From 1944f9d6e074649891b7fc90dc85da4a2f3b200c Mon Sep 17 00:00:00 2001 From: Rafael Garcia Date: Mon, 26 Jan 2026 14:27:05 -0500 Subject: [PATCH 1/8] fix: remove --disable-background-networking to enable enterprise extension loading The default CHROMIUM_FLAGS included --disable-background-networking which prevented Chrome from fetching extensions via ExtensionInstallForcelist enterprise policy. Enterprise extensions require Chrome to make HTTP requests to fetch update.xml and .crx files from the local API server. Changes: - Remove --disable-background-networking from default CHROMIUM_FLAGS in headless image - Add e2e test for enterprise extension installation via policy (tests both headless and headful) The e2e test verifies that: 1. Extension is uploaded with update.xml and .crx files 2. Enterprise policy is correctly configured with ExtensionInstallForcelist 3. Chrome fetches the extension from the policy URL 4. Extension appears in chrome://extensions with correct ID --- images/chromium-headless/image/wrapper.sh | 4 +- server/e2e/e2e_enterprise_extension_test.go | 539 + .../test-extension-enterprise/background.mjs | 30819 ++++++++++++++++ .../http-message-signatures-extension.crx | Bin 0 -> 360852 bytes .../test-extension-enterprise/manifest.json | 18 + .../policy/com.google.Chrome.managed.plist | 21 + .../com.google.Chrome.managed.plist.templ | 21 + .../policy/policy.json | 8 + .../policy/policy.json.templ | 8 + .../test-extension-enterprise/private_key.pem | 28 + .../e2e/test-extension-enterprise/update.xml | 6 + 11 files changed, 31471 insertions(+), 1 deletion(-) create mode 100644 server/e2e/e2e_enterprise_extension_test.go create mode 100644 server/e2e/test-extension-enterprise/background.mjs create mode 100644 server/e2e/test-extension-enterprise/http-message-signatures-extension.crx create mode 100644 server/e2e/test-extension-enterprise/manifest.json create mode 100644 server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist create mode 100644 server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist.templ create mode 100644 server/e2e/test-extension-enterprise/policy/policy.json create mode 100644 server/e2e/test-extension-enterprise/policy/policy.json.templ create mode 100644 server/e2e/test-extension-enterprise/private_key.pem create mode 100644 server/e2e/test-extension-enterprise/update.xml diff --git a/images/chromium-headless/image/wrapper.sh b/images/chromium-headless/image/wrapper.sh index db58b8dd..9be6e4b2 100755 --- a/images/chromium-headless/image/wrapper.sh +++ b/images/chromium-headless/image/wrapper.sh @@ -45,12 +45,14 @@ export HOSTNAME="${HOSTNAME:-kernel-vm}" # if CHROMIUM_FLAGS is not set, default to the flags used in playwright_stealth if [ -z "${CHROMIUM_FLAGS:-}" ]; then + # NOTE: --disable-background-networking was intentionally removed because it prevents + # Chrome from fetching extensions via ExtensionInstallForcelist enterprise policy. + # Enterprise extensions require Chrome to make HTTP requests to fetch update.xml and .crx files. CHROMIUM_FLAGS="--accept-lang=en-US,en \ --allow-pre-commit-input \ --blink-settings=primaryHoverType=2,availableHoverTypes=2,primaryPointerType=4,availablePointerTypes=4 \ --crash-dumps-dir=/tmp/chromium-dumps \ --disable-back-forward-cache \ - --disable-background-networking \ --disable-background-timer-throttling \ --disable-backgrounding-occluded-windows \ --disable-blink-features=AutomationControlled \ diff --git a/server/e2e/e2e_enterprise_extension_test.go b/server/e2e/e2e_enterprise_extension_test.go new file mode 100644 index 00000000..09a78545 --- /dev/null +++ b/server/e2e/e2e_enterprise_extension_test.go @@ -0,0 +1,539 @@ +package e2e + +import ( + "bytes" + "context" + "encoding/json" + "fmt" + "io" + "log/slog" + "mime/multipart" + "net/http" + "os" + "os/exec" + "path/filepath" + "strings" + "testing" + "time" + + logctx "github.com/onkernel/kernel-images/server/lib/logger" + "github.com/stretchr/testify/require" +) + +// TestEnterpriseExtensionInstallation tests that enterprise policy extensions +// (with update.xml and .crx files) are installed correctly via ExtensionInstallForcelist. +// +// This test verifies: +// 1. Extension with webRequest permission and update.xml/.crx files is uploaded successfully +// 2. Enterprise policy (ExtensionInstallForcelist) is correctly configured +// 3. Chrome fetches the update.xml and downloads the .crx file +// 4. Extension is installed and appears in chrome://extensions +// +// This test uses a real built extension (web-bot-auth) to reproduce production behavior. +// It runs against both headless and headful Chrome images. +func TestEnterpriseExtensionInstallation(t *testing.T) { + ensurePlaywrightDeps(t) + + testCases := []struct { + name string + image string + }{ + {"Headless", headlessImage}, + {"Headful", headfulImage}, + } + + for _, tc := range testCases { + t.Run(tc.name, func(t *testing.T) { + runEnterpriseExtensionTest(t, tc.image) + }) + } +} + +func runEnterpriseExtensionTest(t *testing.T, image string) { + name := containerName + "-enterprise-ext" + + logger := slog.New(slog.NewTextHandler(t.Output(), &slog.HandlerOptions{Level: slog.LevelDebug})) + baseCtx := logctx.AddToContext(context.Background(), logger) + + if _, err := exec.LookPath("docker"); err != nil { + require.NoError(t, err, "docker not available: %v", err) + } + + // Clean slate + _ = stopContainer(baseCtx, name) + + // Use default CHROMIUM_FLAGS - the images now have --disable-background-networking removed + // (headless) or never had it (headful), allowing Chrome to fetch extensions via + // ExtensionInstallForcelist enterprise policy + env := map[string]string{} + + // Start container + _, exitCh, err := runContainer(baseCtx, image, name, env) + require.NoError(t, err, "failed to start container: %v", err) + defer stopContainer(baseCtx, name) + + ctx, cancel := context.WithTimeout(baseCtx, 5*time.Minute) + defer cancel() + + logger.Info("[setup]", "action", "waiting for API", "image", image, "url", apiBaseURL+"/spec.yaml") + require.NoError(t, waitHTTPOrExit(ctx, apiBaseURL+"/spec.yaml", exitCh), "api not ready") + + // Wait for DevTools to be ready + _, err = waitDevtoolsWS(ctx) + require.NoError(t, err, "devtools not ready") + + // Upload the enterprise test extension (with update.xml and .crx) + logger.Info("[test]", "action", "uploading enterprise test extension (with update.xml and .crx)") + uploadEnterpriseTestExtension(t, ctx, logger) + + // Wait a bit for Chrome to process the enterprise policy + logger.Info("[test]", "action", "waiting for Chrome to process enterprise policy") + time.Sleep(5 * time.Second) + + // Check what files were extracted on the server + logger.Info("[test]", "action", "checking extracted extension files on server") + checkExtractedFiles(t, ctx, logger) + + // Check the kernel-images-api logs for extension download requests + logger.Info("[test]", "action", "checking if Chrome fetched the extension") + checkExtensionDownloadLogs(t, ctx, logger) + + // Verify enterprise policy was configured correctly + logger.Info("[test]", "action", "verifying enterprise policy configuration") + verifyEnterprisePolicy(t, ctx, logger) + + // Wait longer and check again if Chrome has downloaded the extension + logger.Info("[test]", "action", "waiting for Chrome to download extension via enterprise policy") + time.Sleep(30 * time.Second) + + // Check logs again + checkExtensionDownloadLogs(t, ctx, logger) + + // Check Chrome's extension installation logs + logger.Info("[test]", "action", "checking Chrome stderr for extension-related logs") + checkChromiumLogs(t, ctx, logger) + + // Try to trigger extension installation by restarting Chrome + logger.Info("[test]", "action", "restarting Chrome to trigger policy refresh") + restartChrome(t, ctx, logger) + + time.Sleep(15 * time.Second) + + // Check logs one more time + checkExtensionDownloadLogs(t, ctx, logger) + checkChromiumLogs(t, ctx, logger) + + // Check Chrome's policy state + logger.Info("[test]", "action", "checking Chrome policy state") + checkChromePolicies(t, ctx, logger) + + // Check chrome://policy to see if Chrome recognizes the policy + logger.Info("[test]", "action", "checking chrome://policy via screenshot") + takeChromePolicyScreenshot(t, ctx, logger) + + // Verify the extension is installed + logger.Info("[test]", "action", "checking if extension is installed in Chrome's user-data") + verifyExtensionInstalled(t, ctx, logger) + + logger.Info("[test]", "result", "enterprise extension installation test completed") +} + +// uploadEnterpriseTestExtension uploads the test extension with update.xml and .crx files. +// This should trigger enterprise policy handling via ExtensionInstallForcelist. +func uploadEnterpriseTestExtension(t *testing.T, ctx context.Context, logger *slog.Logger) { + t.Helper() + + client, err := apiClient() + require.NoError(t, err, "failed to create API client") + + // Get the path to the test extension + extDir, err := filepath.Abs("test-extension-enterprise") + require.NoError(t, err, "failed to get absolute path to test-extension-enterprise") + + // Read and log the manifest + manifestPath := filepath.Join(extDir, "manifest.json") + manifestData, err := os.ReadFile(manifestPath) + require.NoError(t, err, "failed to read manifest.json") + logger.Info("[extension]", "manifest", string(manifestData)) + + // Read and log the update.xml + updateXMLPath := filepath.Join(extDir, "update.xml") + updateXMLData, err := os.ReadFile(updateXMLPath) + require.NoError(t, err, "failed to read update.xml") + logger.Info("[extension]", "update.xml", string(updateXMLData)) + + // Verify .crx exists + crxPath := filepath.Join(extDir, "http-message-signatures-extension.crx") + crxInfo, err := os.Stat(crxPath) + require.NoError(t, err, "failed to stat .crx file") + logger.Info("[extension]", "crx_size", crxInfo.Size()) + + // Create zip of the extension + extZip, err := zipDirToBytes(extDir) + require.NoError(t, err, "failed to zip test extension") + + // Upload extension + var body bytes.Buffer + w := multipart.NewWriter(&body) + fw, err := w.CreateFormFile("extensions.zip_file", "enterprise-test-ext.zip") + require.NoError(t, err) + _, err = io.Copy(fw, bytes.NewReader(extZip)) + require.NoError(t, err) + err = w.WriteField("extensions.name", "enterprise-test") + require.NoError(t, err) + err = w.Close() + require.NoError(t, err) + + start := time.Now() + rsp, err := client.UploadExtensionsAndRestartWithBodyWithResponse(ctx, w.FormDataContentType(), &body) + elapsed := time.Since(start) + require.NoError(t, err, "uploadExtensionsAndRestart request error") + + // The key assertion: this should return 201 + require.Equal(t, http.StatusCreated, rsp.StatusCode(), + "expected 201 Created but got %d. Body: %s", + rsp.StatusCode(), string(rsp.Body)) + + logger.Info("[extension]", "action", "uploaded", "elapsed", elapsed.String()) +} + +// verifyEnterprisePolicy checks that the enterprise policy was configured correctly. +func verifyEnterprisePolicy(t *testing.T, ctx context.Context, logger *slog.Logger) { + t.Helper() + + // Read policy.json + policyContent, err := execCombinedOutput(ctx, "cat", []string{"/etc/chromium/policies/managed/policy.json"}) + require.NoError(t, err, "failed to read policy.json") + logger.Info("[policy]", "content", policyContent) + + var policy map[string]interface{} + err = json.Unmarshal([]byte(policyContent), &policy) + require.NoError(t, err, "failed to parse policy.json") + + // Check ExtensionInstallForcelist exists and contains our extension + extensionInstallForcelist, ok := policy["ExtensionInstallForcelist"].