ac, emscripten_bind_Mesh_Mesh_0: Dc, emscripten_bind_Mesh_num_faces_0: Ec, emscripten_bind_Mesh_num_attributes_0: ob, emscripten_bind_Mesh_num_points_0: pb, emscripten_bind_Mesh___destroy___0: qb, emscripten_bind_VoidPtr___destroy___0: _b, emscripten_bind_DracoInt32Array_DracoInt32Array_0: jb, emscripten_bind_DracoInt32Array_GetValue_1: tb, emscripten_bind_DracoInt32Array_size_0: ub, emscripten_bind_DracoInt32Array___destroy___0: mb, emscripten_bind_Metadata_Metadata_0: Fc, emscripten_bind_Metadata___destroy___0: Gc, emscripten_enum_draco_StatusCode_OK: Jc, emscripten_enum_draco_StatusCode_DRACO_ERROR: Kc, emscripten_enum_draco_StatusCode_IO_ERROR: Lc, emscripten_enum_draco_StatusCode_INVALID_PARAMETER: Mc, emscripten_enum_draco_StatusCode_UNSUPPORTED_VERSION: Nc, emscripten_enum_draco_StatusCode_UNKNOWN_VERSION: Oc, emscripten_enum_draco_DataType_DT_INVALID: Jc, emscripten_enum_draco_DataType_DT_INT8: Pc, emscripten_enum_draco_DataType_DT_UINT8: Qc, emscripten_enum_draco_DataType_DT_INT16: Rc, emscripten_enum_draco_DataType_DT_UINT16: Sc, emscripten_enum_draco_DataType_DT_INT32: Tc, emscripten_enum_draco_DataType_DT_UINT32: Uc, emscripten_enum_draco_DataType_DT_INT64: Vc, emscripten_enum_draco_DataType_DT_UINT64: Wc, emscripten_enum_draco_DataType_DT_FLOAT32: Xc, emscripten_enum_draco_DataType_DT_FLOAT64: Yc, emscripten_enum_draco_DataType_DT_BOOL: Zc, emscripten_enum_draco_DataType_DT_TYPES_COUNT: _c, emscripten_enum_draco_EncodedGeometryType_INVALID_GEOMETRY_TYPE: Kc, emscripten_enum_draco_EncodedGeometryType_POINT_CLOUD: Jc, emscripten_enum_draco_EncodedGeometryType_TRIANGULAR_MESH: Pc, emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_INVALID_TRANSFORM: Kc, emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_NO_TRANSFORM: Jc, emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_QUANTIZATION_TRANSFORM: Pc, emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_OCTAHEDRON_TRANSFORM: Qc, emscripten_enum_draco_GeometryAttribute_Type_INVALID: Kc, emscripten_enum_draco_GeometryAttribute_Type_POSITION: Jc, emscripten_enum_draco_GeometryAttribute_Type_NORMAL: Pc, emscripten_enum_draco_GeometryAttribute_Type_COLOR: Qc, emscripten_enum_draco_GeometryAttribute_Type_TEX_COORD: Rc, emscripten_enum_draco_GeometryAttribute_Type_GENERIC: Sc, setThrew: Fn, _ZSt18uncaught_exceptionv: Jc, free: An, malloc: zn, stackSave: Gn, stackAlloc: Hn, stackRestore: In, __growWasmMemory: Jn, dynCall_ii: Kn, dynCall_vi: Ln, dynCall_iii: Mn, dynCall_vii: Nn, dynCall_iiii: On, dynCall_v: Pn, dynCall_viii: Qn, dynCall_viiii: Rn, dynCall_iiiiiii: Sn, dynCall_iidiiii: Tn, dynCall_jiji: Wn, dynCall_viiiiii: Un, dynCall_viiiii: Vn, } } var aa = (function (mem) { var ba = new Uint8Array(mem) return function (offset, s) { var ca, da if (typeof Buffer === 'undefined') { ca = atob(s) for (da = 0; da < ca.length; da++) ba[offset + da] = ca.charCodeAt(da) } else { ca = Buffer.from(s, 'base64') for (da = 0; da < ca.length; da++) ba[offset + da] = ca[da] } } })(wasmMemory.buffer) aa( 1027, 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) aa( 14376, 'VDgAAF8BAABgAQAAYQEAAGIBAABONWRyYWNvMTBQb2ludENsb3VkRQAAAAD4PgAAPDgAAGFsbG9jYXRvcjxUPjo6YWxsb2NhdGUoc2l6ZV90IG4pICduJyBleGNlZWRzIG1heGltdW0gc3VwcG9ydGVkIHNpemUARmxvYXRQb2ludHNUcmVlRGVjb2RlcjogY29tcHJlc3Npb24gbGV2ZWwgJWkgbm90IHN1cHBvcnRlZC4KAGFsbG9jYXRvcjxUPjo6YWxsb2NhdGUoc2l6ZV90IG4pICduJyBleGNlZWRzIG1heGltdW0gc3VwcG9ydGVkIHNpemUALSsgICAwWDB4AChudWxsKQ==' ) aa(14656, 'EQAKABEREQAAAAAFAAAAAAAACQAAAAAL') aa(14688, 'EQAPChEREQMKBwABEwkLCwAACQYLAAALAAYRAAAAERER') aa(14737, 'Cw==') aa(14746, 'EQAKChEREQAKAAACAAkLAAAACQALAAAL') aa(14795, 'DA==') aa(14807, 'DAAAAAAMAAAAAAkMAAAAAAAMAAAM') aa(14853, 'Dg==') aa(14865, 'DQAAAAQNAAAAAAkOAAAAAAAOAAAO') aa(14911, 'EA==') aa(14923, 'DwAAAAAPAAAAAAkQAAAAAAAQAAAQAAASAAAAEhIS') aa(14978, 'EgAAABISEgAAAAAAAAk=') aa(15027, 'Cw==') aa(15039, 'CgAAAAAKAAAAAAkLAAAAAAALAAAL') aa(15085, 'DA==') aa( 15097, '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' ) aa(15604, 'agE=') aa(15643, '//////8=') aa( 15712, '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' ) aa(16248, 'BQ==') aa(16260, 'ZQE=') aa(16284, 'ZgEAAGcBAACYQQ==') aa(16308, 'Ag==') aa(16323, '//////8=') aa(16392, 'BQ==') aa(16404, 'aAE=') aa(16428, 'ZgEAAGkBAACoQQAAAAQ=') aa(16452, 'AQ==') aa(16467, 'Cv////8=') aa(16724, '1EU=') return l( { Int8Array: Int8Array, Int16Array: Int16Array, Int32Array: Int32Array, Uint8Array: Uint8Array, Uint16Array: Uint16Array, Uint32Array: Uint32Array, Float32Array: Float32Array, Float64Array: Float64Array, NaN: NaN, Infinity: Infinity, Math: Math, }, asmLibraryArg, wasmMemory.buffer ) })( // EMSCRIPTEN_END_ASM asmLibraryArg, wasmMemory, wasmTable ) return { exports: exports } }, instantiate: function (binary, info) { return { then: function (ok, err) { ok({ instance: new WebAssembly.Instance(new WebAssembly.Module(binary, info)) }) }, } }, RuntimeError: Error, } wasmBinary = [] if (typeof WebAssembly !== 'object') { err('no native wasm support detected') } function setValue(ptr, value, type, noSafe) { type = type || 'i8' if (type.charAt(type.length - 1) === '*') type = 'i32' switch (type) { case 'i1': HEAP8[ptr >> 0] = value break case 'i8': HEAP8[ptr >> 0] = value break case 'i16': HEAP16[ptr >> 1] = value break case 'i32': HEAP32[ptr >> 2] = value break case 'i64': ;(tempI64 = [ value >>> 0, ((tempDouble = value), +Math_abs(tempDouble) >= 1 ? tempDouble > 0 ? (Math_min(+Math_floor(tempDouble / 4294967296), 4294967295) | 0) >>> 0 : ~~+Math_ceil((tempDouble - +(~~tempDouble >>> 0)) / 4294967296) >>> 0 : 0), ]), (HEAP32[ptr >> 2] = tempI64[0]), (HEAP32[(ptr + 4) >> 2] = tempI64[1]) break case 'float': HEAPF32[ptr >> 2] = value break case 'double': HEAPF64[ptr >> 3] = value break default: abort('invalid type for setValue: ' + type) } } var wasmMemory var wasmTable = new WebAssembly.Table({ initial: 381, maximum: 381 + 0, element: 'anyfunc' }) var ABORT = false var EXITSTATUS = 0 function assert(condition, text) { if (!condition) { abort('Assertion failed: ' + text) } } function getCFunc(ident) { var func = Module['_' + ident] assert(func, 'Cannot call unknown function ' + ident + ', make sure it is exported') return func } function ccall(ident, returnType, argTypes, args, opts) { var toC = { string: function (str) { var ret = 0 if (str !== null && str !== undefined && str !== 0) { var len = (str.length << 2) + 1 ret = stackAlloc(len) stringToUTF8(str, ret, len) } return ret }, array: function (arr) { var ret = stackAlloc(arr.length) writeArrayToMemory(arr, ret) return ret }, } function convertReturnValue(ret) { if (returnType === 'string') return UTF8ToString(ret) if (returnType === 'boolean') return Boolean(ret) return ret } var func = getCFunc(ident) var cArgs = [] var stack = 0 if (args) { for (var i = 0; i < args.length; i++) { var converter = toC[argTypes[i]] if (converter) { if (stack === 0) stack = stackSave() cArgs[i] = converter(args[i]) } else { cArgs[i] = args[i] } } } var ret = func.apply(null, cArgs) ret = convertReturnValue(ret) if (stack !== 0) stackRestore(stack) return ret } var ALLOC_NONE = 3 var UTF8Decoder = typeof TextDecoder !== 'undefined' ? new TextDecoder('utf8') : undefined function UTF8ArrayToString(u8Array, idx, maxBytesToRead) { var endIdx = idx + maxBytesToRead var endPtr = idx while (u8Array[endPtr] && !(endPtr >= endIdx)) ++endPtr if (endPtr - idx > 16 && u8Array.subarray && UTF8Decoder) { return UTF8Decoder.decode(u8Array.subarray(idx, endPtr)) } else { var str = '' while (idx < endPtr) { var u0 = u8Array[idx++] if (!(u0 & 128)) { str += String.fromCharCode(u0) continue } var u1 = u8Array[idx++] & 63 if ((u0 & 224) == 192) { str += String.fromCharCode(((u0 & 31) << 6) | u1) continue } var u2 = u8Array[idx++] & 63 if ((u0 & 240) == 224) { u0 = ((u0 & 15) << 12) | (u1 << 6) | u2 } else { u0 = ((u0 & 7) << 18) | (u1 << 12) | (u2 << 6) | (u8Array[idx++] & 63) } if (u0 < 65536) { str += String.fromCharCode(u0) } else { var ch = u0 - 65536 str += String.fromCharCode(55296 | (ch >> 10), 56320 | (ch & 1023)) } } } return str } function UTF8ToString(ptr, maxBytesToRead) { return ptr ? UTF8ArrayToString(HEAPU8, ptr, maxBytesToRead) : '' } function stringToUTF8Array(str, outU8Array, outIdx, maxBytesToWrite) { if (!(maxBytesToWrite > 0)) return 0 var startIdx = outIdx var endIdx = outIdx + maxBytesToWrite - 1 for (var i = 0; i < str.length; ++i) { var u = str.charCodeAt(i) if (u >= 55296 && u <= 57343) { var u1 = str.charCodeAt(++i) u = (65536 + ((u & 1023) << 10)) | (u1 & 1023) } if (u <= 127) { if (outIdx >= endIdx) break outU8Array[outIdx++] = u } else if (u <= 2047) { if (outIdx + 1 >= endIdx) break outU8Array[outIdx++] = 192 | (u >> 6) outU8Array[outIdx++] = 128 | (u & 63) } else if (u <= 65535) { if (outIdx + 2 >= endIdx) break outU8Array[outIdx++] = 224 | (u >> 12) outU8Array[outIdx++] = 128 | ((u >> 6) & 63) outU8Array[outIdx++] = 128 | (u & 63) } else { if (outIdx + 3 >= endIdx) break outU8Array[outIdx++] = 240 | (u >> 18) outU8Array[outIdx++] = 128 | ((u >> 12) & 63) outU8Array[outIdx++] = 128 | ((u >> 6) & 63) outU8Array[outIdx++] = 128 | (u & 63) } } outU8Array[outIdx] = 0 return outIdx - startIdx } function stringToUTF8(str, outPtr, maxBytesToWrite) { return stringToUTF8Array(str, HEAPU8, outPtr, maxBytesToWrite) } function lengthBytesUTF8(str) { var len = 0 for (var i = 0; i < str.length; ++i) { var u = str.charCodeAt(i) if (u >= 55296 && u <= 57343) u = (65536 + ((u & 1023) << 10)) | (str.charCodeAt(++i) & 1023) if (u <= 127) ++len else if (u <= 2047) len += 2 else if (u <= 65535) len += 3 else len += 4 } return len } var UTF16Decoder = typeof TextDecoder !== 'undefined' ? new TextDecoder('utf-16le') : undefined function writeArrayToMemory(array, buffer) { HEAP8.set(array, buffer) } function writeAsciiToMemory(str, buffer, dontAddNull) { for (var i = 0; i < str.length; ++i) { HEAP8[buffer++ >> 0] = str.charCodeAt(i) } if (!dontAddNull) HEAP8[buffer >> 0] = 0 } var WASM_PAGE_SIZE = 65536 function alignUp(x, multiple) { if (x % multiple > 0) { x += multiple - (x % multiple) } return x } var buffer, HEAP8, HEAPU8, HEAP16, HEAPU16, HEAP32, HEAPU32, HEAPF32, HEAPF64 function updateGlobalBufferAndViews(buf) { buffer = buf Module['HEAP8'] = HEAP8 = new Int8Array(buf) Module['HEAP16'] = HEAP16 = new Int16Array(buf) Module['HEAP32'] = HEAP32 = new Int32Array(buf) Module['HEAPU8'] = HEAPU8 = new Uint8Array(buf) Module['HEAPU16'] = HEAPU16 = new Uint16Array(buf) Module['HEAPU32'] = HEAPU32 = new Uint32Array(buf) Module['HEAPF32'] = HEAPF32 = new Float32Array(buf) Module['HEAPF64'] = HEAPF64 = new Float64Array(buf) } var STACK_BASE = 5261456, DYNAMIC_BASE = 5261456, DYNAMICTOP_PTR = 18416 var INITIAL_TOTAL_MEMORY = Module['TOTAL_MEMORY'] || 16777216 if (Module['wasmMemory']) { wasmMemory = Module['wasmMemory'] } else { wasmMemory = new WebAssembly.Memory({ initial: INITIAL_TOTAL_MEMORY / WASM_PAGE_SIZE }) } if (wasmMemory) { buffer = wasmMemory.buffer } INITIAL_TOTAL_MEMORY = buffer.byteLength updateGlobalBufferAndViews(buffer) HEAP32[DYNAMICTOP_PTR >> 2] = DYNAMIC_BASE function callRuntimeCallbacks(callbacks) { while (callbacks.length > 0) { var callback = callbacks.shift() if (typeof callback == 'function') { callback() continue } var func = callback.func if (typeof func === 'number') { if (callback.arg === undefined) { Module['dynCall_v'](func) } else { Module['dynCall_vi'](func, callback.arg) } } else { func(callback.arg === undefined ? null : callback.arg) } } } var __ATPRERUN__ = [] var __ATINIT__ = [] var __ATMAIN__ = [] var __ATPOSTRUN__ = [] var runtimeInitialized = false var runtimeExited = false function preRun() { if (Module['preRun']) { if (typeof Module['preRun'] == 'function') Module['preRun'] = [Module['preRun']] while (Module['preRun'].length) { addOnPreRun(Module['preRun'].shift()) } } callRuntimeCallbacks(__ATPRERUN__) } function initRuntime() { runtimeInitialized = true callRuntimeCallbacks(__ATINIT__) } function preMain() { callRuntimeCallbacks(__ATMAIN__) } function exitRuntime() { runtimeExited = true } function postRun() { if (Module['postRun']) { if (typeof Module['postRun'] == 'function') Module['postRun'] = [Module['postRun']] while (Module['postRun'].length) { addOnPostRun(Module['postRun'].shift()) } } callRuntimeCallbacks(__ATPOSTRUN__) } function addOnPreRun(cb) { __ATPRERUN__.unshift(cb) } function addOnPreMain(cb) { __ATMAIN__.unshift(cb) } function addOnPostRun(cb) { __ATPOSTRUN__.unshift(cb) } var Math_abs = Math.abs var Math_ceil = Math.ceil var Math_floor = Math.floor var Math_min = Math.min var runDependencies = 0 var runDependencyWatcher = null var dependenciesFulfilled = null function addRunDependency(id) { runDependencies++ if (Module['monitorRunDependencies']) { Module['monitorRunDependencies'](runDependencies) } } function removeRunDependency(id) { runDependencies-- if (Module['monitorRunDependencies']) { Module['monitorRunDependencies'](runDependencies) } if (runDependencies == 0) { if (runDependencyWatcher !