([]interface{}) + require.True(t, ok, "ExtensionInstallForcelist not found in policy.json") + require.GreaterOrEqual(t, len(extensionInstallForcelist), 1, "ExtensionInstallForcelist should have at least 1 entry") + + // Log all entries + for i, entry := range extensionInstallForcelist { + logger.Info("[policy]", "forcelist_entry", i, "value", entry) + } + + // Find the enterprise-test entry + var found bool + for _, entry := range extensionInstallForcelist { + if entryStr, ok := entry.(string); ok && strings.Contains(entryStr, "enterprise-test") { + found = true + logger.Info("[policy]", "found_entry", entryStr) + break + } + } + require.True(t, found, "enterprise-test entry not found in ExtensionInstallForcelist") + + // Check ExtensionSettings + extensionSettings, ok := policy["ExtensionSettings"].(map[string]interface{}) + if ok { + logger.Info("[policy]", "extension_settings", fmt.Sprintf("%+v", extensionSettings)) + } +} + +// checkExtractedFiles checks what files were extracted on the server side. +func checkExtractedFiles(t *testing.T, ctx context.Context, logger *slog.Logger) { + t.Helper() + + // List all files in the extension directory + output, err := execCombinedOutput(ctx, "ls", []string{"-la", "/home/kernel/extensions/enterprise-test/"}) + if err != nil { + logger.Warn("[files]", "error", err.Error()) + } else { + logger.Info("[files]", "extension_dir", output) + } + + // Check if update.xml exists + updateXML, err := execCombinedOutput(ctx, "cat", []string{"/home/kernel/extensions/enterprise-test/update.xml"}) + if err != nil { + logger.Warn("[files]", "update_xml_error", err.Error()) + } else { + logger.Info("[files]", "update.xml", updateXML) + } + + // Check if .crx exists + crxOutput, err := execCombinedOutput(ctx, "ls", []string{"-la", "/home/kernel/extensions/enterprise-test/*.crx"}) + if err != nil { + logger.Warn("[files]", "crx_error", err.Error()) + } else { + logger.Info("[files]", "crx_files", crxOutput) + } + + // Check file types + fileOutput, err := execCombinedOutput(ctx, "file", []string{"/home/kernel/extensions/enterprise-test/http-message-signatures-extension.crx"}) + if err != nil { + logger.Warn("[files]", "file_type_error", err.Error()) + } else { + logger.Info("[files]", "crx_file_type", fileOutput) + } +} + +// checkExtensionDownloadLogs checks the kernel-images-api logs for extension download requests. +func checkExtensionDownloadLogs(t *testing.T, ctx context.Context, logger *slog.Logger) { + t.Helper() + + // Check kernel-images-api log for requests to update.xml and .crx + apiLog, err := execCombinedOutput(ctx, "cat", []string{"/var/log/supervisord/kernel-images-api"}) + if err != nil { + logger.Warn("[logs]", "error", err.Error()) + return + } + + lines := strings.Split(apiLog, "\n") + for _, line := range lines { + if strings.Contains(line, "update.xml") || strings.Contains(line, ".crx") || strings.Contains(line, "extension") { + logger.Info("[logs]", "line", line) + } + } + + // Check specifically for GET requests to our extension + if strings.Contains(apiLog, "GET") && strings.Contains(apiLog, "enterprise-test") { + logger.Info("[logs]", "result", "Chrome made GET requests to fetch the extension!") + } else { + logger.Warn("[logs]", "result", "No GET requests to enterprise-test extension found") + } + + // Log all GET requests + for _, line := range lines { + if strings.Contains(line, "GET") { + logger.Info("[logs]", "GET_request", line) + } + } +} + +// checkChromePolicies checks how Chrome sees the policies. +func checkChromePolicies(t *testing.T, ctx context.Context, logger *slog.Logger) { + t.Helper() + + // Check Chrome's local state for policy info + localState, err := execCombinedOutput(ctx, "cat", []string{"/home/kernel/user-data/Local State"}) + if err != nil { + logger.Warn("[policies]", "local_state_error", err.Error()) + } else { + // Try to parse and look for extension-related info + var state map[string]interface{} + if err := json.Unmarshal([]byte(localState), &state); err != nil { + logger.Warn("[policies]", "parse_error", err.Error()) + } else { + // Look for extensions in local state + if ext, ok := state["extensions"]; ok { + logger.Info("[policies]", "extensions_in_local_state", fmt.Sprintf("%+v", ext)) + } + } + } + + // Check if Chrome has read the policy file + // chrome://policy data could be extracted via CDP but that's complex + // Instead, let's check if there's any extension component data + extSettingsPath := "/home/kernel/user-data/Default/Extension Settings" + extSettings, err := execCombinedOutput(ctx, "ls", []string{"-la", extSettingsPath}) + if err != nil { + logger.Warn("[policies]", "ext_settings_dir_error", err.Error()) + } else { + logger.Info("[policies]", "ext_settings_dir", extSettings) + } +} + +// checkChromiumLogs checks Chrome's logs for extension-related messages. +func checkChromiumLogs(t *testing.T, ctx context.Context, logger *slog.Logger) { + t.Helper() + + // Check chromium supervisor log for extension-related messages + chromiumLog, err := execCombinedOutput(ctx, "cat", []string{"/var/log/supervisord/chromium"}) + if err != nil { + logger.Warn("[chromium-log]", "error", err.Error()) + return + } + + lines := strings.Split(chromiumLog, "\n") + for _, line := range lines { + lowLine := strings.ToLower(line) + if strings.Contains(lowLine, "extension") || + strings.Contains(lowLine, "policy") || + strings.Contains(lowLine, "crx") || + strings.Contains(lowLine, "update") || + strings.Contains(lowLine, "error") || + strings.Contains(lowLine, "fail") { + logger.Info("[chromium-log]", "line", line) + } + } + + // Also check stdout/stderr for the last 100 lines + logger.Info("[chromium-log]", "action", "checking last 100 lines of chromium log") + tailOutput, err := execCombinedOutput(ctx, "tail", []string{"-n", "100", "/var/log/supervisord/chromium"}) + if err != nil { + logger.Warn("[chromium-log]", "tail_error", err.Error()) + } else { + logger.Info("[chromium-log]", "last_100_lines", tailOutput) + } +} + +// restartChrome restarts Chrome via supervisorctl. +func restartChrome(t *testing.T, ctx context.Context, logger *slog.Logger) { + t.Helper() + + output, err := execCombinedOutput(ctx, "supervisorctl", []string{"-c", "/etc/supervisor/supervisord.conf", "restart", "chromium"}) + if err != nil { + logger.Warn("[restart]", "error", err.Error(), "output", output) + } else { + logger.Info("[restart]", "result", output) + } +} + +// takeChromePolicyScreenshot takes a screenshot of chrome://policy to debug what Chrome sees +func takeChromePolicyScreenshot(t *testing.T, ctx context.Context, logger *slog.Logger) { + t.Helper() + + // Use the API to take a screenshot after navigating to chrome://policy + client, err := apiClient() + if err != nil { + logger.Warn("[policy-screenshot]", "client_error", err.Error()) + return + } + + // Navigate using playwright then take screenshot + cmd := exec.CommandContext(ctx, "pnpm", "exec", "tsx", "-e", ` +const { chromium } = require('playwright-core'); + +(async () => { + const browser = await chromium.connectOverCDP('ws://127.0.0.1:9222/'); + const contexts = browser.contexts(); + const ctx = contexts[0] || await browser.newContext(); + const pages = ctx.pages(); + const page = pages[0] || await ctx.newPage(); + + // Go to extensions page first to check for extension errors + console.log('=== CHECKING EXTENSIONS ==='); + await page.goto('chrome://extensions'); + await page.waitForLoadState('networkidle'); + await page.waitForTimeout(2000); + + // Use evaluate to pierce shadow DOM and get extension info + const extensionInfo = await page.evaluate(() => { + const manager = document.querySelector('extensions-manager'); + if (!manager || !manager.shadowRoot) return { error: 'no extensions-manager' }; + + const itemList = manager.shadowRoot.querySelector('extensions-item-list'); + if (!itemList || !itemList.shadowRoot) return { error: 'no item-list' }; + + const items = itemList.shadowRoot.querySelectorAll('extensions-item'); + const extensions = []; + + for (const item of items) { + if (!item.shadowRoot) continue; + const nameEl = item.shadowRoot.querySelector('#name'); + const name = nameEl?.textContent?.trim() || 'unknown'; + const id = item.getAttribute('id'); + + // Check for errors + const warningsEl = item.shadowRoot.querySelector('.warning-list'); + const warnings = warningsEl?.textContent?.trim() || ''; + + extensions.push({ name, id, warnings }); + } + + return { extensions }; + }); + + console.log('Extensions found:', JSON.stringify(extensionInfo, null, 2)); + + await browser.close(); +})(); +`) + cmd.Dir = getPlaywrightPath() + out, err := cmd.CombinedOutput() + if err != nil { + logger.Warn("[policy-screenshot]", "error", err.Error(), "output", string(out)) + } else { + logger.Info("[policy-screenshot]", "output", string(out)) + } + + // Ignore client since we used playwright directly + _ = client +} + +// verifyExtensionInstalled checks if the extension was installed by Chrome. +func verifyExtensionInstalled(t *testing.T, ctx context.Context, logger *slog.Logger) { + t.Helper() + + // Check the extension directory + extDir, err := execCombinedOutput(ctx, "ls", []string{"-la", "/home/kernel/extensions/"}) + if err != nil { + logger.Warn("[verify]", "error", err.Error()) + } else { + logger.Info("[verify]", "extensions_dir", extDir) + } + + // Check if Chrome installed the extension using Playwright to inspect chrome://extensions + // Note: When loaded via --load-extension, Chrome generates a NEW extension ID based on the + // directory path, which differs from the ID in update.xml (which is for the packed .crx file). + // So we verify by extension name instead. + + expectedExtensionName := "HTTP Message Signatures User Agent" + logger.Info("[verify]", "expected_extension_name", expectedExtensionName) + + // Use playwright to navigate to chrome://extensions and verify extension is loaded + logger.Info("[verify]", "action", "checking chrome://extensions via playwright") + cmd := exec.CommandContext(ctx, "pnpm", "exec", "tsx", "-e", fmt.Sprintf(` +const { chromium } = require('playwright-core'); + +(async () => { + const browser = await chromium.connectOverCDP('ws://127.0.0.1:9222/'); + const contexts = browser.contexts(); + const ctx = contexts[0] || await browser.newContext(); + const pages = ctx.pages(); + const page = pages[0] || await ctx.newPage(); + + await page.goto('chrome://extensions'); + await page.waitForLoadState('networkidle'); + await page.waitForTimeout(2000); + + const extensionInfo = await page.evaluate(() => { + const manager = document.querySelector('extensions-manager'); + if (!manager || !manager.shadowRoot) return { error: 'no extensions-manager' }; + + const itemList = manager.shadowRoot.querySelector('extensions-item-list'); + if (!itemList || !itemList.shadowRoot) return { error: 'no item-list' }; + + const items = itemList.shadowRoot.querySelectorAll('extensions-item'); + const extensions = []; + + for (const item of items) { + if (!item.shadowRoot) continue; + const nameEl = item.shadowRoot.querySelector('#name'); + const name = nameEl?.textContent?.trim() || 'unknown'; + extensions.push(name); + } + + return { extensions }; + }); + + if (extensionInfo.error) { + console.log('ERROR: ' + extensionInfo.error); + process.exit(1); + } + + const expectedName = %q; + if (extensionInfo.extensions.includes(expectedName)) { + console.log('SUCCESS: Extension "' + expectedName + '" found'); + process.exit(0); + } else { + console.log('FAIL: Extension "' + expectedName + '" not found. Extensions: ' + extensionInfo.extensions.join(', ')); + process.exit(1); + } + + await browser.close(); +})(); +`, expectedExtensionName)) + cmd.Dir = getPlaywrightPath() + out, err := cmd.CombinedOutput() + logger.Info("[playwright]", "output", string(out)) + require.NoError(t, err, "extension verification failed: expected extension %q to be installed in chrome://extensions", expectedExtensionName) +} diff --git a/server/e2e/test-extension-enterprise/background.mjs b/server/e2e/test-extension-enterprise/background.mjs new file mode 100644 index 00000000..060d6d7e --- /dev/null +++ b/server/e2e/test-extension-enterprise/background.mjs @@ -0,0 +1,30819 @@ +var __create = Object.create; +var __defProp = Object.defineProperty; +var __getOwnPropDesc = Object.getOwnPropertyDescriptor; +var __getOwnPropNames = Object.getOwnPropertyNames; +var __getProtoOf = Object.getPrototypeOf; +var __hasOwnProp = Object.prototype.hasOwnProperty; +var __commonJS = (cb, mod) => function __require() { + return mod || (0, cb[__getOwnPropNames(cb)[0]])((mod = { exports: {} }).exports, mod), mod.exports; +}; +var __copyProps = (to, from, except, desc) => { + if (from && typeof from === "object" || typeof from === "function") { + for (let key of __getOwnPropNames(from)) + if (!