== null) { clearInterval(runDependencyWatcher) runDependencyWatcher = null } if (dependenciesFulfilled) { var callback = dependenciesFulfilled dependenciesFulfilled = null callback() } } } Module['preloadedImages'] = {} Module['preloadedAudios'] = {} function abort(what) { if (Module['onAbort']) { Module['onAbort'](what) } what += '' out(what) err(what) ABORT = true EXITSTATUS = 1 what = 'abort(' + what + '). Build with -s ASSERTIONS=1 for more info.' throw new WebAssembly.RuntimeError(what) } var dataURIPrefix = 'data:application/octet-stream;base64,' function isDataURI(filename) { return String.prototype.startsWith ? filename.startsWith(dataURIPrefix) : filename.indexOf(dataURIPrefix) === 0 } var wasmBinaryFile = 'draco_decoder.wasm' if (!isDataURI(wasmBinaryFile)) { wasmBinaryFile = locateFile(wasmBinaryFile) } function getBinary() { try { if (wasmBinary) { return new Uint8Array(wasmBinary) } var binary = tryParseAsDataURI(wasmBinaryFile) if (binary) { return binary } if (readBinary) { return readBinary(wasmBinaryFile) } else { throw 'both async and sync fetching of the wasm failed' } } catch (err) { abort(err) } } function getBinaryPromise() { if (!wasmBinary && (ENVIRONMENT_IS_WEB || ENVIRONMENT_IS_WORKER) && typeof fetch === 'function') { return fetch(wasmBinaryFile, { credentials: 'same-origin' }) .then(function (response) { if (!response['ok']) { throw "failed to load wasm binary file at '" + wasmBinaryFile + "'" } return response['arrayBuffer']() }) .catch(function () { return getBinary() }) } return new Promise(function (resolve, reject) { resolve(getBinary()) }) } function createWasm() { var info = { env: asmLibraryArg, wasi_unstable: asmLibraryArg } function receiveInstance(instance, module) { var exports = instance.exports Module['asm'] = exports removeRunDependency('wasm-instantiate') } addRunDependency('wasm-instantiate') function receiveInstantiatedSource(output) { receiveInstance(output['instance']) } function instantiateArrayBuffer(receiver) { return getBinaryPromise() .then(function (binary) { return WebAssembly.instantiate(binary, info) }) .then(receiver, function (reason) { err('failed to asynchronously prepare wasm: ' + reason) abort(reason) }) } function instantiateAsync() { if (!wasmBinary && typeof WebAssembly.instantiateStreaming === 'function' && !isDataURI(wasmBinaryFile) && typeof fetch === 'function') { fetch(wasmBinaryFile, { credentials: 'same-origin' }).then(function (response) { var result = WebAssembly.instantiateStreaming(response, info) return result.then(receiveInstantiatedSource, function (reason) { err('wasm streaming compile failed: ' + reason) err('falling back to ArrayBuffer instantiation') instantiateArrayBuffer(receiveInstantiatedSource) }) }) } else { return instantiateArrayBuffer(receiveInstantiatedSource) } } if (Module['instantiateWasm']) { try { var exports = Module['instantiateWasm'](info, receiveInstance) return exports } catch (e) { err('Module.instantiateWasm callback failed with error: ' + e) return false } } instantiateAsync() return {} } var tempDouble var tempI64 __ATINIT__.push({ func: function () { ___wasm_call_ctors() }, }) function demangle(func) { return func } function demangleAll(text) { var regex = /\b_Z[\w\d_]+/g return text.replace(regex, function (x) { var y = demangle(x) return x === y ? x : y + ' [' + x + ']' }) } function jsStackTrace() { var err = new Error() if (!err.stack) { try { throw new Error(0) } catch (e) { err = e } if (!err.stack) { return '(no stack trace available)' } } return err.stack.toString() } function ___cxa_allocate_exception(size) { return _malloc(size) } var ___exception_infos = {} var ___exception_last = 0 function ___cxa_throw(ptr, type, destructor) { ___exception_infos[ptr] = { ptr: ptr, adjusted: [ptr], type: type, destructor: destructor, refcount: 0, caught: false, rethrown: false } ___exception_last = ptr if (!('uncaught_exception' in __ZSt18uncaught_exceptionv)) { __ZSt18uncaught_exceptionv.uncaught_exceptions = 1 } else { __ZSt18uncaught_exceptionv.uncaught_exceptions++ } throw ptr } function _abort() { abort() } function _emscripten_get_heap_size() { return HEAP8.length } function _emscripten_get_sbrk_ptr() { return 18416 } function _emscripten_memcpy_big(dest, src, num) { HEAPU8.set(HEAPU8.subarray(src, src + num), dest) } function emscripten_realloc_buffer(size) { try { wasmMemory.grow((size - buffer.byteLength + 65535) >> 16) updateGlobalBufferAndViews(wasmMemory.buffer) return 1 } catch (e) {} } function _emscripten_resize_heap(requestedSize) { var oldSize = _emscripten_get_heap_size() var PAGE_MULTIPLE = 65536 var LIMIT = 2147483648 - PAGE_MULTIPLE if (requestedSize > LIMIT) { return false } var MIN_TOTAL_MEMORY = 16777216 var newSize = Math.max(oldSize, MIN_TOTAL_MEMORY) while (newSize < requestedSize) { if (newSize <= 536870912) { newSize = alignUp(2 * newSize, PAGE_MULTIPLE) } else { newSize = Math.min(alignUp((3 * newSize + 2147483648) / 4, PAGE_MULTIPLE), LIMIT) } } var replacement = emscripten_realloc_buffer(newSize) if (!replacement) { return false } return true } var ENV = {} function _emscripten_get_environ() { if (!_emscripten_get_environ.strings) { var env = { USER: 'web_user', LOGNAME: 'web_user', PATH: '/', PWD: '/', HOME: '/home/web_user', LANG: ((typeof navigator === 'object' && navigator.languages && navigator.languages[0]) || 'C').replace('-', '_') + '.UTF-8', _: thisProgram, } for (var x in ENV) { env[x] = ENV[x] } var strings = [] for (var x in env) { strings.push(x + '=' + env[x]) } _emscripten_get_environ.strings = strings } return _emscripten_get_environ.strings } function _environ_get(__environ, environ_buf) { var strings = _emscripten_get_environ() var bufSize = 0 strings.forEach(function (string, i) { var ptr = environ_buf + bufSize HEAP32[(__environ + i * 4) >> 2] = ptr writeAsciiToMemory(string, ptr) bufSize += string.length + 1 }) return 0 } function _environ_sizes_get(penviron_count, penviron_buf_size) { var strings = _emscripten_get_environ() HEAP32[penviron_count >> 2] = strings.length var bufSize = 0 strings.forEach(function (string) { bufSize += string.length + 1 }) HEAP32[penviron_buf_size >> 2] = bufSize return 0 } var PATH = { splitPath: function (filename) { var splitPathRe = /^(\/?|)([\s\S]*?)((?:\.{1,2}|[^\/]+?|)(\.[^.\/]*|))(?:[\/]*)$/ return splitPathRe.exec(filename).slice(1) }, normalizeArray: function (parts, allowAboveRoot) { var up = 0 for (var i = parts.length - 1; i >= 0; i--) { var last = parts[i] if (last === '.') { parts.splice(i, 1) } else if (last === '..') { parts.splice(i, 1) up++ } else if (up) { parts.splice(i, 1) up-- } } if (allowAboveRoot) { for (; up; up--) { parts.unshift('..') } } return parts }, normalize: function (path) { var isAbsolute = path.charAt(0) === '/', trailingSlash = path.substr(-1) === '/' path = PATH.normalizeArray( path.split('/').filter(function (p) { return !!p }), !isAbsolute ).join('/') if (!path && !isAbsolute) { path = '.' } if (path && trailingSlash) { path += '/' } return (isAbsolute ? '/' : '') + path }, dirname: function (path) { var result = PATH.splitPath(path), root = result[0], dir = result[1] if (!root && !dir) { return '.' } if (dir) { dir = dir.substr(0, dir.length - 1) } return root + dir }, basename: function (path) { if (path === '/') return '/' var lastSlash = path.lastIndexOf('/') if (lastSlash === -1) return path return path.substr(lastSlash + 1) }, extname: function (path) { return PATH.splitPath(path)[3] }, join: function () { var paths = Array.prototype.slice.call(arguments, 0) return PATH.normalize(paths.join('/')) }, join2: function (l, r) { return PATH.normalize(l + '/' + r) }, } var SYSCALLS = { buffers: [null, [], []], printChar: function (stream, curr) { var buffer = SYSCALLS.buffers[stream] if (curr === 0 || curr === 10) { ;(stream === 1 ? out : err)(UTF8ArrayToString(buffer, 0)) buffer.length = 0 } else { buffer.push(curr) } }, varargs: 0, get: function (varargs) { SYSCALLS.varargs += 4 var ret = HEAP32[(SYSCALLS.varargs - 4) >> 2] return ret }, getStr: function () { var ret = UTF8ToString(SYSCALLS.get()) return ret }, get64: function () { var low = SYSCALLS.get(), high = SYSCALLS.get() return low }, getZero: function () { SYSCALLS.get() }, } function _fd_close(fd) { try { return 0 } catch (e) { if (typeof FS === 'undefined' || !(e instanceof FS.ErrnoError)) abort(e) return e.errno } } function _fd_seek(fd, offset_low, offset_high, whence, newOffset) { try { return 0 } catch (e) { if (typeof FS === 'undefined' || !(e instanceof FS.ErrnoError)) abort(e) return e.errno } } function _fd_write(fd, iov, iovcnt, pnum) { try { var num = 0 for (var i = 0; i < iovcnt; i++) { var ptr = HEAP32[(iov + i * 8) >> 2] var len = HEAP32[(iov + (i * 8 + 4)) >> 2] for (var j = 0; j < len; j++) { SYSCALLS.printChar(fd, HEAPU8[ptr + j]) } num += len } HEAP32[pnum >> 2] = num return 0 } catch (e) { if (typeof FS === 'undefined' || !(e instanceof FS.ErrnoError)) abort(e) return e.errno } } var ASSERTIONS = false function intArrayFromString(stringy, dontAddNull, length) { var len = length > 0 ? length : lengthBytesUTF8(stringy) + 1 var u8array = new Array(len) var numBytesWritten = stringToUTF8Array(stringy, u8array, 0, u8array.length) if (dontAddNull) u8array.length = numBytesWritten return u8array } function intArrayToString(array) { var ret = [] for (var i = 0; i < array.length; i++) { var chr = array[i] if (chr > 255) { if (ASSERTIONS) { assert(false, 'Character code ' + chr + ' (' + String.fromCharCode(chr) + ') at offset ' + i + ' not in 0x00-0xFF.') } chr &= 255 } ret.push(String.fromCharCode(chr)) } return ret.join('') } var decodeBase64 = typeof atob === 'function' ? atob : function (input) { var keyStr = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=' var output = '' var chr1, chr2, chr3 var enc1, enc2, enc3, enc4 var i = 0 input = input.replace(/[^A-Za-z0-9\+\/\=]/g, '') do { enc1 = keyStr.indexOf(input.charAt(i++)) enc2 = keyStr.indexOf(input.charAt(i++)) enc3 = keyStr.indexOf(input.charAt(i++)) enc4 = keyStr.indexOf(input.charAt(i++)) chr1 = (enc1 << 2) | (enc2 >> 4) chr2 = ((enc2 & 15) << 4) | (enc3 >> 2) chr3 = ((enc3 & 3) << 6) | enc4 output = output + String.fromCharCode(chr1) if (enc3 !== 64) { output = output + String.fromCharCode(chr2) } if (enc4 !