__hasOwnProp.call(to, key) && key !== except) + __defProp(to, key, { get: () => from[key], enumerable: !(desc = __getOwnPropDesc(from, key)) || desc.enumerable }); + } + return to; +}; +var __toESM = (mod, isNodeMode, target) => (target = mod != null ? __create(__getProtoOf(mod)) : {}, __copyProps( + // If the importer is in node compatibility mode or this is not an ESM + // file that has been converted to a CommonJS file using a Babel- + // compatible transform (i.e. "__esModule" has not been set), then set + // "default" to the CommonJS "module.exports" for node compatibility. + isNodeMode || !mod || !mod.__esModule ? __defProp(target, "default", { value: mod, enumerable: true }) : target, + mod +)); + +// (disabled):crypto +var require_crypto = __commonJS({ + "(disabled):crypto"() { + } +}); + +// (disabled):fs +var require_fs = __commonJS({ + "(disabled):fs"() { + } +}); + +// ../../node_modules/libsodium/dist/modules/libsodium.js +var require_libsodium = __commonJS({ + "../../node_modules/libsodium/dist/modules/libsodium.js"(exports, module) { + (function(root) { + function expose_libsodium(exports2) { + "use strict"; + var Module = exports2; + var Module; + if (typeof Module === "undefined") { + Module = {}; + } + var root2 = Module; + if (typeof root2["sodium"] !== "object") { + if (typeof global === "object") { + root2 = global; + } else if (typeof window === "object") { + root2 = window; + } + } + if (typeof Module.getRandomValue === "undefined") { + try { + var window_ = "object" === typeof window ? window : self; + var crypto_ = typeof window_.crypto !== "undefined" ? window_.crypto : window_.msCrypto; + var randomValuesStandard = function() { + var buf = new Uint32Array(1); + crypto_.getRandomValues(buf); + return buf[0] >>> 0; + }; + randomValuesStandard(); + Module.getRandomValue = randomValuesStandard; + } catch (e) { + try { + var crypto2 = require_crypto(); + var randomValueNodeJS = function() { + var buf = crypto2["randomBytes"](4); + return (buf[0] << 24 | buf[1] << 16 | buf[2] << 8 | buf[3]) >>> 0; + }; + randomValueNodeJS(); + Module.getRandomValue = randomValueNodeJS; + } catch (e2) { + throw "No secure random number generator found"; + } + } + } + var _Module = Module; + Module.ready = new Promise(function(resolve, reject) { + var Module2 = _Module; + Module2.onAbort = reject; + Module2.print = function(what) { + typeof console !== "undefined" && console.log(what); + }; + Module2.printErr = function(what) { + typeof console !== "undefined" && console.warn(what); + }; + Module2.onRuntimeInitialized = function() { + try { + Module2._crypto_secretbox_keybytes(); + resolve(); + } catch (err2) { + reject(err2); + } + }; + Module2.useBackupModule = function() { + return new Promise(function(resolve2, reject2) { + var Module3 = {}; + Module3.onAbort = reject2; + Module3.getRandomValue = _Module.getRandomValue; + Module3.onRuntimeInitialized = function() { + Object.keys(_Module).forEach(function(k) { + if (k !== "getRandomValue") { + delete _Module[k]; + } + }); + Object.keys(Module3).forEach(function(k) { + _Module[k] = Module3[k]; + }); + resolve2(); + }; + var Module3 = typeof Module3 != "undefined" ? Module3 : {}; + var ENVIRONMENT_IS_WEB2 = !!globalThis.window; + var ENVIRONMENT_IS_WORKER2 = !!globalThis.WorkerGlobalScope; + var ENVIRONMENT_IS_NODE2 = globalThis.process?.versions?.node && globalThis.process?.type != "renderer"; + var arguments_2 = []; + var thisProgram2 = "./this.program"; + var quit_2 = (status, toThrow) => { + throw toThrow; + }; + var _scriptName2 = globalThis.document?.currentScript?.src; + if (typeof __filename != "undefined") { + _scriptName2 = __filename; + } else if (ENVIRONMENT_IS_WORKER2) { + _scriptName2 = self.location.href; + } + var scriptDirectory2 = ""; + var readAsync2, readBinary2; + if (ENVIRONMENT_IS_NODE2) { + var fs2 = require_fs(); + scriptDirectory2 = __dirname + "/"; + readBinary2 = (filename) => { + filename = isFileURI2(filename) ? new URL(filename) : filename; + var ret = fs2.readFileSync(filename); + return ret; + }; + readAsync2 = async (filename, binary = true) => { + filename = isFileURI2(filename) ? new URL(filename) : filename; + var ret = fs2.readFileSync(filename, binary ? void 0 : "utf8"); + return ret; + }; + if (process.argv.length > 1) { + thisProgram2 = process.argv[1].replace(/\\/g, "/"); + } + arguments_2 = process.argv.slice(2); + if (typeof module != "undefined") { + module["exports"] = Module3; + } + quit_2 = (status, toThrow) => { + process.exitCode = status; + throw toThrow; + }; + } else if (ENVIRONMENT_IS_WEB2 || ENVIRONMENT_IS_WORKER2) { + try { + scriptDirectory2 = new URL(".", _scriptName2).href; + } catch { + } + { + if (ENVIRONMENT_IS_WORKER2) { + readBinary2 = (url) => { + var xhr = new XMLHttpRequest(); + xhr.open("GET", url, false); + xhr.responseType = "arraybuffer"; + xhr.send(null); + return new Uint8Array(xhr.response); + }; + } + readAsync2 = async (url) => { + if (isFileURI2(url)) { + return new Promise((resolve3, reject3) => { + var xhr = new XMLHttpRequest(); + xhr.open("GET", url, true); + xhr.responseType = "arraybuffer"; + xhr.onload = () => { + if (xhr.status == 200 || xhr.status == 0 && xhr.response) { + resolve3(xhr.response); + return; + } + reject3(xhr.status); + }; + xhr.onerror = reject3; + xhr.send(null); + }); + } + var response = await fetch(url, { credentials: "same-origin" }); + if (response.ok) { + return response.arrayBuffer(); + } + throw new Error(response.status + " : " + response.url); + }; + } + } else { + } + var out2 = console.log.bind(console); + var err2 = console.error.bind(console); + var wasmBinary2; + var WebAssembly2 = { Memory: function(opts) { + this.buffer = new ArrayBuffer(opts["initial"] * 65536); + }, Module: function(binary) { + }, Instance: function(module2, info) { + this.exports = // EMSCRIPTEN_START_ASM + (function instantiate(ca) { + var a; + var b = new Uint8Array(123); + for (var c = 25; c >= 0; --c) { + b[48 + c] = 52 + c; + b[65 + c] = c; + b[97 + c] = 26 + c; + } + b[43] = 62; + b[47] = 63; + function i2(j, k, l) { + var d, e, c2 = 0, f = k, g = l.length, h = k + (g * 3 >> 2) - (l[g - 2] == "=") - (l[g - 1] == "="); + for (; c2 < g; c2 += 4) { + d = b[l.charCodeAt(c2 + 1)]; + e = b[l.charCodeAt(c2 + 2)]; + j[f++] = b[l.charCodeAt(c2)] << 2 | d >> 4; + if (f < h) j[f++] = d << 4 | e >> 2; + if (f < h) j[f++] = e << 6 | b[l.charCodeAt(c2 + 3)]; + } + return j; + } + function m(n) { + i2(a, 1024, "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"); + i2(a, 1424, "WfGy/grlpv973Sr+HhTUAFKAAwAw0fMAd3lA/zLjnP8AbsUBZxuQ"); + i2(a, 1472, "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"); 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"); + i2(a, 33660, "AQ=="); + i2(a, 33696, "AQ=="); + i2(a, 33728, "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"); + i2(a, 38848, "Z+YJaoWuZ7ty8248OvVPpX9SDlGMaAWbq9mDHxnN4FuYL4pCkUQ3cc/7wLWl27XpW8JWOfER8Vmkgj+S1V4cq5iqB9gBW4MSvoUxJMN9DFV0Xb5y/rHegKcG3Jt08ZvBwWmb5IZHvu/GncEPzKEMJG8s6S2qhHRK3KmwXNqI+XZSUT6YbcYxqMgnA7DHf1m/8wvgxkeRp9VRY8oGZykpFIUKtyc4IRsu/G0sTRMNOFNUcwpluwpqdi7JwoGFLHKSoei/oktmGqhwi0vCo1FsxxnoktEkBpnWhTUO9HCgahAWwaQZCGw3Hkx3SCe1vLA0swwcOUqq2E5Pypxb828uaO6Cj3RvY6V4FHjIhAgCx4z6/76Q62xQpPej+b7yeHHGgA=="); + i2(a, 39216, "U2lnRWQyNTUxOSBubyBFZDI1NTE5IGNvbGxpc2lvbnMB"); + i2(a, 39296, "IJ8BAAEAAAACAAAAAwAAAAQAAAAFAAAABgAAAAcAAAAIAAAACQAAAAoAAAALAAAADAAAAA0AAAAOAAAADwAAABAAAAAR"); + } + function o(p, q, r) { + p = p >>> 0; + r = r >>> 0; + if (p + r > a.length) throw "trap: invalid memory.fill"; + a.fill(q, p, p + r); + } + function s() { + throw new Error("abort"); + } + function t(p, u, r) { + a.copyWithin(p, u, u + r); + } + function ba(n) { + var v = new ArrayBuffer(16777216); + var w = new Int8Array(v); + var x = new Int16Array(v); + var y = new Int32Array(v); + var z = new Uint8Array(v); + var A = new Uint16Array(v); + var B = new Uint32Array(v); + var C = new Float32Array(v); + var D = new Float64Array(v); + var E = Math.imul; + var F = Math.fround; + var G = Math.abs; + var H = Math.clz32; + var I = Math.min; + var J = Math.max; + var K = Math.floor; + var L = Math.ceil; + var M = Math.trunc; + var N = Math.sqrt; + var O = n.a; + var P = O.a; + var Q = O.b; + var R = O.c; + var S = O.d; + var T = 106272; + var U = 0; + function fb(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, y2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, T2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0, ea2 = 0, fa2 = 0, ga2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, ka2 = 0, la2 = 0, ma2 = 0, na2 = 0, oa2 = 0, pa2 = 0, qa2 = 0, ra2 = 0, sa2 = 0, ta2 = 0, ua2 = 0, va2 = 0, wa2 = 0, xa2 = 0, ya2 = 0, za2 = 0, Aa2 = 0, Ba2 = 0, Ca2 = 0, Da2 = 0; + ia2 = z[b2 + 40 | 0] | z[b2 + 41 | 0] << 8 | (z[b2 + 42 | 0] << 16 | z[b2 + 43 | 0] << 24); + c2 = z[b2 + 44 | 0] | z[b2 + 45 | 0] << 8 | (z[b2 + 46 | 0] << 16 | z[b2 + 47 | 0] << 24); + ka2 = c2; + Z = z[b2 + 104 | 0] | z[b2 + 105 | 0] << 8 | (z[b2 + 106 | 0] << 16 | z[b2 + 107 | 0] << 24); + c2 = z[b2 + 108 | 0] | z[b2 + 109 | 0] << 8 | (z[b2 + 110 | 0] << 16 | z[b2 + 111 | 0] << 24); + la2 = c2; + c2 = z[b2 + 68 | 0] | z[b2 + 69 | 0] << 8 | (z[b2 + 70 | 0] << 16 | z[b2 + 71 | 0] << 24); + O2 = z[b2 + 64 | 0] | z[b2 + 65 | 0] << 8 | (z[b2 + 66 | 0] << 16 | z[b2 + 67 | 0] << 24); + $2 = c2; + c2 = z[b2 + 36 | 0] | z[b2 + 37 | 0] << 8 | (z[b2 + 38 | 0] << 16 | z[b2 + 39 | 0] << 24); + wa2 = c2; + s2 = c2; + da2 = z[b2 + 120 | 0] | z[b2 + 121 | 0] << 8 | (z[b2 + 122 | 0] << 16 | z[b2 + 123 | 0] << 24); + c2 = z[b2 + 124 | 0] | z[b2 + 125 | 0] << 8 | (z[b2 + 126 | 0] << 16 | z[b2 + 127 | 0] << 24); + qa2 = c2; + c2 = z[b2 + 92 | 0] | z[b2 + 93 | 0] << 8 | (z[b2 + 94 | 0] << 16 | z[b2 + 95 | 0] << 24); + Aa2 = c2; + pa2 = z[b2 + 88 | 0] | z[b2 + 89 | 0] << 8 | (z[b2 + 90 | 0] << 16 | z[b2 + 91 | 0] << 24); + N2 = c2; + ca2 = z[b2 + 80 | 0] | z[b2 + 81 | 0] << 8 | (z[b2 + 82 | 0] << 16 | z[b2 + 83 | 0] << 24); + c2 = z[b2 + 84 | 0] | z[b2 + 85 | 0] << 8 | (z[b2 + 86 | 0] << 16 | z[b2 + 87 | 0] << 24); + na2 = c2; + P2 = c2; + aa = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); + fa2 = z[a2 + 52 | 0] | z[a2 + 53 | 0] << 8 | (z[a2 + 54 | 0] << 16 | z[a2 + 55 | 0] << 24); + c2 = fa2 + s2 | 0; + ea2 = z[a2 + 