== 64) { output = output + String.fromCharCode(chr3) } } while (i < input.length) return output } function intArrayFromBase64(s) { if (typeof ENVIRONMENT_IS_NODE === 'boolean' && ENVIRONMENT_IS_NODE) { var buf try { buf = Buffer.from(s, 'base64') } catch (_) { buf = new Buffer(s, 'base64') } return new Uint8Array(buf.buffer, buf.byteOffset, buf.byteLength) } try { var decoded = decodeBase64(s) var bytes = new Uint8Array(decoded.length) for (var i = 0; i < decoded.length; ++i) { bytes[i] = decoded.charCodeAt(i) } return bytes } catch (_) { throw new Error('Converting base64 string to bytes failed.') } } function tryParseAsDataURI(filename) { if (!isDataURI(filename)) { return } return intArrayFromBase64(filename.slice(dataURIPrefix.length)) } var asmLibraryArg = { __cxa_allocate_exception: ___cxa_allocate_exception, __cxa_throw: ___cxa_throw, abort: _abort, emscripten_get_sbrk_ptr: _emscripten_get_sbrk_ptr, emscripten_memcpy_big: _emscripten_memcpy_big, emscripten_resize_heap: _emscripten_resize_heap, environ_get: _environ_get, environ_sizes_get: _environ_sizes_get, fd_close: _fd_close, fd_seek: _fd_seek, fd_write: _fd_write, getTempRet0: getTempRet0, memory: wasmMemory, setTempRet0: setTempRet0, table: wasmTable, } var asm = createWasm() Module['asm'] = asm var ___wasm_call_ctors = (Module['___wasm_call_ctors'] = function () { return Module['asm']['__wasm_call_ctors'].apply(null, arguments) }) var _emscripten_bind_Status_code_0 = (Module['_emscripten_bind_Status_code_0'] = function () { return Module['asm']['emscripten_bind_Status_code_0'].apply(null, arguments) }) var _emscripten_bind_Status_ok_0 = (Module['_emscripten_bind_Status_ok_0'] = function () { return Module['asm']['emscripten_bind_Status_ok_0'].apply(null, arguments) }) var _emscripten_bind_Status_error_msg_0 = (Module['_emscripten_bind_Status_error_msg_0'] = function () { return Module['asm']['emscripten_bind_Status_error_msg_0'].apply(null, arguments) }) var _emscripten_bind_Status___destroy___0 = (Module['_emscripten_bind_Status___destroy___0'] = function () { return Module['asm']['emscripten_bind_Status___destroy___0'].apply(null, arguments) }) var _emscripten_bind_DracoUInt16Array_DracoUInt16Array_0 = (Module['_emscripten_bind_DracoUInt16Array_DracoUInt16Array_0'] = function () { return Module['asm']['emscripten_bind_DracoUInt16Array_DracoUInt16Array_0'].apply(null, arguments) }) var _emscripten_bind_DracoUInt16Array_GetValue_1 = (Module['_emscripten_bind_DracoUInt16Array_GetValue_1'] = function () { return Module['asm']['emscripten_bind_DracoUInt16Array_GetValue_1'].apply(null, arguments) }) var _emscripten_bind_DracoUInt16Array_size_0 = (Module['_emscripten_bind_DracoUInt16Array_size_0'] = function () { return Module['asm']['emscripten_bind_DracoUInt16Array_size_0'].apply(null, arguments) }) var _emscripten_bind_DracoUInt16Array___destroy___0 = (Module['_emscripten_bind_DracoUInt16Array___destroy___0'] = function () { return Module['asm']['emscripten_bind_DracoUInt16Array___destroy___0'].apply(null, arguments) }) var _emscripten_bind_PointCloud_PointCloud_0 = (Module['_emscripten_bind_PointCloud_PointCloud_0'] = function () { return Module['asm']['emscripten_bind_PointCloud_PointCloud_0'].apply(null, arguments) }) var _emscripten_bind_PointCloud_num_attributes_0 = (Module['_emscripten_bind_PointCloud_num_attributes_0'] = function () { return Module['asm']['emscripten_bind_PointCloud_num_attributes_0'].apply(null, arguments) }) var _emscripten_bind_PointCloud_num_points_0 = (Module['_emscripten_bind_PointCloud_num_points_0'] = function () { return Module['asm']['emscripten_bind_PointCloud_num_points_0'].apply(null, arguments) }) var _emscripten_bind_PointCloud___destroy___0 = (Module['_emscripten_bind_PointCloud___destroy___0'] = function () { return Module['asm']['emscripten_bind_PointCloud___destroy___0'].apply(null, arguments) }) var _emscripten_bind_DracoUInt8Array_DracoUInt8Array_0 = (Module['_emscripten_bind_DracoUInt8Array_DracoUInt8Array_0'] = function () { return Module['asm']['emscripten_bind_DracoUInt8Array_DracoUInt8Array_0'].apply(null, arguments) }) var _emscripten_bind_DracoUInt8Array_GetValue_1 = (Module['_emscripten_bind_DracoUInt8Array_GetValue_1'] = function () { return Module['asm']['emscripten_bind_DracoUInt8Array_GetValue_1'].apply(null, arguments) }) var _emscripten_bind_DracoUInt8Array_size_0 = (Module['_emscripten_bind_DracoUInt8Array_size_0'] = function () { return Module['asm']['emscripten_bind_DracoUInt8Array_size_0'].apply(null, arguments) }) var _emscripten_bind_DracoUInt8Array___destroy___0 = (Module['_emscripten_bind_DracoUInt8Array___destroy___0'] = function () { return Module['asm']['emscripten_bind_DracoUInt8Array___destroy___0'].apply(null, arguments) }) var _emscripten_bind_DracoUInt32Array_DracoUInt32Array_0 = (Module['_emscripten_bind_DracoUInt32Array_DracoUInt32Array_0'] = function () { return Module['asm']['emscripten_bind_DracoUInt32Array_DracoUInt32Array_0'].apply(null, arguments) }) var _emscripten_bind_DracoUInt32Array_GetValue_1 = (Module['_emscripten_bind_DracoUInt32Array_GetValue_1'] = function () { return Module['asm']['emscripten_bind_DracoUInt32Array_GetValue_1'].apply(null, arguments) }) var _emscripten_bind_DracoUInt32Array_size_0 = (Module['_emscripten_bind_DracoUInt32Array_size_0'] = function () { return Module['asm']['emscripten_bind_DracoUInt32Array_size_0'].apply(null, arguments) }) var _emscripten_bind_DracoUInt32Array___destroy___0 = (Module['_emscripten_bind_DracoUInt32Array___destroy___0'] = function () { return Module['asm']['emscripten_bind_DracoUInt32Array___destroy___0'].apply(null, arguments) }) var _emscripten_bind_AttributeOctahedronTransform_AttributeOctahedronTransform_0 = (Module['_emscripten_bind_AttributeOctahedronTransform_AttributeOctahedronTransform_0'] = function () { return Module['asm']['emscripten_bind_AttributeOctahedronTransform_AttributeOctahedronTransform_0'].apply(null, arguments) }) var _emscripten_bind_AttributeOctahedronTransform_InitFromAttribute_1 = (Module['_emscripten_bind_AttributeOctahedronTransform_InitFromAttribute_1'] = function () { return Module['asm']['emscripten_bind_AttributeOctahedronTransform_InitFromAttribute_1'].apply(null, arguments) }) var _emscripten_bind_AttributeOctahedronTransform_quantization_bits_0 = (Module['_emscripten_bind_AttributeOctahedronTransform_quantization_bits_0'] = function () { return Module['asm']['emscripten_bind_AttributeOctahedronTransform_quantization_bits_0'].apply(null, arguments) }) var _emscripten_bind_AttributeOctahedronTransform___destroy___0 = (Module['_emscripten_bind_AttributeOctahedronTransform___destroy___0'] = function () { return Module['asm']['emscripten_bind_AttributeOctahedronTransform___destroy___0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute_PointAttribute_0 = (Module['_emscripten_bind_PointAttribute_PointAttribute_0'] = function () { return Module['asm']['emscripten_bind_PointAttribute_PointAttribute_0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute_size_0 = (Module['_emscripten_bind_PointAttribute_size_0'] = function () { return Module['asm']['emscripten_bind_PointAttribute_size_0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute_GetAttributeTransformData_0 = (Module['_emscripten_bind_PointAttribute_GetAttributeTransformData_0'] = function () { return Module['asm']['emscripten_bind_PointAttribute_GetAttributeTransformData_0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute_attribute_type_0 = (Module['_emscripten_bind_PointAttribute_attribute_type_0'] = function () { return Module['asm']['emscripten_bind_PointAttribute_attribute_type_0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute_data_type_0 = (Module['_emscripten_bind_PointAttribute_data_type_0'] = function () { return Module['asm']['emscripten_bind_PointAttribute_data_type_0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute_num_components_0 = (Module['_emscripten_bind_PointAttribute_num_components_0'] = function () { return Module['asm']['emscripten_bind_PointAttribute_num_components_0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute_normalized_0 = (Module['_emscripten_bind_PointAttribute_normalized_0'] = function () { return Module['asm']['emscripten_bind_PointAttribute_normalized_0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute_byte_stride_0 = (Module['_emscripten_bind_PointAttribute_byte_stride_0'] = function () { return Module['asm']['emscripten_bind_PointAttribute_byte_stride_0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute_byte_offset_0 = (Module['_emscripten_bind_PointAttribute_byte_offset_0'] = function () { return Module['asm']['emscripten_bind_PointAttribute_byte_offset_0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute_unique_id_0 = (Module['_emscripten_bind_PointAttribute_unique_id_0'] = function () { return Module['asm']['emscripten_bind_PointAttribute_unique_id_0'].apply(null, arguments) }) var _emscripten_bind_PointAttribute___destroy___0 = (Module['_emscripten_bind_PointAttribute___destroy___0'] = function () { return Module['asm']['emscripten_bind_PointAttribute___destroy___0'].apply(null, arguments) }) var _emscripten_bind_AttributeTransformData_AttributeTransformData_0 = (Module['_emscripten_bind_AttributeTransformData_AttributeTransformData_0'] = function () { return Module['asm']['emscripten_bind_AttributeTransformData_AttributeTransformData_0'].apply(null, arguments) }) var _emscripten_bind_AttributeTransformData_transform_type_0 = (Module['_emscripten_bind_AttributeTransformData_transform_type_0'] = function () { return Module['asm']['emscripten_bind_AttributeTransformData_transform_type_0'].apply(null, arguments) }) var _emscripten_bind_AttributeTransformData___destroy___0 = (Module['_emscripten_bind_AttributeTransformData___destroy___0'] = function () { return Module['asm']['emscripten_bind_AttributeTransformData___destroy___0'].apply(null, arguments) }) var _emscripten_bind_AttributeQuantizationTransform_AttributeQuantizationTransform_0 = (Module['_emscripten_bind_AttributeQuantizationTransform_AttributeQuantizationTransform_0'] = function () { return Module['asm']['emscripten_bind_AttributeQuantizationTransform_AttributeQuantizationTransform_0'].apply(null, arguments) }) var _emscripten_bind_AttributeQuantizationTransform_InitFromAttribute_1 = (Module['_emscripten_bind_AttributeQuantizationTransform_InitFromAttribute_1'] = function () { return Module['asm']['emscripten_bind_AttributeQuantizationTransform_InitFromAttribute_1'].apply(null, arguments) }) var _emscripten_bind_AttributeQuantizationTransform_quantization_bits_0 = (Module['_emscripten_bind_AttributeQuantizationTransform_quantization_bits_0'] = function () { return Module['asm']['emscripten_bind_AttributeQuantizationTransform_quantization_bits_0'].apply(null, arguments) }) var _emscripten_bind_AttributeQuantizationTransform_min_value_1 = (Module['_emscripten_bind_AttributeQuantizationTransform_min_value_1'] = function () { return Module['asm']['emscripten_bind_AttributeQuantizationTransform_min_value_1'].apply(null, arguments) }) var _emscripten_bind_AttributeQuantizationTransform_range_0 = (Module['_emscripten_bind_AttributeQuantizationTransform_range_0'] = function () { return Module['asm']['emscripten_bind_AttributeQuantizationTransform_range_0'].apply(null, arguments) }) var _emscripten_bind_AttributeQuantizationTransform___destroy___0 = (Module['_emscripten_bind_AttributeQuantizationTransform___destroy___0'] = function () { return Module['asm']['emscripten_bind_AttributeQuantizationTransform___destroy___0'].apply(null, arguments) }) var _emscripten_bind_DracoInt8Array_DracoInt8Array_0 = (Module['_emscripten_bind_DracoInt8Array_DracoInt8Array_0'] = function () { return Module['asm']['emscripten_bind_DracoInt8Array_DracoInt8Array_0'].apply(null, arguments) }) var _emscripten_bind_DracoInt8Array_GetValue_1 = (Module['_emscripten_bind_DracoInt8Array_GetValue_1'] = function () { return Module['asm']['emscripten_bind_DracoInt8Array_GetValue_1'].apply(null, arguments) }) var _emscripten_bind_DracoInt8Array_size_0 = (Module['_emscripten_bind_DracoInt8Array_size_0'] = function () { return Module['asm']['emscripten_bind_DracoInt8Array_size_0'].apply(null, arguments) }) var _emscripten_bind_DracoInt8Array___destroy___0 = (Module['_emscripten_bind_DracoInt8Array___destroy___0'] = function () { return Module['asm']['emscripten_bind_DracoInt8Array___destroy___0'].apply(null, arguments) }) var _emscripten_bind_MetadataQuerier_MetadataQuerier_0 = (Module['_emscripten_bind_MetadataQuerier_MetadataQuerier_0'] = function () { return Module['asm']['emscripten_bind_MetadataQuerier_MetadataQuerier_0'].apply(null, arguments) }) var _emscripten_bind_MetadataQuerier_HasEntry_2 = (Module['_emscripten_bind_MetadataQuerier_HasEntry_2'] = function () { return Module['asm']['emscripten_bind_MetadataQuerier_HasEntry_2'].apply(null, arguments) }) var _emscripten_bind_MetadataQuerier_GetIntEntry_2 = (Module['_emscripten_bind_MetadataQuerier_GetIntEntry_2'] = function () { return Module['asm']['emscripten_bind_MetadataQuerier_GetIntEntry_2'].apply(null, arguments) }) var _emscripten_bind_MetadataQuerier_GetIntEntryArray_3 = (Module['_emscripten_bind_MetadataQuerier_GetIntEntryArray_3'] = function () { return Module['asm']['emscripten_bind_MetadataQuerier_GetIntEntryArray_3'].apply(null, arguments) }) var _emscripten_bind_MetadataQuerier_GetDoubleEntry_2 = (Module['_emscripten_bind_MetadataQuerier_GetDoubleEntry_2'] = function () { return Module['asm']['emscripten_bind_MetadataQuerier_GetDoubleEntry_2'].apply(null, arguments) }) var _emscripten_bind_MetadataQuerier_GetStringEntry_2 = (Module['_emscripten_bind_MetadataQuerier_GetStringEntry_2'] = function () { return Module['asm']['emscripten_bind_MetadataQuerier_GetStringEntry_2'].apply(null, arguments) }) var _emscripten_bind_MetadataQuerier_NumEntries_1 = (Module['_emscripten_bind_MetadataQuerier_NumEntries_1'] = function () { return Module['asm']['emscripten_bind_MetadataQuerier_NumEntries_1'].apply(null, arguments) }) var _emscripten_bind_MetadataQuerier_GetEntryName_2 = (Module['_emscripten_bind_MetadataQuerier_GetEntryName_2'] = function () { return Module['asm']['emscripten_bind_MetadataQuerier_GetEntryName_2'].apply(null, arguments) }) var _emscripten_bind_MetadataQuerier___destroy___0 = (Module['_emscripten_bind_MetadataQuerier___destroy___0'] = function () { return Module['asm']['emscripten_bind_MetadataQuerier___destroy___0'].apply(null, arguments) }) var _emscripten_bind_DracoInt16Array_DracoInt16Array_0 = (Module['_emscripten_bind_DracoInt16Array_DracoInt16Array_0'] = function () { return Module['asm']['emscripten_bind_DracoInt16Array_DracoInt16Array_0'].apply(null, arguments) }) var _emscripten_bind_DracoInt16Array_GetValue_1 = (Module['_emscripten_bind_DracoInt16Array_GetValue_1'] = function () { return Module['asm']['emscripten_bind_DracoInt16Array_GetValue_1'].apply(null, arguments) }) var _emscripten_bind_DracoInt16Array_size_0 = (Module['_emscripten_bind_DracoInt16Array_size_0'] = function () { return Module['asm']['emscripten_bind_DracoInt16Array_size_0'].apply(null, arguments) }) var _emscripten_bind_DracoInt16Array___destroy___0 = (Module['_emscripten_bind_DracoInt16Array___destroy___0'] = function () { return Module['asm']['emscripten_bind_DracoInt16Array___destroy___0'].apply(null, arguments) }) var _emscripten_bind_DracoFloat32Array_DracoFloat32Array_0 = (Module['_emscripten_bind_DracoFloat32Array_DracoFloat32Array_0'] = function () { return Module['asm']['emscripten_bind_DracoFloat32Array_DracoFloat32Array_0'].apply(null, arguments) }) var _emscripten_bind_DracoFloat32Array_GetValue_1 = (Module['_emscripten_bind_DracoFloat32Array_GetValue_1'] = function () { return Module['asm']['emscripten_bind_DracoFloat32Array_GetValue_1'].apply(null, arguments) }) var _emscripten_bind_DracoFloat32Array_size_0 = (Module['_emscripten_bind_DracoFloat32Array_size_0'] = function () { return Module['asm']['emscripten_bind_DracoFloat32Array_size_0'].apply(null, arguments) }) var _emscripten_bind_DracoFloat32Array___destroy___0 = (Module['_emscripten_bind_DracoFloat32Array___destroy___0'] = function () { return Module['asm']['emscripten_bind_DracoFloat32Array___destroy___0'].apply(null, arguments) }) var _emscripten_bind_GeometryAttribute_GeometryAttribute_0 = (Module['_emscripten_bind_GeometryAttribute_GeometryAttribute_0'] = function () { return Module['asm']['emscripten_bind_GeometryAttribute_GeometryAttribute_0'].apply(null, arguments) }) var _emscripten_bind_GeometryAttribute___destroy___0 = (Module['_emscripten_bind_GeometryAttribute___destroy___0'] = function () { return Module['asm']['emscripten_bind_GeometryAttribute___destroy___0'].apply(null, arguments) }) var _emscripten_bind_DecoderBuffer_DecoderBuffer_0 = (Module['_emscripten_bind_DecoderBuffer_DecoderBuffer_0'] = function () { return Module['asm']['emscripten_bind_DecoderBuffer_DecoderBuffer_0'].apply(null, arguments) }) var _emscripten_bind_DecoderBuffer_Init_2 = (Module['_emscripten_bind_DecoderBuffer_Init_2'] = function () { return Module['asm']['emscripten_bind_DecoderBuffer_Init_2'].apply(null, arguments) }) var _emscripten_bind_DecoderBuffer___destroy___0 = (Module['_emscripten_bind_DecoderBuffer___destroy___0'] = function () { return Module['asm']['emscripten_bind_DecoderBuffer___destroy___0'].apply(null, arguments) }) var _emscripten_bind_Decoder_Decoder_0 = (Module['_emscripten_bind_Decoder_Decoder_0'] = function () { return Module['asm']['emscripten_bind_Decoder_Decoder_0'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetEncodedGeometryType_1 = (Module['_emscripten_bind_Decoder_GetEncodedGeometryType_1'] = function () { return Module['asm']['emscripten_bind_Decoder_GetEncodedGeometryType_1'].apply(null, arguments) }) var _emscripten_bind_Decoder_DecodeBufferToPointCloud_2 = (Module['_emscripten_bind_Decoder_DecodeBufferToPointCloud_2'] = function () { return Module['asm']['emscripten_bind_Decoder_DecodeBufferToPointCloud_2'].apply(null, arguments) }) var _emscripten_bind_Decoder_DecodeBufferToMesh_2 = (Module['_emscripten_bind_Decoder_DecodeBufferToMesh_2'] = function () { return Module['asm']['emscripten_bind_Decoder_DecodeBufferToMesh_2'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeId_2 = (Module['_emscripten_bind_Decoder_GetAttributeId_2'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeId_2'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeIdByName_2 = (Module['_emscripten_bind_Decoder_GetAttributeIdByName_2'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeIdByName_2'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeIdByMetadataEntry_3 = (Module['_emscripten_bind_Decoder_GetAttributeIdByMetadataEntry_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeIdByMetadataEntry_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttribute_2 = (Module['_emscripten_bind_Decoder_GetAttribute_2'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttribute_2'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeByUniqueId_2 = (Module['_emscripten_bind_Decoder_GetAttributeByUniqueId_2'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeByUniqueId_2'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetMetadata_1 = (Module['_emscripten_bind_Decoder_GetMetadata_1'] = function () { return Module['asm']['emscripten_bind_Decoder_GetMetadata_1'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeMetadata_2 = (Module['_emscripten_bind_Decoder_GetAttributeMetadata_2'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeMetadata_2'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetFaceFromMesh_3 = (Module['_emscripten_bind_Decoder_GetFaceFromMesh_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetFaceFromMesh_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetTriangleStripsFromMesh_2 = (Module['_emscripten_bind_Decoder_GetTriangleStripsFromMesh_2'] = function () { return Module['asm']['emscripten_bind_Decoder_GetTriangleStripsFromMesh_2'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetTrianglesUInt16Array_3 = (Module['_emscripten_bind_Decoder_GetTrianglesUInt16Array_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetTrianglesUInt16Array_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetTrianglesUInt32Array_3 = (Module['_emscripten_bind_Decoder_GetTrianglesUInt32Array_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetTrianglesUInt32Array_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeFloat_3 = (Module['_emscripten_bind_Decoder_GetAttributeFloat_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeFloat_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeFloatForAllPoints_3 = (Module['_emscripten_bind_Decoder_GetAttributeFloatForAllPoints_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeFloatForAllPoints_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeIntForAllPoints_3 = (Module['_emscripten_bind_Decoder_GetAttributeIntForAllPoints_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeIntForAllPoints_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeInt8ForAllPoints_3 = (Module['_emscripten_bind_Decoder_GetAttributeInt8ForAllPoints_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeInt8ForAllPoints_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeUInt8ForAllPoints_3 = (Module['_emscripten_bind_Decoder_GetAttributeUInt8ForAllPoints_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeUInt8ForAllPoints_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeInt16ForAllPoints_3 = (Module['_emscripten_bind_Decoder_GetAttributeInt16ForAllPoints_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeInt16ForAllPoints_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeUInt16ForAllPoints_3 = (Module['_emscripten_bind_Decoder_GetAttributeUInt16ForAllPoints_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeUInt16ForAllPoints_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeInt32ForAllPoints_3 = (Module['_emscripten_bind_Decoder_GetAttributeInt32ForAllPoints_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeInt32ForAllPoints_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeUInt32ForAllPoints_3 = (Module['_emscripten_bind_Decoder_GetAttributeUInt32ForAllPoints_3'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeUInt32ForAllPoints_3'].apply(null, arguments) }) var _emscripten_bind_Decoder_GetAttributeDataArrayForAllPoints_5 = (Module['_emscripten_bind_Decoder_GetAttributeDataArrayForAllPoints_5'] = function () { return Module['asm']['emscripten_bind_Decoder_GetAttributeDataArrayForAllPoints_5'].apply(null, arguments) }) var _emscripten_bind_Decoder_SkipAttributeTransform_1 = (Module['_emscripten_bind_Decoder_SkipAttributeTransform_1'] = function () { return Module['asm']['emscripten_bind_Decoder_SkipAttributeTransform_1'].apply(null, arguments) }) var _emscripten_bind_Decoder___destroy___0 = (Module['_emscripten_bind_Decoder___destroy___0'] = function () { return Module['asm']['emscripten_bind_Decoder___destroy___0'].apply(null, arguments) }) var _emscripten_bind_Mesh_Mesh_0 = (Module['_emscripten_bind_Mesh_Mesh_0'] = function () { return Module['asm']['emscripten_bind_Mesh_Mesh_0'].apply(null, arguments) }) var _emscripten_bind_Mesh_num_faces_0 = (Module['_emscripten_bind_Mesh_num_faces_0'] = function () { return Module['asm']['emscripten_bind_Mesh_num_faces_0'].apply(null, arguments) }) var _emscripten_bind_Mesh_num_attributes_0 = (Module['_emscripten_bind_Mesh_num_attributes_0'] = function () { return Module['asm']['emscripten_bind_Mesh_num_attributes_0'].apply(null, arguments) }) var _emscripten_bind_Mesh_num_points_0 = (Module['_emscripten_bind_Mesh_num_points_0'] = function () { return Module['asm']['emscripten_bind_Mesh_num_points_0'].apply(null, arguments) }) var _emscripten_bind_Mesh___destroy___0 = (Module['_emscripten_bind_Mesh___destroy___0'] = function () { return Module['asm']['emscripten_bind_Mesh___destroy___0'].apply(null, arguments) }) var _emscripten_bind_VoidPtr___destroy___0 = (Module['_emscripten_bind_VoidPtr___destroy___0'] = function () { return Module['asm']['emscripten_bind_VoidPtr___destroy___0'].apply(null, arguments) }) var _emscripten_bind_DracoInt32Array_DracoInt32Array_0 = (Module['_emscripten_bind_DracoInt32Array_DracoInt32Array_0'] = function () { return Module['asm']['emscripten_bind_DracoInt32Array_DracoInt32Array_0'].apply(null, arguments) }) var _emscripten_bind_DracoInt32Array_GetValue_1 = (Module['_emscripten_bind_DracoInt32Array_GetValue_1'] = function () { return Module['asm']['emscripten_bind_DracoInt32Array_GetValue_1'].apply(null, arguments) }) var _emscripten_bind_DracoInt32Array_size_0 = (Module['_emscripten_bind_DracoInt32Array_size_0'] = function () { return Module['asm']['emscripten_bind_DracoInt32Array_size_0'].apply(null, arguments) }) var _emscripten_bind_DracoInt32Array___destroy___0 = (Module['_emscripten_bind_DracoInt32Array___destroy___0'] = function () { return Module['asm']['emscripten_bind_DracoInt32Array___destroy___0'].apply(null, arguments) }) var _emscripten_bind_Metadata_Metadata_0 = (Module['_emscripten_bind_Metadata_Metadata_0'] = function () { return Module['asm']['emscripten_bind_Metadata_Metadata_0'].apply(null, arguments) }) var _emscripten_bind_Metadata___destroy___0 = (Module['_emscripten_bind_Metadata___destroy___0'] = function () { return Module['asm']['emscripten_bind_Metadata___destroy___0'].apply(null, arguments) }) var _emscripten_enum_draco_StatusCode_OK = (Module['_emscripten_enum_draco_StatusCode_OK'] = function () { return Module['asm']['emscripten_enum_draco_StatusCode_OK'].apply(null, arguments) }) var _emscripten_enum_draco_StatusCode_DRACO_ERROR = (Module['_emscripten_enum_draco_StatusCode_DRACO_ERROR'] = function () { return Module['asm']['emscripten_enum_draco_StatusCode_DRACO_ERROR'].apply(null, arguments) }) var _emscripten_enum_draco_StatusCode_IO_ERROR = (Module['_emscripten_enum_draco_StatusCode_IO_ERROR'] = function () { return Module['asm']['emscripten_enum_draco_StatusCode_IO_ERROR'].apply(null, arguments) }) var _emscripten_enum_draco_StatusCode_INVALID_PARAMETER = (Module['_emscripten_enum_draco_StatusCode_INVALID_PARAMETER'] = function () { return Module['asm']['emscripten_enum_draco_StatusCode_INVALID_PARAMETER'].apply(null, arguments) }) var _emscripten_enum_draco_StatusCode_UNSUPPORTED_VERSION = (Module['_emscripten_enum_draco_StatusCode_UNSUPPORTED_VERSION'] = function () { return Module['asm']['emscripten_enum_draco_StatusCode_UNSUPPORTED_VERSION'].apply(null, arguments) }) var _emscripten_enum_draco_StatusCode_UNKNOWN_VERSION = (Module['_emscripten_enum_draco_StatusCode_UNKNOWN_VERSION'] = function () { return Module['asm']['emscripten_enum_draco_StatusCode_UNKNOWN_VERSION'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_INVALID = (Module['_emscripten_enum_draco_DataType_DT_INVALID'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_INVALID'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_INT8 = (Module['_emscripten_enum_draco_DataType_DT_INT8'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_INT8'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_UINT8 = (Module['_emscripten_enum_draco_DataType_DT_UINT8'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_UINT8'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_INT16 = (Module['_emscripten_enum_draco_DataType_DT_INT16'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_INT16'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_UINT16 = (Module['_emscripten_enum_draco_DataType_DT_UINT16'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_UINT16'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_INT32 = (Module['_emscripten_enum_draco_DataType_DT_INT32'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_INT32'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_UINT32 = (Module['_emscripten_enum_draco_DataType_DT_UINT32'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_UINT32'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_INT64 = (Module['_emscripten_enum_draco_DataType_DT_INT64'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_INT64'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_UINT64 = (Module['_emscripten_enum_draco_DataType_DT_UINT64'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_UINT64'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_FLOAT32 = (Module['_emscripten_enum_draco_DataType_DT_FLOAT32'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_FLOAT32'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_FLOAT64 = (Module['_emscripten_enum_draco_DataType_DT_FLOAT64'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_FLOAT64'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_BOOL = (Module['_emscripten_enum_draco_DataType_DT_BOOL'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_BOOL'].apply(null, arguments) }) var _emscripten_enum_draco_DataType_DT_TYPES_COUNT = (Module['_emscripten_enum_draco_DataType_DT_TYPES_COUNT'] = function () { return Module['asm']['emscripten_enum_draco_DataType_DT_TYPES_COUNT'].apply(null, arguments) }) var _emscripten_enum_draco_EncodedGeometryType_INVALID_GEOMETRY_TYPE = (Module['_emscripten_enum_draco_EncodedGeometryType_INVALID_GEOMETRY_TYPE'] = function () { return Module['asm']['emscripten_enum_draco_EncodedGeometryType_INVALID_GEOMETRY_TYPE'].apply(null, arguments) }) var _emscripten_enum_draco_EncodedGeometryType_POINT_CLOUD = (Module['_emscripten_enum_draco_EncodedGeometryType_POINT_CLOUD'] = function () { return Module['asm']['emscripten_enum_draco_EncodedGeometryType_POINT_CLOUD'].apply(null, arguments) }) var _emscripten_enum_draco_EncodedGeometryType_TRIANGULAR_MESH = (Module['_emscripten_enum_draco_EncodedGeometryType_TRIANGULAR_MESH'] = function () { return Module['asm']['emscripten_enum_draco_EncodedGeometryType_TRIANGULAR_MESH'].apply(null, arguments) }) var _emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_INVALID_TRANSFORM = (Module['_emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_INVALID_TRANSFORM'] = function () { return Module['asm']['emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_INVALID_TRANSFORM'].apply(null, arguments) }) var _emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_NO_TRANSFORM = (Module['_emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_NO_TRANSFORM'] = function () { return Module['asm']['emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_NO_TRANSFORM'].apply(null, arguments) }) var _emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_QUANTIZATION_TRANSFORM = (Module['_emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_QUANTIZATION_TRANSFORM'] = function () { return Module['asm']['emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_QUANTIZATION_TRANSFORM'].apply(null, arguments) }) var _emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_OCTAHEDRON_TRANSFORM = (Module['_emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_OCTAHEDRON_TRANSFORM'] = function () { return Module['asm']['emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_OCTAHEDRON_TRANSFORM'].apply(null, arguments) }) var _emscripten_enum_draco_GeometryAttribute_Type_INVALID = (Module['_emscripten_enum_draco_GeometryAttribute_Type_INVALID'] = function () { return Module['asm']['emscripten_enum_draco_GeometryAttribute_Type_INVALID'].apply(null, arguments) }) var _emscripten_enum_draco_GeometryAttribute_Type_POSITION = (Module['_emscripten_enum_draco_GeometryAttribute_Type_POSITION'] = function () { return Module['asm']['emscripten_enum_draco_GeometryAttribute_Type_POSITION'].apply(null, arguments) }) var _emscripten_enum_draco_GeometryAttribute_Type_NORMAL = (Module['_emscripten_enum_draco_GeometryAttribute_Type_NORMAL'] = function () { return Module['asm']['emscripten_enum_draco_GeometryAttribute_Type_NORMAL'].apply(null, arguments) }) var _emscripten_enum_draco_GeometryAttribute_Type_COLOR = (Module['_emscripten_enum_draco_GeometryAttribute_Type_COLOR'] = function () { return Module['asm']['emscripten_enum_draco_GeometryAttribute_Type_COLOR'].apply(null, arguments) }) var _emscripten_enum_draco_GeometryAttribute_Type_TEX_COORD = (Module['_emscripten_enum_draco_GeometryAttribute_Type_TEX_COORD'] = function () { return Module['asm']['emscripten_enum_draco_GeometryAttribute_Type_TEX_COORD'].apply(null, arguments) }) var _emscripten_enum_draco_GeometryAttribute_Type_GENERIC = (Module['_emscripten_enum_draco_GeometryAttribute_Type_GENERIC'] = function () { return Module['asm']['emscripten_enum_draco_GeometryAttribute_Type_GENERIC'].apply(null, arguments) }) var _setThrew = (Module['_setThrew'] = function () { return Module['asm']['setThrew'].apply(null, arguments) }) var __ZSt18uncaught_exceptionv = (Module['__ZSt18uncaught_exceptionv'] = function () { return Module['asm']['_ZSt18uncaught_exceptionv'].apply(null, arguments) }) var _free = (Module['_free'] = function () { return Module['asm']['free'].apply(null, arguments) }) var _malloc = (Module['_malloc'] = function () { return Module['asm']['malloc'].apply(null, arguments) }) var stackSave = (Module['stackSave'] = function () { return Module['asm']['stackSave'].apply(null, arguments) }) var stackAlloc = (Module['stackAlloc'] = function () { return Module['asm']['stackAlloc'].apply(null, arguments) }) var stackRestore = (Module['stackRestore'] = function () { return Module['asm']['stackRestore'].apply(null, arguments) }) var __growWasmMemory = (Module['__growWasmMemory'] = function () { return Module['asm']['__growWasmMemory'].apply(null, arguments) }) var dynCall_ii = (Module['dynCall_ii'] = function () { return Module['asm']['dynCall_ii'].apply(null, arguments) }) var dynCall_vi = (Module['dynCall_vi'] = function () { return Module['asm']['dynCall_vi'].apply(null, arguments) }) var dynCall_iii = (Module['dynCall_iii'] = function () { return Module['asm']['dynCall_iii'].apply(null, arguments) }) var dynCall_vii = (Module['dynCall_vii'] = function () { return Module['asm']['dynCall_vii'].apply(null, arguments) }) var dynCall_iiii = (Module['dynCall_iiii'] = function () { return Module['asm']['dynCall_iiii'].apply(null, arguments) }) var dynCall_v = (Module['dynCall_v'] = function () { return Module['asm']['dynCall_v'].apply(null, arguments) }) var dynCall_viii = (Module['dynCall_viii'] = function () { return Module['asm']['dynCall_viii'].apply(null, arguments) }) var dynCall_viiii = (Module['dynCall_viiii'] = function () { return Module['asm']['dynCall_viiii'].apply(null, arguments) }) var dynCall_iiiiiii = (Module['dynCall_iiiiiii'] = function () { return Module['asm']['dynCall_iiiiiii'].apply(null, arguments) }) var dynCall_iidiiii = (Module['dynCall_iidiiii'] = function () { return Module['asm']['dynCall_iidiiii'].apply(null, arguments) }) var dynCall_jiji = (Module['dynCall_jiji'] = function () { return Module['asm']['dynCall_jiji'].apply(null, arguments) }) var dynCall_viiiiii = (Module['dynCall_viiiiii'] = function () { return Module['asm']['dynCall_viiiiii'].apply(null, arguments) }) var dynCall_viiiii = (Module['dynCall_viiiii'] = function () { return Module['asm']['dynCall_viiiii'].apply(null, arguments) }) Module['asm'] = asm var calledRun Module['then'] = function (func) { if (calledRun) { func(Module) } else { var old = Module['onRuntimeInitialized'] Module['onRuntimeInitialized'] = function () { if (old) old() func(Module) } } return Module } function ExitStatus(status) { this.name = 'ExitStatus' this.message = 'Program terminated with exit(' + status + ')' this.status = status } dependenciesFulfilled = function runCaller() { if (!calledRun) run() if (!calledRun) dependenciesFulfilled = runCaller } function run(args) { args = args || arguments_ if (runDependencies > 0) { return } preRun() if (runDependencies > 0) return function doRun() { if (calledRun) return calledRun = true if (ABORT) return initRuntime() preMain() if (Module['onRuntimeInitialized']) Module['onRuntimeInitialized']() postRun() } if (Module['setStatus']) { Module['setStatus']('Running...') setTimeout(function () { setTimeout(function () { Module['setStatus']('') }, 1) doRun() }, 1) } else { doRun() } } Module['run'] = run if (Module['preInit']) { if (typeof Module['preInit'] == 'function') Module['preInit'] = [Module['preInit']] while (Module['preInit'].length > 0) { Module['preInit'].pop()() } } noExitRuntime = true run() function WrapperObject() {} WrapperObject.prototype = Object.create(WrapperObject.prototype) WrapperObject.prototype.constructor = WrapperObject WrapperObject.prototype.__class__ = WrapperObject WrapperObject.__cache__ = {} Module['WrapperObject'] = WrapperObject function getCache(__class__) { return (__class__ || WrapperObject).__cache__ } Module['getCache'] = getCache function wrapPointer(ptr, __class__) { var cache = getCache(__class__) var ret = cache[ptr] if (ret) return ret ret = Object.create((__class__ || WrapperObject).prototype) ret.ptr = ptr return (cache[ptr] = ret) } Module['wrapPointer'] = wrapPointer function castObject(obj, __class__) { return wrapPointer(obj.ptr, __class__) } Module['castObject'] = castObject Module['NULL'] = wrapPointer(0) function destroy(obj) { if (!obj['__destroy__']) throw 'Error: Cannot destroy object. (Did you create it yourself?)' obj['__destroy__']() delete getCache(obj.__class__)[obj.ptr] } Module['destroy'] = destroy function compare(obj1, obj2) { return obj1.ptr === obj2.ptr } Module['compare'] = compare function getPointer(obj) { return obj.ptr } Module['getPointer'] = getPointer function getClass(obj) { return obj.__class__ } Module['getClass'] = getClass var ensureCache = { buffer: 0, size: 0, pos: 0, temps: [], needed: 0, prepare: function () { if (ensureCache.needed) { for (var i = 0; i < ensureCache.temps.length; i++) { Module['_free'](ensureCache.temps[i]) } ensureCache.temps.length = 0 Module['_free'](ensureCache.buffer) ensureCache.buffer = 0 ensureCache.size += ensureCache.needed ensureCache.needed = 0 } if (!ensureCache.buffer) { ensureCache.size += 128 ensureCache.buffer = Module['_malloc'](ensureCache.size) assert(ensureCache.buffer) } ensureCache.pos = 0 }, alloc: function (array, view) { assert(ensureCache.buffer) var bytes = view.BYTES_PER_ELEMENT var len = array.length * bytes len = (len + 7) & -8 var ret if (ensureCache.pos + len >= ensureCache.size) { assert(len > 0) ensureCache.needed += len ret = Module['_malloc'](len) ensureCache.temps.push(ret) } else { ret = ensureCache.buffer + ensureCache.pos ensureCache.pos += len } return ret }, copy: function (array, view, offset) { var offsetShifted = offset var bytes = view.BYTES_PER_ELEMENT switch (bytes) { case 2: offsetShifted >>= 1 break case 4: offsetShifted >>= 2 break case 8: offsetShifted >>= 3 break } for (var i = 0; i < array.length; i++) { view[offsetShifted + i] = array[i] } }, } function ensureString(value) { if (typeof value === 'string') { var intArray = intArrayFromString(value) var offset = ensureCache.alloc(intArray, HEAP8) ensureCache.copy(intArray, HEAP8, offset) return offset } return value } function ensureInt8(value) { if (typeof value === 'object') { var offset = ensureCache.alloc(value, HEAP8) ensureCache.copy(value, HEAP8, offset) return offset } return value } function Status() { throw 'cannot construct a Status, no constructor in IDL' } Status.prototype = Object.create(WrapperObject.prototype) Status.prototype.constructor = Status Status.prototype.__class__ = Status Status.__cache__ = {} Module['Status'] = Status Status.prototype['code'] = Status.prototype.code = function () { var self = this.ptr return _emscripten_bind_Status_code_0(self) } Status.prototype['ok'] = Status.prototype.ok = function () { var self = this.ptr return !!_emscripten_bind_Status_ok_0(self) } Status.prototype['error_msg'] = Status.prototype.error_msg = function () { var self = this.ptr return UTF8ToString(_emscripten_bind_Status_error_msg_0(self)) } Status.prototype['__destroy__'] = Status.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_Status___destroy___0(self) } function DracoUInt16Array() { this.ptr = _emscripten_bind_DracoUInt16Array_DracoUInt16Array_0() getCache(DracoUInt16Array)[this.ptr] = this } DracoUInt16Array.prototype = Object.create(WrapperObject.prototype) DracoUInt16Array.prototype.constructor = DracoUInt16Array DracoUInt16Array.prototype.__class__ = DracoUInt16Array DracoUInt16Array.__cache__ = {} Module['DracoUInt16Array'] = DracoUInt16Array DracoUInt16Array.prototype['GetValue'] = DracoUInt16Array.prototype.GetValue = function (index) { var self = this.ptr if (index && typeof index === 'object') index = index.ptr return _emscripten_bind_DracoUInt16Array_GetValue_1(self, index) } DracoUInt16Array.prototype['size'] = DracoUInt16Array.prototype.size = function () { var self = this.ptr return _emscripten_bind_DracoUInt16Array_size_0(self) } DracoUInt16Array.prototype['__destroy__'] = DracoUInt16Array.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_DracoUInt16Array___destroy___0(self) } function PointCloud() { this.ptr = _emscripten_bind_PointCloud_PointCloud_0() getCache(PointCloud)[this.ptr] = this } PointCloud.prototype = Object.create(WrapperObject.prototype) PointCloud.prototype.constructor = PointCloud PointCloud.prototype.__class__ = PointCloud PointCloud.__cache__ = {} Module['PointCloud'] = PointCloud PointCloud.prototype['num_attributes'] = PointCloud.prototype.num_attributes = function () { var self = this.ptr return _emscripten_bind_PointCloud_num_attributes_0(self) } PointCloud.prototype['num_points'] = PointCloud.prototype.num_points = function () { var self = this.ptr return _emscripten_bind_PointCloud_num_points_0(self) } PointCloud.prototype['__destroy__'] = PointCloud.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_PointCloud___destroy___0(self) } function DracoUInt8Array() { this.ptr = _emscripten_bind_DracoUInt8Array_DracoUInt8Array_0() getCache(DracoUInt8Array)[this.ptr] = this } DracoUInt8Array.prototype = Object.create(WrapperObject.prototype) DracoUInt8Array.prototype.constructor = DracoUInt8Array DracoUInt8Array.prototype.__class__ = DracoUInt8Array DracoUInt8Array.__cache__ = {} Module['DracoUInt8Array'] = DracoUInt8Array DracoUInt8Array.prototype['GetValue'] = DracoUInt8Array.prototype.GetValue = function (index) { var self = this.ptr if (index && typeof index === 'object') index = index.ptr return _emscripten_bind_DracoUInt8Array_GetValue_1(self, index) } DracoUInt8Array.prototype['size'] = DracoUInt8Array.prototype.size = function () { var self = this.ptr return _emscripten_bind_DracoUInt8Array_size_0(self) } DracoUInt8Array.prototype['__destroy__'] = DracoUInt8Array.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_DracoUInt8Array___destroy___0(self) } function DracoUInt32Array() { this.ptr = _emscripten_bind_DracoUInt32Array_DracoUInt32Array_0() getCache(DracoUInt32Array)[this.ptr] = this } DracoUInt32Array.prototype = Object.create(WrapperObject.prototype) DracoUInt32Array.prototype.constructor = DracoUInt32Array DracoUInt32Array.prototype.__class__ = DracoUInt32Array DracoUInt32Array.__cache__ = {} Module['DracoUInt32Array'] = DracoUInt32Array DracoUInt32Array.prototype['GetValue'] = DracoUInt32Array.prototype.GetValue = function (index) { var self = this.ptr if (index && typeof index === 'object') index = index.ptr return _emscripten_bind_DracoUInt32Array_GetValue_1(self, index) } DracoUInt32Array.prototype['size'] = DracoUInt32Array.prototype.size = function () { var self = this.ptr return _emscripten_bind_DracoUInt32Array_size_0(self) } DracoUInt32Array.prototype['__destroy__'] = DracoUInt32Array.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_DracoUInt32Array___destroy___0(self) } function AttributeOctahedronTransform() { this.ptr = _emscripten_bind_AttributeOctahedronTransform_AttributeOctahedronTransform_0() getCache(AttributeOctahedronTransform)[this.ptr] = this } AttributeOctahedronTransform.prototype = Object.create(WrapperObject.prototype) AttributeOctahedronTransform.prototype.constructor = AttributeOctahedronTransform AttributeOctahedronTransform.prototype.__class__ = AttributeOctahedronTransform AttributeOctahedronTransform.__cache__ = {} Module['AttributeOctahedronTransform'] = AttributeOctahedronTransform AttributeOctahedronTransform.prototype['InitFromAttribute'] = AttributeOctahedronTransform.prototype.InitFromAttribute = function (att) { var self = this.ptr if (att && typeof att === 'object') att = att.ptr return !!_emscripten_bind_AttributeOctahedronTransform_InitFromAttribute_1(self, att) } AttributeOctahedronTransform.prototype['quantization_bits'] = AttributeOctahedronTransform.prototype.quantization_bits = function () { var self = this.ptr return _emscripten_bind_AttributeOctahedronTransform_quantization_bits_0(self) } AttributeOctahedronTransform.prototype['__destroy__'] = AttributeOctahedronTransform.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_AttributeOctahedronTransform___destroy___0(self) } function PointAttribute() { this.ptr = _emscripten_bind_PointAttribute_PointAttribute_0() getCache(PointAttribute)[this.ptr] = this } PointAttribute.prototype = Object.create(WrapperObject.prototype) PointAttribute.prototype.constructor = PointAttribute PointAttribute.prototype.__class__ = PointAttribute PointAttribute.__cache__ = {} Module['PointAttribute'] = PointAttribute PointAttribute.prototype['size'] = PointAttribute.prototype.size = function () { var self = this.ptr return _emscripten_bind_PointAttribute_size_0(self) } PointAttribute.prototype['GetAttributeTransformData'] = PointAttribute.prototype.GetAttributeTransformData = function () { var self = this.ptr return wrapPointer(_emscripten_bind_PointAttribute_GetAttributeTransformData_0(self), AttributeTransformData) } PointAttribute.prototype['attribute_type'] = PointAttribute.prototype.attribute_type = function () { var self = this.ptr return _emscripten_bind_PointAttribute_attribute_type_0(self) } PointAttribute.prototype['data_type'] = PointAttribute.prototype.data_type = function () { var self = this.ptr return _emscripten_bind_PointAttribute_data_type_0(self) } PointAttribute.prototype['num_components'] = PointAttribute.prototype.num_components = function () { var self = this.ptr return _emscripten_bind_PointAttribute_num_components_0(self) } PointAttribute.prototype['normalized'] = PointAttribute.prototype.normalized = function () { var self = this.ptr return !!_emscripten_bind_PointAttribute_normalized_0(self) } PointAttribute.prototype['byte_stride'] = PointAttribute.prototype.byte_stride = function () { var self = this.ptr return _emscripten_bind_PointAttribute_byte_stride_0(self) } PointAttribute.prototype['byte_offset'] = PointAttribute.prototype.byte_offset = function () { var self = this.ptr return _emscripten_bind_PointAttribute_byte_offset_0(self) } PointAttribute.prototype['unique_id'] = PointAttribute.prototype.unique_id = function () { var self = this.ptr return _emscripten_bind_PointAttribute_unique_id_0(self) } PointAttribute.prototype['__destroy__'] = PointAttribute.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_PointAttribute___destroy___0(self) } function AttributeTransformData() { this.ptr = _emscripten_bind_AttributeTransformData_AttributeTransformData_0() getCache(AttributeTransformData)[this.ptr] = this } AttributeTransformData.prototype = Object.create(WrapperObject.prototype) AttributeTransformData.prototype.constructor = AttributeTransformData AttributeTransformData.prototype.__class__ = AttributeTransformData AttributeTransformData.__cache__ = {} Module['AttributeTransformData'] = AttributeTransformData AttributeTransformData.prototype['transform_type'] = AttributeTransformData.prototype.transform_type = function () { var self = this.ptr return _emscripten_bind_AttributeTransformData_transform_type_0(self) } AttributeTransformData.prototype['__destroy__'] = AttributeTransformData.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_AttributeTransformData___destroy___0(self) } function AttributeQuantizationTransform() { this.ptr = _emscripten_bind_AttributeQuantizationTransform_AttributeQuantizationTransform_0() getCache(AttributeQuantizationTransform)[this.ptr] = this } AttributeQuantizationTransform.prototype = Object.create(WrapperObject.prototype) AttributeQuantizationTransform.prototype.constructor = AttributeQuantizationTransform AttributeQuantizationTransform.prototype.__class__ = AttributeQuantizationTransform AttributeQuantizationTransform.__cache__ = {} Module['AttributeQuantizationTransform'] = AttributeQuantizationTransform AttributeQuantizationTransform.prototype['InitFromAttribute'] = AttributeQuantizationTransform.prototype.InitFromAttribute = function (att) { var self = this.ptr if (att && typeof att === 'object') att = att.ptr return !!_emscripten_bind_AttributeQuantizationTransform_InitFromAttribute_1(self, att) } AttributeQuantizationTransform.prototype['quantization_bits'] = AttributeQuantizationTransform.prototype.quantization_bits = function () { var self = this.ptr return _emscripten_bind_AttributeQuantizationTransform_quantization_bits_0(self) } AttributeQuantizationTransform.prototype['min_value'] = AttributeQuantizationTransform.prototype.min_value = function (axis) { var self = this.ptr if (axis && typeof axis === 'object') axis = axis.ptr return _emscripten_bind_AttributeQuantizationTransform_min_value_1(self, axis) } AttributeQuantizationTransform.prototype['range'] = AttributeQuantizationTransform.prototype.range = function () { var self = this.ptr return _emscripten_bind_AttributeQuantizationTransform_range_0(self) } AttributeQuantizationTransform.prototype['__destroy__'] = AttributeQuantizationTransform.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_AttributeQuantizationTransform___destroy___0(self) } function DracoInt8Array() { this.ptr = _emscripten_bind_DracoInt8Array_DracoInt8Array_0() getCache(DracoInt8Array)[this.ptr] = this } DracoInt8Array.prototype = Object.create(WrapperObject.prototype) DracoInt8Array.prototype.constructor = DracoInt8Array DracoInt8Array.prototype.__class__ = DracoInt8Array DracoInt8Array.__cache__ = {} Module['DracoInt8Array'] = DracoInt8Array DracoInt8Array.prototype['GetValue'] = DracoInt8Array.prototype.GetValue = function (index) { var self = this.ptr if (index && typeof index === 'object') index = index.ptr return _emscripten_bind_DracoInt8Array_GetValue_1(self, index) } DracoInt8Array.prototype['size'] = DracoInt8Array.prototype.size = function () { var self = this.ptr return _emscripten_bind_DracoInt8Array_size_0(self) } DracoInt8Array.prototype['__destroy__'] = DracoInt8Array.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_DracoInt8Array___destroy___0(self) } function MetadataQuerier() { this.ptr = _emscripten_bind_MetadataQuerier_MetadataQuerier_0() getCache(MetadataQuerier)[this.ptr] = this } MetadataQuerier.prototype = Object.create(WrapperObject.prototype) MetadataQuerier.prototype.constructor = MetadataQuerier MetadataQuerier.prototype.__class__ = MetadataQuerier MetadataQuerier.__cache__ = {} Module['MetadataQuerier'] = MetadataQuerier MetadataQuerier.prototype['HasEntry'] = MetadataQuerier.prototype.HasEntry = function (metadata, entry_name) { var self = this.ptr ensureCache.prepare() if (metadata && typeof metadata === 'object') metadata = metadata.ptr if (entry_name && typeof entry_name === 'object') entry_name = entry_name.ptr else entry_name = ensureString(entry_name) return !!_emscripten_bind_MetadataQuerier_HasEntry_2(self, metadata, entry_name) } MetadataQuerier.prototype['GetIntEntry'] = MetadataQuerier.prototype.GetIntEntry = function (metadata, entry_name) { var self = this.ptr ensureCache.prepare() if (metadata && typeof metadata === 'object') metadata = metadata.ptr if (entry_name && typeof entry_name === 'object') entry_name = entry_name.ptr else entry_name = ensureString(entry_name) return _emscripten_bind_MetadataQuerier_GetIntEntry_2(self, metadata, entry_name) } MetadataQuerier.prototype['GetIntEntryArray'] = MetadataQuerier.prototype.GetIntEntryArray = function (metadata, entry_name, out_values) { var self = this.ptr ensureCache.prepare() if (metadata && typeof metadata === 'object') metadata = metadata.ptr if (entry_name && typeof entry_name === 'object') entry_name = entry_name.ptr else entry_name = ensureString(entry_name) if (out_values && typeof out_values === 'object') out_values = out_values.ptr _emscripten_bind_MetadataQuerier_GetIntEntryArray_3(self, metadata, entry_name, out_values) } MetadataQuerier.prototype['GetDoubleEntry'] = MetadataQuerier.prototype.GetDoubleEntry = function (metadata, entry_name) { var self = this.ptr ensureCache.prepare() if (metadata && typeof metadata === 'object') metadata = metadata.ptr if (entry_name && typeof entry_name === 'object') entry_name = entry_name.ptr else entry_name = ensureString(entry_name) return _emscripten_bind_MetadataQuerier_GetDoubleEntry_2(self, metadata, entry_name) } MetadataQuerier.prototype['GetStringEntry'] = MetadataQuerier.prototype.GetStringEntry = function (metadata, entry_name) { var self = this.ptr ensureCache.prepare() if (metadata && typeof metadata === 'object') metadata = metadata.ptr if (entry_name && typeof entry_name === 'object') entry_name = entry_name.ptr else entry_name = ensureString(entry_name) return UTF8ToString(_emscripten_bind_MetadataQuerier_GetStringEntry_2(self, metadata, entry_name)) } MetadataQuerier.prototype['NumEntries'] = MetadataQuerier.prototype.NumEntries = function (metadata) { var self = this.ptr if (metadata && typeof metadata === 'object') metadata = metadata.ptr return _emscripten_bind_MetadataQuerier_NumEntries_1(self, metadata) } MetadataQuerier.prototype['GetEntryName'] = MetadataQuerier.prototype.GetEntryName = function (metadata, entry_id) { var self = this.ptr if (metadata && typeof metadata === 'object') metadata = metadata.ptr if (entry_id && typeof entry_id === 'object') entry_id = entry_id.ptr return UTF8ToString(_emscripten_bind_MetadataQuerier_GetEntryName_2(self, metadata, entry_id)) } MetadataQuerier.prototype['__destroy__'] = MetadataQuerier.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_MetadataQuerier___destroy___0(self) } function DracoInt16Array() { this.ptr = _emscripten_bind_DracoInt16Array_DracoInt16Array_0() getCache(DracoInt16Array)[this.ptr] = this } DracoInt16Array.prototype = Object.create(WrapperObject.prototype) DracoInt16Array.prototype.constructor = DracoInt16Array DracoInt16Array.prototype.__class__ = DracoInt16Array DracoInt16Array.__cache__ = {} Module['DracoInt16Array'] = DracoInt16Array DracoInt16Array.prototype['GetValue'] = DracoInt16Array.prototype.GetValue = function (index) { var self = this.ptr if (index && typeof index === 'object') index = index.ptr return _emscripten_bind_DracoInt16Array_GetValue_1(self, index) } DracoInt16Array.prototype['size'] = DracoInt16Array.prototype.size = function () { var self = this.ptr return _emscripten_bind_DracoInt16Array_size_0(self) } DracoInt16Array.prototype['__destroy__'] = DracoInt16Array.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_DracoInt16Array___destroy___0(self) } function DracoFloat32Array() { this.ptr = _emscripten_bind_DracoFloat32Array_DracoFloat32Array_0() getCache(DracoFloat32Array)[this.ptr] = this } DracoFloat32Array.prototype = Object.create(WrapperObject.prototype) DracoFloat32Array.prototype.constructor = DracoFloat32Array DracoFloat32Array.prototype.__class__ = DracoFloat32Array DracoFloat32Array.__cache__ = {} Module['DracoFloat32Array'] = DracoFloat32Array DracoFloat32Array.prototype['GetValue'] = DracoFloat32Array.prototype.GetValue = function (index) { var self = this.ptr if (index && typeof index === 'object') index = index.ptr return _emscripten_bind_DracoFloat32Array_GetValue_1(self, index) } DracoFloat32Array.prototype['size'] = DracoFloat32Array.prototype.size = function () { var self = this.ptr return _emscripten_bind_DracoFloat32Array_size_0(self) } DracoFloat32Array.prototype['__destroy__'] = DracoFloat32Array.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_DracoFloat32Array___destroy___0(self) } function GeometryAttribute() { this.ptr = _emscripten_bind_GeometryAttribute_GeometryAttribute_0() getCache(GeometryAttribute)[this.ptr] = this } GeometryAttribute.prototype = Object.create(WrapperObject.prototype) GeometryAttribute.prototype.constructor = GeometryAttribute GeometryAttribute.prototype.__class__ = GeometryAttribute GeometryAttribute.__cache__ = {} Module['GeometryAttribute'] = GeometryAttribute GeometryAttribute.prototype['__destroy__'] = GeometryAttribute.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_GeometryAttribute___destroy___0(self) } function DecoderBuffer() { this.ptr = _emscripten_bind_DecoderBuffer_DecoderBuffer_0() getCache(DecoderBuffer)[this.ptr] = this } DecoderBuffer.prototype = Object.create(WrapperObject.prototype) DecoderBuffer.prototype.constructor = DecoderBuffer DecoderBuffer.prototype.__class__ = DecoderBuffer DecoderBuffer.__cache__ = {} Module['DecoderBuffer'] = DecoderBuffer DecoderBuffer.prototype['Init'] = DecoderBuffer.prototype.Init = function (data, data_size) { var self = this.ptr ensureCache.prepare() if (typeof data == 'object') { data = ensureInt8(data) } if (data_size && typeof data_size === 'object') data_size = data_size.ptr _emscripten_bind_DecoderBuffer_Init_2(self, data, data_size) } DecoderBuffer.prototype['__destroy__'] = DecoderBuffer.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_DecoderBuffer___destroy___0(self) } function Decoder() { this.ptr = _emscripten_bind_Decoder_Decoder_0() getCache(Decoder)[this.ptr] = this } Decoder.prototype = Object.create(WrapperObject.prototype) Decoder.prototype.constructor = Decoder Decoder.prototype.__class__ = Decoder Decoder.__cache__ = {} Module['Decoder'] = Decoder Decoder.prototype['GetEncodedGeometryType'] = Decoder.prototype.GetEncodedGeometryType = function (in_buffer) { var self = this.ptr if (in_buffer && typeof in_buffer === 'object') in_buffer = in_buffer.ptr return _emscripten_bind_Decoder_GetEncodedGeometryType_1(self, in_buffer) } Decoder.prototype['DecodeBufferToPointCloud'] = Decoder.prototype.DecodeBufferToPointCloud = function (in_buffer, out_point_cloud) { var self = this.ptr if (in_buffer && typeof in_buffer === 'object') in_buffer = in_buffer.ptr if (out_point_cloud && typeof out_point_cloud === 'object') out_point_cloud = out_point_cloud.ptr return wrapPointer(_emscripten_bind_Decoder_DecodeBufferToPointCloud_2(self, in_buffer, out_point_cloud), Status) } Decoder.prototype['DecodeBufferToMesh'] = Decoder.prototype.DecodeBufferToMesh = function (in_buffer, out_mesh) { var self = this.ptr if (in_buffer && typeof in_buffer === 'object') in_buffer = in_buffer.ptr if (out_mesh && typeof out_mesh === 'object') out_mesh = out_mesh.ptr return wrapPointer(_emscripten_bind_Decoder_DecodeBufferToMesh_2(self, in_buffer, out_mesh), Status) } Decoder.prototype['GetAttributeId'] = Decoder.prototype.GetAttributeId = function (pc, type) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (type && typeof type === 'object') type = type.ptr return _emscripten_bind_Decoder_GetAttributeId_2(self, pc, type) } Decoder.prototype['GetAttributeIdByName'] = Decoder.prototype.GetAttributeIdByName = function (pc, name) { var self = this.ptr ensureCache.prepare() if (pc && typeof pc === 'object') pc = pc.ptr if (name && typeof name === 'object') name = name.ptr else name = ensureString(name) return _emscripten_bind_Decoder_GetAttributeIdByName_2(self, pc, name) } Decoder.prototype['GetAttributeIdByMetadataEntry'] = Decoder.prototype.GetAttributeIdByMetadataEntry = function (pc, name, value) { var self = this.ptr ensureCache.prepare() if (pc && typeof pc === 'object') pc = pc.ptr if (name && typeof name === 'object') name = name.ptr else name = ensureString(name) if (value && typeof value === 'object') value = value.ptr else value = ensureString(value) return _emscripten_bind_Decoder_GetAttributeIdByMetadataEntry_3(self, pc, name, value) } Decoder.prototype['GetAttribute'] = Decoder.prototype.GetAttribute = function (pc, att_id) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (att_id && typeof att_id === 'object') att_id = att_id.ptr return wrapPointer(_emscripten_bind_Decoder_GetAttribute_2(self, pc, att_id), PointAttribute) } Decoder.prototype['GetAttributeByUniqueId'] = Decoder.prototype.GetAttributeByUniqueId = function (pc, unique_id) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (unique_id && typeof unique_id === 'object') unique_id = unique_id.ptr return wrapPointer(_emscripten_bind_Decoder_GetAttributeByUniqueId_2(self, pc, unique_id), PointAttribute) } Decoder.prototype['GetMetadata'] = Decoder.prototype.GetMetadata = function (pc) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr return wrapPointer(_emscripten_bind_Decoder_GetMetadata_1(self, pc), Metadata) } Decoder.prototype['GetAttributeMetadata'] = Decoder.prototype.GetAttributeMetadata = function (pc, att_id) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (att_id && typeof att_id === 'object') att_id = att_id.ptr return wrapPointer(_emscripten_bind_Decoder_GetAttributeMetadata_2(self, pc, att_id), Metadata) } Decoder.prototype['GetFaceFromMesh'] = Decoder.prototype.GetFaceFromMesh = function (m, face_id, out_values) { var self = this.ptr if (m && typeof m === 'object') m = m.ptr if (face_id && typeof face_id === 'object') face_id = face_id.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetFaceFromMesh_3(self, m, face_id, out_values) } Decoder.prototype['GetTriangleStripsFromMesh'] = Decoder.prototype.GetTriangleStripsFromMesh = function (m, strip_values) { var self = this.ptr if (m && typeof m === 'object') m = m.ptr if (strip_values && typeof strip_values === 'object') strip_values = strip_values.ptr return _emscripten_bind_Decoder_GetTriangleStripsFromMesh_2(self, m, strip_values) } Decoder.prototype['GetTrianglesUInt16Array'] = Decoder.prototype.GetTrianglesUInt16Array = function (m, out_size, out_values) { var self = this.ptr if (m && typeof m === 'object') m = m.ptr if (out_size && typeof out_size === 'object') out_size = out_size.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetTrianglesUInt16Array_3(self, m, out_size, out_values) } Decoder.prototype['GetTrianglesUInt32Array'] = Decoder.prototype.GetTrianglesUInt32Array = function (m, out_size, out_values) { var self = this.ptr if (m && typeof m === 'object') m = m.ptr if (out_size && typeof out_size === 'object') out_size = out_size.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetTrianglesUInt32Array_3(self, m, out_size, out_values) } Decoder.prototype['GetAttributeFloat'] = Decoder.prototype.GetAttributeFloat = function (pa, att_index, out_values) { var self = this.ptr if (pa && typeof pa === 'object') pa = pa.ptr if (att_index && typeof att_index === 'object') att_index = att_index.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetAttributeFloat_3(self, pa, att_index, out_values) } Decoder.prototype['GetAttributeFloatForAllPoints'] = Decoder.prototype.GetAttributeFloatForAllPoints = function (pc, pa, out_values) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (pa && typeof pa === 'object') pa = pa.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetAttributeFloatForAllPoints_3(self, pc, pa, out_values) } Decoder.prototype['GetAttributeIntForAllPoints'] = Decoder.prototype.GetAttributeIntForAllPoints = function (pc, pa, out_values) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (pa && typeof pa === 'object') pa = pa.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetAttributeIntForAllPoints_3(self, pc, pa, out_values) } Decoder.prototype['GetAttributeInt8ForAllPoints'] = Decoder.prototype.GetAttributeInt8ForAllPoints = function (pc, pa, out_values) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (pa && typeof pa === 'object') pa = pa.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetAttributeInt8ForAllPoints_3(self, pc, pa, out_values) } Decoder.prototype['GetAttributeUInt8ForAllPoints'] = Decoder.prototype.GetAttributeUInt8ForAllPoints = function (pc, pa, out_values) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (pa && typeof pa === 'object') pa = pa.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetAttributeUInt8ForAllPoints_3(self, pc, pa, out_values) } Decoder.prototype['GetAttributeInt16ForAllPoints'] = Decoder.prototype.GetAttributeInt16ForAllPoints = function (pc, pa, out_values) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (pa && typeof pa === 'object') pa = pa.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetAttributeInt16ForAllPoints_3(self, pc, pa, out_values) } Decoder.prototype['GetAttributeUInt16ForAllPoints'] = Decoder.prototype.GetAttributeUInt16ForAllPoints = function (pc, pa, out_values) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (pa && typeof pa === 'object') pa = pa.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetAttributeUInt16ForAllPoints_3(self, pc, pa, out_values) } Decoder.prototype['GetAttributeInt32ForAllPoints'] = Decoder.prototype.GetAttributeInt32ForAllPoints = function (pc, pa, out_values) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (pa && typeof pa === 'object') pa = pa.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetAttributeInt32ForAllPoints_3(self, pc, pa, out_values) } Decoder.prototype['GetAttributeUInt32ForAllPoints'] = Decoder.prototype.GetAttributeUInt32ForAllPoints = function (pc, pa, out_values) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (pa && typeof pa === 'object') pa = pa.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetAttributeUInt32ForAllPoints_3(self, pc, pa, out_values) } Decoder.prototype['GetAttributeDataArrayForAllPoints'] = Decoder.prototype.GetAttributeDataArrayForAllPoints = function (pc, pa, data_type, out_size, out_values) { var self = this.ptr if (pc && typeof pc === 'object') pc = pc.ptr if (pa && typeof pa === 'object') pa = pa.ptr if (data_type && typeof data_type === 'object') data_type = data_type.ptr if (out_size && typeof out_size === 'object') out_size = out_size.ptr if (out_values && typeof out_values === 'object') out_values = out_values.ptr return !!_emscripten_bind_Decoder_GetAttributeDataArrayForAllPoints_5(self, pc, pa, data_type, out_size, out_values) } Decoder.prototype['SkipAttributeTransform'] = Decoder.prototype.SkipAttributeTransform = function (att_type) { var self = this.ptr if (att_type && typeof att_type === 'object') att_type = att_type.ptr _emscripten_bind_Decoder_SkipAttributeTransform_1(self, att_type) } Decoder.prototype['__destroy__'] = Decoder.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_Decoder___destroy___0(self) } function Mesh() { this.ptr = _emscripten_bind_Mesh_Mesh_0() getCache(Mesh)[this.ptr] = this } Mesh.prototype = Object.create(WrapperObject.prototype) Mesh.prototype.constructor = Mesh Mesh.prototype.__class__ = Mesh Mesh.__cache__ = {} Module['Mesh'] = Mesh Mesh.prototype['num_faces'] = Mesh.prototype.num_faces = function () { var self = this.ptr return _emscripten_bind_Mesh_num_faces_0(self) } Mesh.prototype['num_attributes'] = Mesh.prototype.num_attributes = function () { var self = this.ptr return _emscripten_bind_Mesh_num_attributes_0(self) } Mesh.prototype['num_points'] = Mesh.prototype.num_points = function () { var self = this.ptr return _emscripten_bind_Mesh_num_points_0(self) } Mesh.prototype['__destroy__'] = Mesh.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_Mesh___destroy___0(self) } function VoidPtr() { throw 'cannot construct a VoidPtr, no constructor in IDL' } VoidPtr.prototype = Object.create(WrapperObject.prototype) VoidPtr.prototype.constructor = VoidPtr VoidPtr.prototype.__class__ = VoidPtr VoidPtr.__cache__ = {} Module['VoidPtr'] = VoidPtr VoidPtr.prototype['__destroy__'] = VoidPtr.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_VoidPtr___destroy___0(self) } function DracoInt32Array() { this.ptr = _emscripten_bind_DracoInt32Array_DracoInt32Array_0() getCache(DracoInt32Array)[this.ptr] = this } DracoInt32Array.prototype = Object.create(WrapperObject.prototype) DracoInt32Array.prototype.constructor = DracoInt32Array DracoInt32Array.prototype.__class__ = DracoInt32Array DracoInt32Array.__cache__ = {} Module['DracoInt32Array'] = DracoInt32Array DracoInt32Array.prototype['GetValue'] = DracoInt32Array.prototype.GetValue = function (index) { var self = this.ptr if (index && typeof index === 'object') index = index.ptr return _emscripten_bind_DracoInt32Array_GetValue_1(self, index) } DracoInt32Array.prototype['size'] = DracoInt32Array.prototype.size = function () { var self = this.ptr return _emscripten_bind_DracoInt32Array_size_0(self) } DracoInt32Array.prototype['__destroy__'] = DracoInt32Array.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_DracoInt32Array___destroy___0(self) } function Metadata() { this.ptr = _emscripten_bind_Metadata_Metadata_0() getCache(Metadata)[this.ptr] = this } Metadata.prototype = Object.create(WrapperObject.prototype) Metadata.prototype.constructor = Metadata Metadata.prototype.__class__ = Metadata Metadata.__cache__ = {} Module['Metadata'] = Metadata Metadata.prototype['__destroy__'] = Metadata.prototype.__destroy__ = function () { var self = this.ptr _emscripten_bind_Metadata___destroy___0(self) } ;(function () { function setupEnums() { Module['OK'] = _emscripten_enum_draco_StatusCode_OK() Module['DRACO_ERROR'] = _emscripten_enum_draco_StatusCode_DRACO_ERROR() Module['IO_ERROR'] = _emscripten_enum_draco_StatusCode_IO_ERROR() Module['INVALID_PARAMETER'] = _emscripten_enum_draco_StatusCode_INVALID_PARAMETER() Module['UNSUPPORTED_VERSION'] = _emscripten_enum_draco_StatusCode_UNSUPPORTED_VERSION() Module['UNKNOWN_VERSION'] = _emscripten_enum_draco_StatusCode_UNKNOWN_VERSION() Module['DT_INVALID'] = _emscripten_enum_draco_DataType_DT_INVALID() Module['DT_INT8'] = _emscripten_enum_draco_DataType_DT_INT8() Module['DT_UINT8'] = _emscripten_enum_draco_DataType_DT_UINT8() Module['DT_INT16'] = _emscripten_enum_draco_DataType_DT_INT16() Module['DT_UINT16'] = _emscripten_enum_draco_DataType_DT_UINT16() Module['DT_INT32'] = _emscripten_enum_draco_DataType_DT_INT32() Module['DT_UINT32'] = _emscripten_enum_draco_DataType_DT_UINT32() Module['DT_INT64'] = _emscripten_enum_draco_DataType_DT_INT64() Module['DT_UINT64'] = _emscripten_enum_draco_DataType_DT_UINT64() Module['DT_FLOAT32'] = _emscripten_enum_draco_DataType_DT_FLOAT32() Module['DT_FLOAT64'] = _emscripten_enum_draco_DataType_DT_FLOAT64() Module['DT_BOOL'] = _emscripten_enum_draco_DataType_DT_BOOL() Module['DT_TYPES_COUNT'] = _emscripten_enum_draco_DataType_DT_TYPES_COUNT() Module['INVALID_GEOMETRY_TYPE'] = _emscripten_enum_draco_EncodedGeometryType_INVALID_GEOMETRY_TYPE() Module['POINT_CLOUD'] = _emscripten_enum_draco_EncodedGeometryType_POINT_CLOUD() Module['TRIANGULAR_MESH'] = _emscripten_enum_draco_EncodedGeometryType_TRIANGULAR_MESH() Module['ATTRIBUTE_INVALID_TRANSFORM'] = _emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_INVALID_TRANSFORM() Module['ATTRIBUTE_NO_TRANSFORM'] = _emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_NO_TRANSFORM() Module['ATTRIBUTE_QUANTIZATION_TRANSFORM'] = _emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_QUANTIZATION_TRANSFORM() Module['ATTRIBUTE_OCTAHEDRON_TRANSFORM'] = _emscripten_enum_draco_AttributeTransformType_ATTRIBUTE_OCTAHEDRON_TRANSFORM() Module['INVALID'] = _emscripten_enum_draco_GeometryAttribute_Type_INVALID() Module['POSITION'] = _emscripten_enum_draco_GeometryAttribute_Type_POSITION() Module['NORMAL'] = _emscripten_enum_draco_GeometryAttribute_Type_NORMAL() Module['COLOR'] = _emscripten_enum_draco_GeometryAttribute_Type_COLOR() Module['TEX_COORD'] = _emscripten_enum_draco_GeometryAttribute_Type_TEX_COORD() Module['GENERIC'] = _emscripten_enum_draco_GeometryAttribute_Type_GENERIC() } if (runtimeInitialized) setupEnums() else addOnPreMain(setupEnums) })() if (typeof Module['onModuleParsed'] === 'function') { Module['onModuleParsed']() } return DracoDecoderModule } })() if (typeof exports === 'object' && typeof module === 'object') module.exports = DracoDecoderModule else if (typeof define === 'function' && define['amd']) define([], function () { return DracoDecoderModule }) else if (typeof exports === 'object') exports['DracoDecoderModule'] = DracoDecoderModule