48 | 0] | z[a2 + 49 | 0] << 8 | (z[a2 + 50 | 0] << 16 | z[a2 + 51 | 0] << 24); + ga2 = z[b2 + 32 | 0] | z[b2 + 33 | 0] << 8 | (z[b2 + 34 | 0] << 16 | z[b2 + 35 | 0] << 24); + L2 = ea2 + ga2 | 0; + c2 = (z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24)) + (ea2 >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = L2; + L2 = L2 + aa | 0; + aa = d >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = aa + ka2 | 0; + ja2 = L2 + ia2 | 0; + c2 = ja2 >>> 0 < L2 >>> 0 ? c2 + 1 | 0 : c2; + ba2 = ja2; + ja2 = c2; + L2 = ve(L2 ^ (z[a2 + 80 | 0] | z[a2 + 81 | 0] << 8 | (z[a2 + 82 | 0] << 16 | z[a2 + 83 | 0] << 24)) ^ -79577749, aa ^ (z[a2 + 84 | 0] | z[a2 + 85 | 0] << 8 | (z[a2 + 86 | 0] << 16 | z[a2 + 87 | 0] << 24)) ^ 528734635, 32); + c2 = U; + ta2 = c2; + c2 = c2 + 1013904242 | 0; + aa = L2; + L2 = L2 - 23791573 | 0; + c2 = L2 >>> 0 < 4271175723 ? c2 + 1 | 0 : c2; + S2 = c2; + fa2 = ve(L2 ^ ea2, c2 ^ fa2, 40); + ea2 = fa2 + ba2 | 0; + c2 = ja2; + ja2 = U; + c2 = c2 + ja2 | 0; + k = ea2; + l = k >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2; + ea2 = ve(aa ^ k, ta2 ^ l, 48); + J2 = U; + c2 = S2 + J2 | 0; + m2 = ea2; + ea2 = L2 + m2 | 0; + c2 = ea2 >>> 0 < L2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = ea2; + p = c2; + c2 = ve(fa2 ^ o2, ja2 ^ c2, 1); + L2 = U; + ea2 = c2; + S2 = L2; + ja2 = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); + c2 = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); + ta2 = c2; + ha2 = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); + fa2 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + aa = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); + L2 = fa2 + aa | 0; + xa2 = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); + Ba2 = z[a2 + 44 | 0] | z[a2 + 45 | 0] << 8 | (z[a2 + 46 | 0] << 16 | z[a2 + 47 | 0] << 24); + c2 = xa2 + Ba2 | 0; + c2 = (z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24)) + (L2 >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = L2; + L2 = L2 + ha2 | 0; + ba2 = d >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = ta2 + ba2 | 0; + ha2 = L2 + ja2 | 0; + c2 = ha2 >>> 0 < L2 >>> 0 ? c2 + 1 | 0 : c2; + d = ve(L2 ^ (z[a2 + 72 | 0] | z[a2 + 73 | 0] << 8 | (z[a2 + 74 | 0] << 16 | z[a2 + 75 | 0] << 24)) ^ 725511199, ba2 ^ (z[a2 + 76 | 0] | z[a2 + 77 | 0] << 8 | (z[a2 + 78 | 0] << 16 | z[a2 + 79 | 0] << 24)) ^ -1694144372, 32); + L2 = U; + C2 = L2; + e = d - 2067093701 | 0; + H2 = C2 - ((d >>> 0 < 2067093701) + 1150833018 | 0) | 0; + h = ve(aa ^ e, Ba2 ^ H2, 40); + L2 = h + ha2 | 0; + K2 = U; + c2 = K2 + c2 | 0; + q = L2; + B2 = q >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + c2 = B2 + S2 | 0; + L2 = q + ea2 | 0; + c2 = (q >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2) + P2 | 0; + f = L2; + L2 = L2 + ca2 | 0; + aa = f >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = aa + N2 | 0; + N2 = L2 + pa2 | 0; + c2 = N2 >>> 0 < L2 >>> 0 ? c2 + 1 | 0 : c2; + F2 = N2; + j = c2; + n2 = ea2; + ra2 = S2; + S2 = L2; + ba2 = aa; + ea2 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + c2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + L2 = c2; + c2 = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); + Ba2 = c2; + aa = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); + Ca2 = aa; + P2 = c2; + ua2 = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + g = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); + c2 = ua2 + g | 0; + N2 = z[a2 + 32 | 0] | z[a2 + 33 | 0] << 8 | (z[a2 + 34 | 0] << 16 | z[a2 + 35 | 0] << 24); + aa = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + f = N2 + aa | 0; + c2 = Ca2 + (N2 >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2) | 0; + P2 = f + P2 | 0; + ha2 = P2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + c2 = ha2 + L2 | 0; + f = P2 + ea2 | 0; + c2 = f >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2; + oa2 = f; + f = c2; + i3 = N2; + c2 = a2 - -64 | 0; + N2 = ve(P2 ^ (z[c2 | 0] | z[c2 + 1 | 0] << 8 | (z[c2 + 2 | 0] << 16 | z[c2 + 3 | 0] << 24)) ^ -1377402159, ha2 ^ (z[c2 + 4 | 0] | z[c2 + 5 | 0] << 8 | (z[c2 + 6 | 0] << 16 | z[c2 + 7 | 0] << 24)) ^ 1359893119, 32); + c2 = U; + ha2 = c2; + c2 = c2 + 1779033703 | 0; + P2 = N2; + N2 = N2 - 205731576 | 0; + c2 = N2 >>> 0 < 4089235720 ? c2 + 1 | 0 : c2; + r = N2; + x2 = c2; + g = ve(i3 ^ r, c2 ^ g, 40); + N2 = g + oa2 | 0; + E2 = U; + c2 = E2 + f | 0; + f = N2; + t2 = g >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; + i3 = ve(P2 ^ f, ha2 ^ t2, 48); + V2 = U; + c2 = ve(i3 ^ S2, V2 ^ ba2, 32); + N2 = U; + R2 = N2; + G2 = c2; + c2 = z[b2 + 60 | 0] | z[b2 + 61 | 0] << 8 | (z[b2 + 62 | 0] << 16 | z[b2 + 63 | 0] << 24); + za2 = c2; + oa2 = z[b2 + 56 | 0] | z[b2 + 57 | 0] << 8 | (z[b2 + 58 | 0] << 16 | z[b2 + 59 | 0] << 24); + ha2 = oa2; + v2 = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); + ba2 = z[b2 + 48 | 0] | z[b2 + 49 | 0] << 8 | (z[b2 + 50 | 0] << 16 | z[b2 + 51 | 0] << 24); + P2 = z[a2 + 56 | 0] | z[a2 + 57 | 0] << 8 | (z[a2 + 58 | 0] << 16 | z[a2 + 59 | 0] << 24); + N2 = ba2 + P2 | 0; + va2 = z[b2 + 52 | 0] | z[b2 + 53 | 0] << 8 | (z[b2 + 54 | 0] << 16 | z[b2 + 55 | 0] << 24); + D2 = z[a2 + 60 | 0] | z[a2 + 61 | 0] << 8 | (z[a2 + 62 | 0] << 16 | z[a2 + 63 | 0] << 24); + c2 = va2 + D2 | 0; + c2 = (z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24)) + (N2 >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + u = N2; + N2 = v2 + N2 | 0; + S2 = u >>> 0 > N2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = za2 + S2 | 0; + v2 = N2 + ha2 | 0; + c2 = v2 >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; + S2 = ve(N2 ^ (z[a2 + 88 | 0] | z[a2 + 89 | 0] << 8 | (z[a2 + 90 | 0] << 16 | z[a2 + 91 | 0] << 24)) ^ 327033209, S2 ^ (z[a2 + 92 | 0] | z[a2 + 93 | 0] << 8 | (z[a2 + 94 | 0] << 16 | z[a2 + 95 | 0] << 24)) ^ 1541459225, 32); + N2 = U; + y2 = N2; + ha2 = S2 + 1595750129 | 0; + u = D2; + D2 = y2 - ((S2 >>> 0 < 2699217167) + 1521486533 | 0) | 0; + P2 = ve(P2 ^ ha2, u ^ D2, 40); + N2 = P2 + v2 | 0; + Y = U; + c2 = Y + c2 | 0; + v2 = N2; + u = v2 >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2; + N2 = ve(v2 ^ S2, y2 ^ u, 48); + W2 = U; + c2 = D2 + W2 | 0; + D2 = N2; + N2 = ha2 + D2 | 0; + c2 = N2 >>> 0 < ha2 >>> 0 ? c2 + 1 | 0 : c2; + y2 = N2; + A2 = c2; + c2 = R2 + c2 | 0; + S2 = G2 + y2 | 0; + c2 = S2 >>> 0 < y2 >>> 0 ? c2 + 1 | 0 : c2; + Q2 = n2 ^ S2; + n2 = c2; + ha2 = ve(Q2, c2 ^ ra2, 40); + N2 = ha2 + F2 | 0; + ra2 = U; + c2 = ra2 + j | 0; + j = N2; + F2 = G2 ^ j; + G2 = j >>> 0 < ha2 >>> 0 ? c2 + 1 | 0 : c2; + N2 = ve(F2, R2 ^ G2, 48); + _ = U; + c2 = n2 + _ | 0; + F2 = N2; + n2 = S2 + F2 | 0; + c2 = n2 >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; + R2 = c2; + I2 = ve(n2 ^ ha2, ra2 ^ c2, 1); + S2 = z[b2 + 72 | 0] | z[b2 + 73 | 0] << 8 | (z[b2 + 74 | 0] << 16 | z[b2 + 75 | 0] << 24); + N2 = I2 + S2 | 0; + ma2 = U; + ra2 = z[b2 + 76 | 0] | z[b2 + 77 | 0] << 8 | (z[b2 + 78 | 0] << 16 | z[b2 + 79 | 0] << 24); + c2 = ma2 + ra2 | 0; + sa2 = N2; + M2 = N2 >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; + T2 = la2; + N2 = z[b2 + 96 | 0] | z[b2 + 97 | 0] << 8 | (z[b2 + 98 | 0] << 16 | z[b2 + 99 | 0] << 24); + c2 = z[b2 + 100 | 0] | z[b2 + 101 | 0] << 8 | (z[b2 + 102 | 0] << 16 | z[b2 + 103 | 0] << 24); + ha2 = c2; + c2 = k; + k = ve(y2 ^ P2, A2 ^ Y, 1); + P2 = c2 + k | 0; + y2 = U; + c2 = y2 + l | 0; + c2 = (k >>> 0 > P2 >>> 0 ? c2 + 1 | 0 : c2) + ha2 | 0; + l = P2; + P2 = N2 + P2 | 0; + l = l >>> 0 > P2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = l + T2 | 0; + A2 = P2 + Z | 0; + c2 = A2 >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2; + Q2 = A2; + A2 = c2; + q = ve(d ^ q, B2 ^ C2, 48); + C2 = U; + c2 = ve(q ^ P2, C2 ^ l, 32); + P2 = U; + Y = P2; + B2 = c2; + c2 = x2 + V2 | 0; + P2 = i3 + r | 0; + r = P2 >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + c2 = Y + r | 0; + l = P2; + i3 = l + B2 | 0; + c2 = l >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2; + x2 = c2; + k = ve(i3 ^ k, y2 ^ c2, 40); + P2 = k + Q2 | 0; + V2 = U; + c2 = V2 + A2 | 0; + A2 = P2; + y2 = k >>> 0 > A2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = y2 + M2 | 0; + P2 = A2 + sa2 | 0; + d = A2 >>> 0 > P2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = d + qa2 | 0; + M2 = P2 + da2 | 0; + c2 = M2 >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2; + sa2 = M2; + M2 = c2; + Q2 = P2; + T2 = d; + P2 = z[b2 + 116 | 0] | z[b2 + 117 | 0] << 8 | (z[b2 + 118 | 0] << 16 | z[b2 + 119 | 0] << 24); + b2 = z[b2 + 112 | 0] | z[b2 + 113 | 0] << 8 | (z[b2 + 114 | 0] << 16 | z[b2 + 115 | 0] << 24); + g = ve(g ^ l, r ^ E2, 1); + d = g + v2 | 0; + E2 = U; + c2 = E2 + u | 0; + c2 = (d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2) + P2 | 0; + r = d; + d = b2 + d | 0; + l = r >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + c2 = l + qa2 | 0; + r = d + da2 | 0; + c2 = r >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + ya2 = r; + r = c2; + c2 = ve(d ^ m2, l ^ J2, 32); + d = U; + X = d; + m2 = c2; + l = d; + c2 = C2 + H2 | 0; + d = e + q | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + q = d; + v2 = c2; + c2 = c2 + l | 0; + d = d + m2 | 0; + c2 = q >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + u = d; + J2 = c2; + l = ve(d ^ g, E2 ^ c2, 40); + d = l + ya2 | 0; + E2 = U; + c2 = E2 + r | 0; + e = d >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + m2 = ve(d ^ m2, X ^ e, 48); + ya2 = U; + c2 = ve(m2 ^ Q2, ya2 ^ T2, 32); + g = U; + X = g; + r = c2; + Q2 = g; + h = ve(h ^ q, v2 ^ K2, 1); + q = U; + c2 = t2 + q | 0; + g = f; + f = f + h | 0; + c2 = (g >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2) + $2 | 0; + g = f + O2 | 0; + f = g >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + c2 = f + ra2 | 0; + t2 = g + S2 | 0; + c2 = t2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + T2 = t2; + t2 = c2; + v2 = h; + g = ve(g ^ D2, f ^ W2, 32); + h = g + o2 | 0; + D2 = U; + c2 = D2 + p | 0; + f = h; + p = g >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; + o2 = ve(v2 ^ f, p ^ q, 40); + h = o2 + T2 | 0; + W2 = U; + c2 = W2 + t2 | 0; + q = h; + t2 = h >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + h = ve(g ^ h, D2 ^ t2, 48); + Da2 = U; + c2 = p + Da2 | 0; + p = h; + h = f + h | 0; + c2 = h >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + v2 = h; + D2 = c2; + c2 = c2 + Q2 | 0; + h = h + r | 0; + c2 = v2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + Q2 = h; + h = h ^ I2; + I2 = c2; + g = ve(h, ma2 ^ c2, 40); + h = g + sa2 | 0; + ma2 = U; + c2 = ma2 + M2 | 0; + M2 = h; + T2 = g >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + c2 = Aa2 + T2 | 0; + h = h + pa2 | 0; + c2 = h >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2; + sa2 = h; + C2 = c2; + h = d; + H2 = Z; + K2 = la2; + d = ve(B2 ^ A2, y2 ^ Y, 48); + Y = U; + c2 = x2 + Y | 0; + B2 = d; + f = i3 + d | 0; + c2 = f >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + x2 = c2; + d = ve(f ^ k, V2 ^ c2, 1); + i3 = U; + c2 = i3 + K2 | 0; + k = d + H2 | 0; + c2 = (k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) + e | 0; + e = h + k | 0; + h = e >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + c2 = va2 + h | 0; + k = e + ba2 | 0; + c2 = k >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2; + A2 = k; + k = c2; + e = ve(e ^ p, h ^ Da2, 32); + y2 = U; + c2 = R2 + y2 | 0; + p = e; + e = n2 + e | 0; + c2 = e >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + n2 = c2; + h = ve(d ^ e, c2 ^ i3, 40); + d = h + A2 | 0; + c2 = k; + k = U; + c2 = c2 + k | 0; + i3 = d; + A2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + d = ve(d ^ p, y2 ^ A2, 48); + V2 = U; + c2 = n2 + V2 | 0; + y2 = d; + n2 = e + d | 0; + c2 = n2 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + R2 = c2; + d = ve(h ^ n2, k ^ c2, 1); + k = U; + c2 = k + C2 | 0; + e = d + sa2 | 0; + h = e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + c2 = za2 + h | 0; + p = e + oa2 | 0; + c2 = p >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2; + sa2 = p; + p = c2; + C2 = d; + H2 = k; + c2 = J2 + ya2 | 0; + d = m2 + u | 0; + c2 = d >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = d; + u = c2; + c2 = ve(d ^ l, E2 ^ c2, 1); + k = U; + l = k; + d = c2; + c2 = t2 + P2 | 0; + q = b2 + q | 0; + c2 = (q >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2) + k | 0; + k = d + q | 0; + q = k >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + c2 = na2 + q | 0; + t2 = k + ca2 | 0; + c2 = t2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; + J2 = t2; + t2 = c2; + k = ve(k ^ F2, q ^ _, 32); + F2 = U; + c2 = x2 + F2 | 0; + x2 = f; + q = k; + f = f + k | 0; + c2 = x2 >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; + x2 = c2; + k = ve(d ^ f, c2 ^ l, 40); + d = k + J2 | 0; + E2 = U; + c2 = E2 + t2 | 0; + l = d; + t2 = d ^ q; + q = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + d = ve(t2, F2 ^ q, 48); + _ = U; + c2 = x2 + _ | 0; + x2 = d; + d = f + d | 0; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + t2 = d; + F2 = c2; + J2 = e; + K2 = h; + d = ve(o2 ^ v2, D2 ^ W2, 1); + f = U; + c2 = f + s2 | 0; + e = d + ga2 | 0; + c2 = G2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; + e = e + j | 0; + h = e >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + c2 = $2 + h | 0; + j = e + O2 | 0; + c2 = j >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + G2 = j; + j = c2; + o2 = d; + e = ve(e ^ B2, h ^ Y, 32); + d = e + m2 | 0; + m2 = U; + c2 = m2 + u | 0; + h = d; + B2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + f = ve(d ^ o2, B2 ^ f, 40); + d = f + G2 | 0; + Y = U; + c2 = Y + j | 0; + j = d; + G2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + v2 = ve(d ^ e, m2 ^ G2, 48); + c2 = K2; + K2 = U; + e = ve(v2 ^ J2, c2 ^ K2, 32); + d = e + t2 | 0; + J2 = U; + c2 = J2 + F2 | 0; + m2 = d; + u = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + o2 = ve(d ^ C2, u ^ H2, 40); + d = o2 + sa2 | 0; + C2 = U; + c2 = C2 + p | 0; + p = d; + D2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + d = ve(d ^ e, J2 ^ D2, 48); + W2 = U; + c2 = u + W2 | 0; + e = m2; + u = d; + m2 = m2 + d | 0; + c2 = e >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; + J2 = c2; + d = ve(m2 ^ o2, C2 ^ c2, 1); + sa2 = U; + c2 = qa2 + sa2 | 0; + C2 = d; + d = da2 + d | 0; + c2 = d >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2; + ya2 = d; + o2 = c2; + e = ia2; + d = ve(k ^ t2, E2 ^ F2, 1); + k = U; + c2 = A2 + k | 0; + t2 = i3; + i3 = d + i3 | 0; + c2 = (t2 >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2) + ka2 | 0; + e = e + i3 | 0; + t2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + c2 = t2 + ta2 | 0; + i3 = e + ja2 | 0; + c2 = i3 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + H2 = i3; + A2 = c2; + F2 = d; + i3 = ve(r ^ M2, T2 ^ X, 48); + E2 = U; + c2 = ve(i3 ^ e, E2 ^ t2, 32); + d = U; + X = d; + r = c2; + e = d; + c2 = B2 + K2 | 0; + d = h + v2 | 0; + c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + h = d; + B2 = c2; + c2 = c2 + e | 0; + d = d + r | 0; + c2 = h >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + t2 = d; + v2 = c2; + e = ve(d ^ F2, c2 ^ k, 40); + c2 = A2; + A2 = U; + c2 = c2 + A2 | 0; + d = e + H2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + F2 = d; + M2 = c2; + c2 = c2 + o2 | 0; + k = d + ya2 | 0; + c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + T2 = c2; + o2 = c2; + d = ve(f ^ h, B2 ^ Y, 1); + f = U; + c2 = L2 + f | 0; + h = d + ea2 | 0; + c2 = q + (h >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + h = h + l | 0; + l = h >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + c2 = ha2 + l | 0; + q = h + N2 | 0; + c2 = q >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; + H2 = q; + q = c2; + B2 = d; + c2 = ve(h ^ y2, l ^ V2, 32); + d = U; + K2 = d; + h = c2; + l = d; + c2 = E2 + I2 | 0; + d = i3 + Q2 | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + y2 = d; + I2 = c2; + c2 = c2 + l | 0; + i3 = d + h | 0; + c2 = i3 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + d = i3 ^ B2; + B2 = c2; + l = ve(d, c2 ^ f, 40); + d = l + H2 | 0; + V2 = U; + c2 = V2 + q | 0; + f = d; + q = d >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + Q2 = ve(d ^ h, K2 ^ q, 48); + Y = U; + c2 = ve(Q2 ^ k, Y ^ o2, 32); + d = U; + ya2 = d; + H2 = c2; + o2 = d; + d = ve(g ^ y2, I2 ^ ma2, 1); + g = U; + c2 = G2 + g | 0; + h = d + j | 0; + c2 = ua2 + (h >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2) | 0; + h = h + aa | 0; + j = h >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; + c2 = j + xa2 | 0; + G2 = h + fa2 | 0; + c2 = G2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + y2 = G2; + G2 = c2; + h = ve(h ^ x2, j ^ _, 32); + I2 = U; + c2 = R2 + I2 | 0; + x2 = h; + h = n2 + h | 0; + c2 = h >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + j = g; + g = c2; + j = ve(d ^ h, j ^ c2, 40); + d = j + y2 | 0; + _ = U; + c2 = _ + G2 | 0; + n2 = d; + y2 = d ^ x2; + x2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + d = ve(y2, I2 ^ x2, 48); + E2 = U; + c2 = g + E2 | 0; + g = d; + d = h + d | 0; + c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + G2 = d; + y2 = c2; + c2 = c2 + o2 | 0; + o2 = d + H2 | 0; + c2 = o2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + R2 = c2; + h = ve(o2 ^ C2, sa2 ^ c2, 40); + I2 = U; + c2 = T2 + I2 | 0; + d = h + k | 0; + c2 = (d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2) + la2 | 0; + k = d; + d = d + Z | 0; + c2 = k >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + T2 = d; + C2 = c2; + K2 = $2; + k = ve(r ^ F2, M2 ^ X, 48); + d = k + t2 | 0; + ma2 = U; + c2 = ma2 + v2 | 0; + r = d; + t2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + c2 = ve(d ^ e, t2 ^ A2, 1); + e = U; + A2 = e; + d = c2; + c2 = q + Aa2 | 0; + f = f + pa2 | 0; + c2 = (f >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; + e = d + f | 0; + f = e >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + c2 = f + K2 | 0; + q = e + O2 | 0; + c2 = q >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + v2 = q; + q = c2; + e = ve(e ^ g, f ^ E2, 32); + F2 = U; + c2 = J2 + F2 | 0; + g = e + m2 | 0; + c2 = g >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + f = ve(d ^ g, c2 ^ A2, 40); + d = f + v2 | 0; + M2 = U; + c2 = M2 + q | 0; + q = d; + A2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + e = ve(d ^ e, F2 ^ A2, 48); + v2 = U; + c2 = m2 + v2 | 0; + m2 = e + g | 0; + c2 = m2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + F2 = c2; + d = ve(f ^ m2, M2 ^ c2, 1); + M2 = U; + c2 = M2 + C2 | 0; + g = d + T2 | 0; + c2 = ra2 + (g >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; + g = g + S2 | 0; + f = g >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = f + s2 | 0; + s2 = g + ga2 | 0; + c2 = s2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + sa2 = s2; + s2 = c2; + J2 = d; + K2 = g; + E2 = f; + g = ia2; + d = ve(j ^ G2, y2 ^ _, 1); + j = U; + c2 = D2 + j | 0; + f = p; + p = d + p | 0; + c2 = (f >>> 0 > p >>> 0 ? c2 + 1 | 0 : c2) + ka2 | 0; + g = g + p | 0; + f = g >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + c2 = xa2 + f | 0; + p = g + fa2 | 0; + c2 = p >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2; + D2 = p; + G2 = c2; + p = d; + c2 = ve(g ^ k, f ^ ma2, 32); + d = U; + y2 = d; + f = c2; + c2 = B2 + Y | 0; + d = i3 + Q2 | 0; + i3 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + c2 = y2 + i3 | 0; + k = d + f | 0; + c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + B2 = c2; + p = ve(k ^ p, c2 ^ j, 40); + g = p + D2 | 0; + Y = U; + c2 = Y + G2 | 0; + D2 = g ^ f; + f = g >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + G2 = ve(D2, y2 ^ f, 48); + _ = U; + c2 = ve(G2 ^ K2, _ ^ E2, 32); + j = U; + ma2 = j; + D2 = c2; + y2 = j; + d = ve(d ^ l, i3 ^ V2, 1); + j = U; + c2 = ha2 + j | 0; + i3 = d + N2 | 0; + c2 = x2 + (i3 >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + i3 = i3 + n2 | 0; + n2 = i3 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = ua2 + n2 | 0; + l = i3 + aa | 0; + c2 = l >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; + K2 = l; + l = c2; + x2 = d; + Q2 = j; + i3 = ve(i3 ^ u, n2 ^ W2, 32); + d = i3 + r | 0; + u = U; + c2 = u + t2 | 0; + j = d; + r = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + n2 = ve(d ^ x2, r ^ Q2, 40); + d = n2 + K2 | 0; + V2 = U; + c2 = V2 + l | 0; + x2 = d; + t2 = d >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + d = ve(d ^ i3, u ^ t2, 48); + K2 = U; + c2 = r + K2 | 0; + l = d; + d = j + d | 0; + c2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + r = d; + u = c2; + c2 = c2 + y2 | 0; + d = d + D2 | 0; + c2 = r >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + y2 = d; + i3 = M2; + M2 = c2; + i3 = ve(d ^ J2, i3 ^ c2, 40); + c2 = s2; + s2 = U; + c2 = c2 + s2 | 0; + d = i3 + sa2 | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + Q2 = d; + J2 = c2; + j = f; + d = ve(H2 ^ T2, C2 ^ ya2, 48); + W2 = U; + c2 = R2 + W2 | 0; + R2 = d; + d = o2 + d | 0; + c2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + f = d ^ h; + h = c2; + f = ve(f, c2 ^ I2, 1); + g = f + g | 0; + I2 = U; + c2 = I2 + j | 0; + c2 = za2 + (g >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; + g = g + oa2 | 0; + j = g >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = j + L2 | 0; + o2 = g + ea2 | 0; + c2 = o2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + T2 = o2; + o2 = c2; + g = ve(g ^ l, j ^ K2, 32); + C2 = U; + c2 = F2 + C2 | 0; + F2 = g; + j = m2 + g | 0; + c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + f = ve(f ^ j, I2 ^ c2, 40); + g = f + T2 | 0; + c2 = o2; + o2 = U; + c2 = c2 + o2 | 0; + l = g; + H2 = g ^ F2; + F2 = g >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + g = ve(H2, C2 ^ F2, 48); + sa2 = U; + c2 = m2 + sa2 | 0; + I2 = g; + m2 = j + g | 0; + c2 = m2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + T2 = c2; + g = ve(f ^ m2, o2 ^ c2, 1); + o2 = U; + c2 = o2 + J2 | 0; + f = g + Q2 | 0; + c2 = Aa2 + (f >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2) | 0; + f = f + pa2 | 0; + j = f >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = P2 + j | 0; + C2 = b2 + f | 0; + c2 = C2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; + ya2 = C2; + C2 = c2; + H2 = g; + K2 = o2; + o2 = f; + E2 = j; + g = ve(n2 ^ r, u ^ V2, 1); + j = U; + c2 = j + A2 | 0; + f = g + q | 0; + c2 = na2 + (f >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2) | 0; + f = f + ca2 | 0; + n2 = f >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = n2 + P2 | 0; + q = b2 + f | 0; + c2 = q >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + A2 = q; + q = c2; + r = g; + c2 = ve(f ^ R2, n2 ^ W2, 32); + g = U; + f = c2; + n2 = g; + c2 = B2 + _ | 0; + g = k + G2 | 0; + c2 = g >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + k = g; + B2 = c2; + c2 = c2 + n2 | 0; + g = g + f | 0; + c2 = k >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; + G2 = g; + g = g ^ r; + r = c2; + j = ve(g, c2 ^ j, 40); + g = j + A2 | 0; + V2 = U; + c2 = V2 + q | 0; + q = g ^ f; + f = g >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + n2 = ve(q, n2 ^ f, 48); + c2 = E2; + E2 = U; + c2 = ve(n2 ^ o2, c2 ^ E2, 32); + o2 = U; + W2 = o2; + q = c2; + A2 = h; + h = e; + c2 = ve(k ^ p, B2 ^ Y, 1); + e = U; + u = e; + k = c2; + c2 = t2 + ta2 | 0; + p = x2 + ja2 | 0; + c2 = (p >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; + e = k + p | 0; + c2 = e >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + p = c2; + h = ve(e ^ h, c2 ^ v2, 32); + d = h + d | 0; + c2 = A2; + A2 = U; + c2 = c2 + A2 | 0; + B2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + k = ve(d ^ k, u ^ B2, 40); + Y = U; + c2 = p + Y | 0; + t2 = e; + x2 = k; + e = e + k | 0; + c2 = va2 + (t2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2) | 0; + k = e + ba2 | 0; + c2 = k >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2; + t2 = c2; + e = ve(h ^ k, A2 ^ c2, 48); + _ = U; + c2 = B2 + _ | 0; + v2 = d; + h = e; + d = d + e | 0; + c2 = v2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + B2 = d; + A2 = c2; + c2 = c2 + o2 | 0; + o2 = d + q | 0; + c2 = o2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + v2 = c2; + p = ve(o2 ^ H2, c2 ^ K2, 40); + d = p + ya2 | 0; + ya2 = U; + c2 = ya2 + C2 | 0; + u = d; + R2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + d = ve(D2 ^ Q2, J2 ^ ma2, 48); + D2 = U; + c2 = D2 + M2 | 0; + e = d + y2 | 0; + c2 = e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + y2 = e; + H2 = s2; + s2 = c2; + c2 = ve(e ^ i3, H2 ^ c2, 1); + e = U; + Q2 = e; + i3 = c2; + c2 = f + za2 | 0; + g = g + oa2 | 0; + c2 = (g >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; + e = g + i3 | 0; + g = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + c2 = ra2 + g | 0; + f = e + S2 | 0; + c2 = f >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; + J2 = f; + f = c2; + e = ve(e ^ h, g ^ _, 32); + C2 = U; + c2 = T2 + C2 | 0; + M2 = e; + h = m2 + e | 0; + c2 = h >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + e = h ^ i3; + i3 = c2; + g = ve(e, Q2 ^ c2, 40); + e = g + J2 | 0; + c2 = f; + f = U; + c2 = c2 + f | 0; + Q2 = e; + m2 = e ^ M2; + M2 = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + e = ve(m2, C2 ^ M2, 48); + _ = U; + c2 = i3 + _ | 0; + T2 = e; + e = h + e | 0; + c2 = e >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + h = c2; + g = ve(e ^ g, f ^ c2, 1); + m2 = U; + c2 = m2 + R2 | 0; + f = g + u | 0; + c2 = qa2 + (f >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2) | 0; + f = f + da2 | 0; + i3 = f >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = i3 + $2 | 0; + J2 = f + O2 | 0; + c2 = J2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + X = J2; + J2 = c2; + C2 = g; + H2 = f; + K2 = i3; + g = ve(x2 ^ B2, A2 ^ Y, 1); + f = g + Z | 0; + A2 = U; + c2 = A2 + la2 | 0; + c2 = F2 + (g >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2) | 0; + f = f + l | 0; + c2 = f >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + i3 = c2; + c2 = ve(d ^ f, c2 ^ D2, 32); + d = U; + D2 = d; + l = c2; + c2 = r + E2 | 0; + d = n2 + G2 | 0; + c2 = d >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + n2 = d; + B2 = c2; + c2 = D2 + c2 | 0; + d = d + l | 0; + c2 = n2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + r = d; + x2 = c2; + d = ve(d ^ g, A2 ^ c2, 40); + E2 = U; + c2 = i3 + E2 | 0; + G2 = d; + d = f + d | 0; + c2 = ha2 + (d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + N2 | 0; + c2 = d >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; + A2 = d; + d = d ^ l; + l = c2; + i3 = ve(d, D2 ^ c2, 48); + c2 = K2; + K2 = U; + c2 = ve(i3 ^ H2, c2 ^ K2, 32); + d = U; + Y = d; + D2 = c2; + F2 = d; + d = ve(j ^ n2, B2 ^ V2, 1); + f = U; + c2 = ta2 + f | 0; + g = d + ja2 | 0; + c2 = t2 + (g >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + g = g + k | 0; + j = g >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + c2 = j + L2 | 0; + n2 = g + ea2 | 0; + c2 = n2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + t2 = n2; + n2 = c2; + k = d; + B2 = f; + g = ve(g ^ I2, j ^ sa2, 32); + d = g + y2 | 0; + y2 = U; + c2 = y2 + s2 | 0; + f = d; + j = d ^ k; + k = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + j = ve(j, k ^ B2, 40); + d = j + t2 | 0; + V2 = U; + c2 = V2 + n2 | 0; + n2 = d; + s2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + g = ve(d ^ g, y2 ^ s2, 48); + B2 = U; + c2 = k + B2 | 0; + d = g + f | 0; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + t2 = d; + y2 = c2; + c2 = c2 + F2 | 0; + k = d + D2 | 0; + c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + F2 = c2; + f = ve(k ^ C2, c2 ^ m2, 40); + I2 = U; + c2 = I2 + J2 | 0; + d = f + X | 0; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + J2 = d; + C2 = c2; + d = e; + m2 = h; + h = g; + e = ve(q ^ u, R2 ^ W2, 48); + X = U; + c2 = v2 + X | 0; + q = e; + g = o2 + e | 0; + c2 = g >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = c2; + c2 = ve(g ^ p, ya2 ^ c2, 1); + e = U; + v2 = e; + p = c2; + c2 = l + wa2 | 0; + l = A2 + ga2 | 0; + c2 = (l >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; + e = l + p | 0; + c2 = e >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + l = c2; + h = ve(e ^ h, c2 ^ B2, 32); + d = h + d | 0; + A2 = U; + c2 = A2 + m2 | 0; + m2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + p = ve(d ^ p, v2 ^ m2, 40); + u = U; + c2 = l + u | 0; + l = e; + e = e + p | 0; + c2 = ua2 + (l >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2) | 0; + l = e + aa | 0; + c2 = l >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; + B2 = c2; + e = ve(h ^ l, A2 ^ c2, 48); + W2 = U; + c2 = m2 + W2 | 0; + A2 = e; + m2 = d + e | 0; + c2 = m2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + v2 = c2; + d = ve(m2 ^ p, u ^ c2, 1); + p = U; + c2 = p + C2 | 0; + e = d + J2 | 0; + c2 = na2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; + e = e + ca2 | 0; + h = e >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = qa2 + h | 0; + u = e + da2 | 0; + c2 = u >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2; + ma2 = u; + u = c2; + R2 = d; + H2 = e; + d = ve(j ^ t2, y2 ^ V2, 1); + j = U; + c2 = j + M2 | 0; + e = d + Q2 | 0; + c2 = xa2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; + e = e + fa2 | 0; + t2 = e >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = va2 + t2 | 0; + y2 = e + ba2 | 0; + c2 = y2 >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2; + Q2 = y2; + y2 = c2; + M2 = d; + c2 = ve(e ^ q, t2 ^ X, 32); + d = U; + X = d; + e = c2; + c2 = x2 + K2 | 0; + d = i3 + r | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + r = d; + q = c2; + c2 = X + c2 | 0; + i3 = d + e | 0; + c2 = i3 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + x2 = c2; + j = ve(i3 ^ M2, c2 ^ j, 40); + d = j + Q2 | 0; + K2 = U; + c2 = K2 + y2 | 0; + t2 = d; + y2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + M2 = ve(d ^ e, X ^ y2, 48); + X = U; + c2 = ve(M2 ^ H2, X ^ h, 32); + d = U; + V2 = d; + Q2 = c2; + h = d; + e = ia2; + d = ve(r ^ G2, q ^ E2, 1); + q = U; + c2 = s2 + q | 0; + r = n2; + n2 = d + n2 | 0; + c2 = (r >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2) + ka2 | 0; + e = e + n2 | 0; + n2 = e >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = na2 + n2 | 0; + s2 = e + ca2 | 0; + c2 = s2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; + r = s2; + s2 = c2; + e = ve(e ^ T2, n2 ^ _, 32); + G2 = U; + c2 = o2 + G2 | 0; + o2 = e; + e = g + e | 0; + c2 = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + g = q; + q = c2; + g = ve(d ^ e, g ^ c2, 40); + d = g + r | 0; + E2 = U; + c2 = E2 + s2 | 0; + n2 = d; + s2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + d = ve(d ^ o2, G2 ^ s2, 48); + H2 = U; + c2 = q + H2 | 0; + q = d; + d = e + d | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + r = d; + G2 = c2; + c2 = c2 + h | 0; + o2 = d + Q2 | 0; + c2 = o2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + d = o2 ^ R2; + R2 = c2; + p = ve(d, c2 ^ p, 40); + d = p + ma2 | 0; + _ = U; + c2 = _ + u | 0; + u = d; + T2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + d = ve(D2 ^ J2, C2 ^ Y, 48); + Y = U; + c2 = F2 + Y | 0; + D2 = d; + d = k + d | 0; + c2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + k = d; + F2 = c2; + c2 = ve(d ^ f, c2 ^ I2, 1); + d = U; + I2 = d; + h = c2; + c2 = y2 + ra2 | 0; + e = t2 + S2 | 0; + c2 = (e >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) + d | 0; + d = e + h | 0; + e = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + c2 = ua2 + e | 0; + f = d + aa | 0; + c2 = f >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; + t2 = f; + f = c2; + d = ve(d ^ q, e ^ H2, 32); + y2 = U; + c2 = v2 + y2 | 0; + q = d; + e = m2 + d | 0; + c2 = e >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + h = ve(e ^ h, I2 ^ c2, 40); + d = h + t2 | 0; + I2 = U; + c2 = I2 + f | 0; + t2 = d; + f = d ^ q; + q = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + d = ve(f, y2 ^ q, 48); + ma2 = U; + c2 = m2 + ma2 | 0; + m2 = d; + f = e + d | 0; + c2 = f >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + v2 = c2; + d = ve(f ^ h, I2 ^ c2, 1); + y2 = U; + c2 = y2 + T2 | 0; + e = d + u | 0; + c2 = ta2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; + e = e + ja2 | 0; + h = e >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = h + la2 | 0; + I2 = e + Z | 0; + c2 = I2 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + sa2 = I2; + I2 = c2; + J2 = d; + C2 = e; + H2 = h; + d = ve(g ^ r, E2 ^ G2, 1); + h = U; + c2 = xa2 + h | 0; + e = d + fa2 | 0; + c2 = B2 + (e >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + e = e + l | 0; + g = e >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + c2 = wa2 + g | 0; + l = e + ga2 | 0; + c2 = l >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2; + G2 = l; + l = c2; + B2 = d; + r = h; + c2 = ve(e ^ D2, g ^ Y, 32); + d = U; + D2 = d; + g = c2; + e = d; + c2 = x2 + X | 0; + d = i3 + M2 | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + i3 = d; + x2 = c2; + c2 = c2 + e | 0; + h = d + g | 0; + c2 = h >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + d = h ^ B2; + B2 = c2; + d = ve(d, c2 ^ r, 40); + c2 = l; + l = U; + c2 = c2 + l | 0; + e = d + G2 | 0; + c2 = e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + r = e; + G2 = c2; + D2 = ve(e ^ g, D2 ^ c2, 48); + c2 = H2; + H2 = U; + c2 = ve(D2 ^ C2, c2 ^ H2, 32); + e = U; + E2 = e; + M2 = c2; + e = ve(i3 ^ j, x2 ^ K2, 1); + i3 = U; + c2 = i3 + ka2 | 0; + g = e + ia2 | 0; + c2 = s2 + (g >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2) | 0; + g = g + n2 | 0; + j = g >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = za2 + j | 0; + n2 = g + oa2 | 0; + c2 = n2 >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2; + K2 = n2; + n2 = c2; + s2 = e; + x2 = i3; + g = ve(g ^ A2, j ^ W2, 32); + e = g + k | 0; + A2 = U; + c2 = A2 + F2 | 0; + i3 = e; + k = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + j = ve(e ^ s2, k ^ x2, 40); + e = j + K2 | 0; + K2 = U; + c2 = K2 + n2 | 0; + s2 = e; + x2 = e >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + e = ve(e ^ g, A2 ^ x2, 48); + X = U; + c2 = k + X | 0; + A2 = e; + e = i3 + e | 0; + c2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + F2 = e; + C2 = c2; + c2 = E2 + c2 | 0; + g = e + M2 | 0; + c2 = g >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + e = y2; + y2 = c2; + i3 = ve(g ^ J2, e ^ c2, 40); + e = i3 + sa2 | 0; + Y = U; + c2 = Y + I2 | 0; + n2 = e; + I2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + c2 = ve(e ^ M2, E2 ^ I2, 48); + e = U; + E2 = e; + M2 = c2; + e = d; + c2 = B2 + H2 | 0; + d = h + D2 | 0; + c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + B2 = d; + D2 = c2; + c2 = ve(d ^ e, c2 ^ l, 1); + e = U; + h = e; + d = c2; + c2 = x2 + Aa2 | 0; + k = s2 + pa2 | 0; + c2 = (k >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; + e = d + k | 0; + k = e >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + c2 = ha2 + k | 0; + l = e + N2 | 0; + c2 = l >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; + H2 = l; + l = c2; + s2 = d; + x2 = h; + d = ve(u ^ Q2, T2 ^ V2, 48); + V2 = U; + c2 = R2 + V2 | 0; + u = d; + d = o2 + d | 0; + c2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = d; + e = ve(e ^ m2, k ^ ma2, 32); + d = e + d | 0; + R2 = c2; + Q2 = U; + c2 = c2 + Q2 | 0; + h = d; + m2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + k = ve(d ^ s2, m2 ^ x2, 40); + d = k + H2 | 0; + T2 = U; + c2 = T2 + l | 0; + l = d; + s2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + d = ve(d ^ e, Q2 ^ s2, 48); + W2 = U; + c2 = m2 + W2 | 0; + x2 = d; + m2 = h + d | 0; + c2 = m2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + Q2 = c2; + d = ve(k ^ m2, T2 ^ c2, 1); + H2 = U; + c2 = ua2 + H2 | 0; + T2 = d; + d = aa + d | 0; + c2 = d >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; + ma2 = d; + h = c2; + d = ve(p ^ o2, R2 ^ _, 1); + k = U; + c2 = k + G2 | 0; + e = d + r | 0; + c2 = va2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; + e = e + ba2 | 0; + o2 = e >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = $2 + o2 | 0; + p = e + O2 | 0; + c2 = p >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2; + R2 = p; + p = c2; + r = k; + e = ve(e ^ A2, o2 ^ X, 32); + X = U; + c2 = v2 + X | 0; + G2 = e; + k = f + e | 0; + c2 = k >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + f = r; + r = c2; + o2 = ve(d ^ k, f ^ c2, 40); + d = o2 + R2 | 0; + _ = U; + c2 = _ + p | 0; + A2 = d; + v2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = v2 + h | 0; + h = d + ma2 | 0; + c2 = h >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + p = c2; + c2 = ve(h ^ M2, c2 ^ E2, 32); + d = U; + R2 = c2; + J2 = d; + d = ve(j ^ F2, C2 ^ K2, 1); + f = U; + c2 = f + q | 0; + e = d + t2 | 0; + c2 = P2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; + e = b2 + e | 0; + j = e >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = j + L2 | 0; + q = e + ea2 | 0; + c2 = q >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + C2 = q; + q = c2; + t2 = d; + F2 = f; + e = ve(e ^ u, j ^ V2, 32); + d = e + B2 | 0; + u = U; + c2 = u + D2 | 0; + f = d; + B2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + j = ve(d ^ t2, B2 ^ F2, 40); + d = j + C2 | 0; + C2 = U; + c2 = C2 + q | 0; + q = d; + t2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + d = ve(d ^ e, u ^ t2, 48); + V2 = U; + c2 = B2 + V2 | 0; + B2 = d; + d = f + d | 0; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + f = d; + u = c2; + c2 = c2 + J2 | 0; + d = d + R2 | 0; + c2 = f >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + e = ve(d ^ T2, H2 ^ c2, 40); + H2 = U; + c2 = p + H2 | 0; + F2 = e; + e = h + e | 0; + c2 = Aa2 + (e >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2) | 0; + e = e + pa2 | 0; + c2 = e >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2; + T2 = e; + h = e ^ R2; + R2 = c2; + e = ve(h, J2 ^ c2, 48); + J2 = U; + c2 = D2 + J2 | 0; + p = d + e | 0; + c2 = p >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + c2 = ve(p ^ F2, H2 ^ c2, 1); + h = U; + d = c2; + F2 = h; + h = ve(f ^ j, u ^ C2, 1); + j = U; + c2 = s2 + j | 0; + f = h + l | 0; + c2 = va2 + (f >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2) | 0; + f = f + ba2 | 0; + l = f >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = na2 + l | 0; + s2 = f + ca2 | 0; + c2 = s2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; + H2 = s2; + s2 = c2; + u = h; + C2 = j; + c2 = y2 + E2 | 0; + h = g + M2 | 0; + c2 = h >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + y2 = h; + G2 = ve(A2 ^ G2, v2 ^ X, 48); + X = U; + j = ve(f ^ G2, l ^ X, 32); + h = j + h | 0; + A2 = c2; + ma2 = U; + c2 = c2 + ma2 | 0; + l = h; + v2 = h >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + h = ve(h ^ u, v2 ^ C2, 40); + u = U; + c2 = u + s2 | 0; + g = h + H2 | 0; + c2 = g >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + M2 = g; + C2 = c2; + c2 = c2 + F2 | 0; + g = d + g | 0; + c2 = za2 + (M2 >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2) | 0; + g = g + oa2 | 0; + f = g >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = f + ka2 | 0; + s2 = g + ia2 | 0; + c2 = s2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + sa2 = s2; + H2 = c2; + K2 = d; + E2 = g; + c2 = ve(i3 ^ y2, A2 ^ Y, 1); + g = U; + i3 = g; + d = c2; + c2 = t2 + xa2 | 0; + s2 = q + fa2 | 0; + c2 = (s2 >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; + g = d + s2 | 0; + s2 = g >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = ha2 + s2 | 0; + q = g + N2 | 0; + c2 = q >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; + A2 = q; + q = c2; + t2 = d; + c2 = ve(g ^ x2, s2 ^ W2, 32); + d = U; + y2 = d; + g = c2; + s2 = d; + c2 = r + X | 0; + d = k + G2 | 0; + c2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + r = d; + x2 = c2; + c2 = c2 + s2 | 0; + k = d + g | 0; + c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + d = k ^ t2; + t2 = c2; + s2 = ve(d, c2 ^ i3, 40); + d = s2 + A2 | 0; + X = U; + c2 = X + q | 0; + q = d ^ g; + g = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; + G2 = ve(q, y2 ^ g, 48); + c2 = G2 ^ E2; + E2 = U; + c2 = ve(c2, E2 ^ f, 32); + f = U; + Y = f; + A2 = c2; + q = f; + f = ve(o2 ^ r, x2 ^ _, 1); + o2 = U; + c2 = $2 + o2 | 0; + i3 = f + O2 | 0; + c2 = I2 + (i3 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + i3 = i3 + n2 | 0; + n2 = i3 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = ta2 + n2 | 0; + r = i3 + ja2 | 0; + c2 = r >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2; + x2 = r; + r = c2; + i3 = ve(i3 ^ B2, n2 ^ V2, 32); + y2 = U; + c2 = Q2 + y2 | 0; + B2 = i3; + i3 = m2 + i3 | 0; + c2 = i3 >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + n2 = ve(f ^ i3, c2 ^ o2, 40); + f = n2 + x2 | 0; + V2 = U; + c2 = V2 + r | 0; + o2 = f; + r = f ^ B2; + B2 = f >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + f = ve(r, y2 ^ B2, 48); + W2 = U; + c2 = m2 + W2 | 0; + r = f; + f = i3 + f | 0; + c2 = f >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + x2 = f; + y2 = c2; + c2 = c2 + q | 0; + i3 = f + A2 | 0; + c2 = i3 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + f = F2; + F2 = c2; + m2 = ve(i3 ^ K2, f ^ c2, 40); + f = m2 + sa2 | 0; + I2 = U; + c2 = I2 + H2 | 0; + q = f; + H2 = f ^ A2; + A2 = f >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + f = ve(H2, Y ^ A2, 48); + Y = U; + c2 = F2 + Y | 0; + F2 = f; + f = i3 + f | 0; + c2 = f >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + i3 = c2; + c2 = ve(f ^ m2, I2 ^ c2, 1); + m2 = U; + I2 = c2; + _ = c2; + Q2 = m2; + m2 = g; + g = h; + h = ve(j ^ M2, C2 ^ ma2, 48); + ma2 = U; + c2 = v2 + ma2 | 0; + v2 = h; + h = l + h | 0; + c2 = h >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + l = d; + d = g ^ h; + g = c2; + d = ve(d, c2 ^ u, 1); + j = l + d | 0; + u = U; + c2 = u + m2 | 0; + c2 = wa2 + (d >>> 0 > j >>> 0 ? c2 + 1 | 0 : c2) | 0; + j = j + ga2 | 0; + l = j >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = la2 + l | 0; + m2 = j + Z | 0; + c2 = m2 >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2; + M2 = m2; + m2 = c2; + j = ve(j ^ r, l ^ W2, 32); + C2 = U; + c2 = D2 + C2 | 0; + l = j + p | 0; + c2 = l >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + r = c2; + p = ve(d ^ l, u ^ c2, 40); + d = p + M2 | 0; + W2 = U; + c2 = W2 + m2 | 0; + u = d; + D2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + j = ve(d ^ j, C2 ^ D2, 48); + M2 = U; + c2 = r + M2 | 0; + d = j + l | 0; + c2 = d >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + C2 = d; + r = d; + H2 = c2; + l = h; + m2 = g; + c2 = t2 + E2 | 0; + d = k + G2 | 0; + c2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + k = d; + d = d ^ s2; + s2 = c2; + c2 = ve(d, X ^ c2, 1); + d = U; + K2 = d; + t2 = c2; + g = c2; + c2 = B2 + L2 | 0; + h = o2 + ea2 | 0; + c2 = (h >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) + d | 0; + d = h; + h = g + h | 0; + c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + o2 = c2; + g = ve(e ^ h, c2 ^ J2, 32); + d = g + l | 0; + c2 = m2; + m2 = U; + c2 = c2 + m2 | 0; + G2 = d; + e = d ^ t2; + t2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + e = ve(e, K2 ^ t2, 40); + J2 = U; + c2 = o2 + J2 | 0; + d = e + h | 0; + c2 = ra2 + (d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2) | 0; + l = d + S2 | 0; + c2 = l >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; + K2 = c2; + m2 = ve(g ^ l, m2 ^ c2, 48); + c2 = U; + sa2 = c2; + d = ve(n2 ^ x2, y2 ^ V2, 1); + g = U; + c2 = g + R2 | 0; + h = d + T2 | 0; + c2 = qa2 + (h >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; + h = h + da2 | 0; + n2 = h >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = P2 + n2 | 0; + o2 = b2 + h | 0; + c2 = o2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; + R2 = o2; + x2 = c2; + y2 = d; + o2 = ve(h ^ v2, n2 ^ ma2, 32); + d = o2 + k | 0; + V2 = U; + c2 = V2 + s2 | 0; + s2 = d; + v2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + h = ve(d ^ y2, v2 ^ g, 40); + c2 = x2; + x2 = U; + c2 = c2 + x2 | 0; + d = h + R2 | 0; + c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + y2 = d; + R2 = c2; + g = c2; + c2 = P2 + Q2 | 0; + n2 = b2 + I2 | 0; + c2 = (n2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; + g = d + n2 | 0; + c2 = g >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + B2 = c2; + d = ve(g ^ m2, sa2 ^ c2, 32); + I2 = U; + c2 = I2 + H2 | 0; + n2 = d + r | 0; + c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + k = ve(n2 ^ _, c2 ^ Q2, 40); + Q2 = c2; + r = U; + c2 = la2 + r | 0; + T2 = k + Z | 0; + c2 = B2 + (T2 >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2) | 0; + B2 = g + T2 | 0; + c2 = B2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + g = I2; + I2 = c2; + g = ve(d ^ B2, g ^ c2, 48); + c2 = Q2; + Q2 = U; + c2 = c2 + Q2 | 0; + n2 = g + n2 | 0; + c2 = n2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + d = k ^ n2; + k = c2; + c2 = ve(d, c2 ^ r, 1); + d = U; + T2 = c2; + _ = c2; + E2 = d; + r = f; + X = i3; + f = h; + h = ve(o2 ^ y2, R2 ^ V2, 48); + y2 = U; + c2 = v2 + y2 | 0; + d = h + s2 | 0; + c2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = d; + s2 = c2; + f = ve(d ^ f, c2 ^ x2, 1); + d = f + ga2 | 0; + R2 = U; + c2 = R2 + wa2 | 0; + c2 = K2 + (d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; + i3 = d + l | 0; + c2 = i3 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + l = c2; + d = ve(i3 ^ j, c2 ^ M2, 32); + x2 = U; + c2 = x2 + X | 0; + j = d + r | 0; + c2 = j >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + r = j; + v2 = c2; + f = ve(f ^ j, c2 ^ R2, 40); + ma2 = U; + c2 = na2 + ma2 | 0; + R2 = f; + f = ca2 + f | 0; + c2 = l + (f >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + f = f + i3 | 0; + c2 = f >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + i3 = c2; + j = ve(d ^ f, c2 ^ x2, 48); + c2 = v2; + v2 = U; + c2 = c2 + v2 | 0; + d = j + r | 0; + c2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + M2 = d; + x2 = d; + K2 = c2; + c2 = t2 + sa2 | 0; + d = m2 + G2 | 0; + c2 = d >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + r = d ^ e; + e = c2; + c2 = ve(r, c2 ^ J2, 1); + l = U; + J2 = l; + r = c2; + c2 = D2 + ha2 | 0; + m2 = u + N2 | 0; + c2 = (m2 >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2) + l | 0; + t2 = m2; + m2 = m2 + r | 0; + c2 = t2 >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; + t2 = c2; + l = ve(m2 ^ F2, Y ^ c2, 32); + G2 = l; + c2 = U; + u = c2; + c2 = c2 + s2 | 0; + l = l + o2 | 0; + c2 = G2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2; + D2 = l; + F2 = c2; + l = ve(l ^ r, J2 ^ c2, 40); + J2 = U; + c2 = ka2 + J2 | 0; + o2 = l + ia2 | 0; + c2 = t2 + (o2 >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + r = m2; + m2 = m2 + o2 | 0; + c2 = r >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = c2; + r = ve(m2 ^ G2, c2 ^ u, 48); + c2 = U; + Y = c2; + s2 = c2; + p = ve(p ^ C2, H2 ^ W2, 1); + c2 = U; + t2 = c2; + G2 = h; + c2 = c2 + L2 | 0; + h = p + ea2 | 0; + c2 = A2 + (h >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + h = h + q | 0; + c2 = h >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + q = h ^ G2; + G2 = c2; + q = ve(q, c2 ^ y2, 32); + d = q + d | 0; + W2 = U; + c2 = W2 + e | 0; + A2 = d; + e = t2; + t2 = d >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + e = ve(d ^ p, e ^ t2, 40); + u = U; + c2 = qa2 + u | 0; + d = e + da2 | 0; + c2 = G2 + (d >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + h | 0; + c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + G2 = d; + y2 = c2; + h = c2; + c2 = E2 + va2 | 0; + p = T2 + ba2 | 0; + c2 = (p >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2) + h | 0; + h = d + p | 0; + c2 = h >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + T2 = c2; + d = ve(h ^ r, c2 ^ s2, 32); + C2 = U; + c2 = C2 + K2 | 0; + p = d + x2 | 0; + c2 = p >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + s2 = ve(p ^ _, c2 ^ E2, 40); + x2 = U; + H2 = x2; + E2 = c2; + c2 = x2 + ta2 | 0; + x2 = s2 + ja2 | 0; + c2 = T2 + (x2 >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + x2 = h + x2 | 0; + c2 = x2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + T2 = c2; + h = ve(d ^ x2, c2 ^ C2, 48); + C2 = U; + c2 = C2 + E2 | 0; + p = h + p | 0; + c2 = p >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + d = p ^ s2; + s2 = c2; + c2 = ve(d, c2 ^ H2, 1); + d = U; + H2 = c2; + E2 = d; + X = n2; + V2 = j; + j = e; + e = ve(q ^ G2, y2 ^ W2, 48); + q = U; + c2 = q + t2 | 0; + d = e + A2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + t2 = d; + G2 = c2; + j = ve(d ^ j, c2 ^ u, 1); + d = j + aa | 0; + u = U; + c2 = u + ua2 | 0; + c2 = (d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2) + o2 | 0; + n2 = d + m2 | 0; + c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + d = ve(n2 ^ V2, c2 ^ v2, 32); + o2 = U; + c2 = o2 + k | 0; + k = d + X | 0; + c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + A2 = k; + v2 = c2; + j = ve(j ^ k, c2 ^ u, 40); + V2 = U; + c2 = za2 + V2 | 0; + u = j; + j = oa2 + j | 0; + c2 = m2 + (j >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + k = j + n2 | 0; + c2 = k >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + y2 = c2; + j = ve(d ^ k, c2 ^ o2, 48); + c2 = v2; + v2 = U; + c2 = c2 + v2 | 0; + d = j + A2 | 0; + c2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + A2 = d; + X = c2; + m2 = g; + n2 = f; + c2 = F2 + Y | 0; + d = r + D2 | 0; + c2 = d >>> 0 < r >>> 0 ? c2 + 1 | 0 : c2; + g = c2; + f = ve(d ^ l, c2 ^ J2, 1); + l = U; + c2 = l + $2 | 0; + o2 = f + O2 | 0; + c2 = (o2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) + i3 | 0; + n2 = n2 + o2 | 0; + c2 = n2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + i3 = ve(m2 ^ n2, c2 ^ Q2, 32); + o2 = c2; + r = f; + m2 = U; + c2 = m2 + G2 | 0; + f = i3 + t2 | 0; + c2 = f >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + t2 = f; + f = f ^ r; + r = c2; + f = ve(f, c2 ^ l, 40); + G2 = U; + c2 = Aa2 + G2 | 0; + l = f + pa2 | 0; + c2 = (l >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) + o2 | 0; + o2 = l; + l = l + n2 | 0; + c2 = o2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + m2 = ve(i3 ^ l, c2 ^ m2, 48); + c2 = U; + Y = c2; + n2 = c2; + i3 = ve(M2 ^ R2, K2 ^ ma2, 1); + c2 = U; + F2 = c2; + R2 = g; + c2 = c2 + ra2 | 0; + g = i3 + S2 | 0; + c2 = I2 + (g >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + g = g + B2 | 0; + c2 = g >>> 0 < B2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = q; + q = c2; + o2 = ve(e ^ g, o2 ^ c2, 32); + d = o2 + d | 0; + W2 = U; + c2 = W2 + R2 | 0; + B2 = d; + e = F2; + F2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + e = ve(d ^ i3, e ^ F2, 40); + R2 = U; + c2 = xa2 + R2 | 0; + d = e + fa2 | 0; + c2 = q + (d >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + g | 0; + c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + I2 = d; + M2 = c2; + g = c2; + c2 = E2 + ha2 | 0; + i3 = N2 + H2 | 0; + c2 = (i3 >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; + g = d + i3 | 0; + c2 = g >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + q = c2; + d = ve(g ^ m2, c2 ^ n2, 32); + Q2 = U; + c2 = Q2 + X | 0; + i3 = d + A2 | 0; + c2 = i3 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + n2 = ve(i3 ^ H2, c2 ^ E2, 40); + H2 = c2; + J2 = U; + c2 = L2 + J2 | 0; + K2 = n2 + ea2 | 0; + c2 = q + (K2 >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + q = g + K2 | 0; + c2 = q >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + g = Q2; + Q2 = c2; + g = ve(d ^ q, g ^ c2, 48); + c2 = H2; + H2 = U; + c2 = c2 + H2 | 0; + i3 = g + i3 | 0; + c2 = i3 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + d = i3 ^ n2; + n2 = c2; + c2 = ve(d, c2 ^ J2, 1); + d = U; + J2 = c2; + K2 = d; + E2 = j; + j = e; + e = ve(o2 ^ I2, M2 ^ W2, 48); + c2 = F2; + F2 = U; + c2 = c2 + F2 | 0; + d = e + B2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + B2 = d; + o2 = R2; + R2 = c2; + j = ve(d ^ j, o2 ^ c2, 1); + d = j + ja2 | 0; + I2 = U; + c2 = I2 + ta2 | 0; + c2 = D2 + (d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2) | 0; + o2 = l; + l = d + l | 0; + c2 = o2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2; + d = v2; + v2 = c2; + d = ve(l ^ E2, d ^ c2, 32); + c2 = s2; + s2 = U; + c2 = c2 + s2 | 0; + o2 = d + p | 0; + c2 = o2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + p = o2; + j = ve(j ^ o2, c2 ^ I2, 40); + W2 = U; + c2 = ra2 + W2 | 0; + I2 = j; + j = S2 + j | 0; + c2 = v2 + (j >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + o2 = j + l | 0; + c2 = o2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + v2 = c2; + j = ve(d ^ o2, c2 ^ s2, 48); + c2 = D2; + D2 = U; + c2 = c2 + D2 | 0; + d = j + p | 0; + c2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + M2 = d; + E2 = c2; + p = h; + c2 = r + Y | 0; + d = m2 + t2 | 0; + c2 = d >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + h = c2; + f = ve(d ^ f, c2 ^ G2, 1); + m2 = U; + c2 = la2 + m2 | 0; + l = f + Z | 0; + c2 = y2 + (l >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2) | 0; + l = k + l | 0; + c2 = l >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + r = l ^ p; + p = c2; + k = ve(r, c2 ^ C2, 32); + c2 = U; + s2 = c2; + r = f; + c2 = c2 + R2 | 0; + f = k + B2 | 0; + c2 = f >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + t2 = f; + f = f ^ r; + r = c2; + f = ve(f, c2 ^ m2, 40); + G2 = U; + c2 = Aa2 + G2 | 0; + m2 = f + pa2 | 0; + c2 = p + (m2 >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + m2 = l + m2 | 0; + c2 = m2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + y2 = c2; + p = ve(k ^ m2, c2 ^ s2, 48); + c2 = U; + Y = c2; + l = c2; + k = ve(u ^ A2, V2 ^ X, 1); + c2 = U; + B2 = c2; + A2 = h; + c2 = c2 + za2 | 0; + h = k + oa2 | 0; + c2 = T2 + (h >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + h = h + x2 | 0; + c2 = h >>> 0 < x2 >>> 0 ? c2 + 1 | 0 : c2; + x2 = c2; + s2 = ve(e ^ h, c2 ^ F2, 32); + d = s2 + d | 0; + _ = U; + c2 = _ + A2 | 0; + A2 = d; + u = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; + e = ve(d ^ k, u ^ B2, 40); + F2 = U; + c2 = P2 + F2 | 0; + d = b2 + e | 0; + c2 = x2 + (d >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + h | 0; + c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + x2 = d; + R2 = c2; + h = c2; + c2 = K2 + qa2 | 0; + k = J2 + da2 | 0; + c2 = (k >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2) + h | 0; + h = d + k | 0; + c2 = h >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + B2 = c2; + d = ve(h ^ p, c2 ^ l, 32); + T2 = U; + c2 = T2 + E2 | 0; + k = d + M2 | 0; + c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + l = ve(k ^ J2, c2 ^ K2, 40); + C2 = c2; + J2 = U; + c2 = wa2 + J2 | 0; + K2 = l + ga2 | 0; + c2 = B2 + (K2 >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + B2 = h + K2 | 0; + c2 = B2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + h = T2; + T2 = c2; + h = ve(d ^ B2, h ^ c2, 48); + c2 = C2; + C2 = U; + c2 = c2 + C2 | 0; + k = h + k | 0; + c2 = k >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + d = k ^ l; + l = c2; + c2 = ve(d, c2 ^ J2, 1); + d = U; + J2 = c2; + ma2 = c2; + K2 = d; + X = i3; + V2 = j; + i3 = e; + e = ve(s2 ^ x2, R2 ^ _, 48); + s2 = U; + c2 = s2 + u | 0; + d = e + A2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + x2 = d; + A2 = c2; + i3 = ve(d ^ i3, c2 ^ F2, 1); + d = i3 + ia2 | 0; + F2 = U; + c2 = F2 + ka2 | 0; + c2 = y2 + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; + j = d + m2 | 0; + c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + d = ve(j ^ V2, c2 ^ D2, 32); + u = U; + c2 = u + n2 | 0; + n2 = d + X | 0; + c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + i3 = ve(i3 ^ n2, c2 ^ F2, 40); + _ = U; + c2 = ua2 + _ | 0; + y2 = i3; + i3 = aa + i3 | 0; + c2 = m2 + (i3 >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2) | 0; + m2 = i3 + j | 0; + c2 = m2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + i3 = u; + u = c2; + i3 = ve(d ^ m2, i3 ^ c2, 48); + c2 = D2; + D2 = U; + c2 = c2 + D2 | 0; + d = i3 + n2 | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + F2 = d; + R2 = c2; + j = g; + c2 = r + Y | 0; + d = p + t2 | 0; + c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + g = c2; + f = ve(d ^ f, c2 ^ G2, 1); + p = U; + c2 = p + xa2 | 0; + n2 = f + fa2 | 0; + c2 = v2 + (n2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; + n2 = n2 + o2 | 0; + c2 = n2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + j = ve(j ^ n2, c2 ^ H2, 32); + o2 = U; + r = o2; + o2 = c2; + t2 = f; + c2 = r + A2 | 0; + f = j + x2 | 0; + c2 = f >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + x2 = f; + f = f ^ t2; + t2 = c2; + f = ve(f, c2 ^ p, 40); + G2 = U; + c2 = na2 + G2 | 0; + p = f + ca2 | 0; + c2 = (p >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) + o2 | 0; + o2 = n2 + p | 0; + c2 = o2 >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + v2 = r; + r = c2; + p = ve(j ^ o2, v2 ^ c2, 48); + c2 = U; + Y = c2; + n2 = c2; + j = ve(M2 ^ I2, E2 ^ W2, 1); + c2 = U; + A2 = c2; + v2 = g; + c2 = c2 + $2 | 0; + g = j + O2 | 0; + c2 = Q2 + (g >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + g = g + q | 0; + c2 = g >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + q = c2; + s2 = ve(e ^ g, c2 ^ s2, 32); + d = s2 + d | 0; + W2 = U; + c2 = W2 + v2 | 0; + v2 = d; + e = A2; + A2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; + e = ve(d ^ j, e ^ A2, 40); + I2 = U; + c2 = va2 + I2 | 0; + d = e + ba2 | 0; + c2 = q + (d >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + g | 0; + c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + M2 = d; + Q2 = c2; + g = c2; + c2 = K2 + Aa2 | 0; + j = J2 + pa2 | 0; + c2 = (j >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; + g = d + j | 0; + c2 = g >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + q = c2; + d = ve(g ^ p, c2 ^ n2, 32); + J2 = U; + c2 = J2 + R2 | 0; + j = d + F2 | 0; + c2 = j >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + n2 = ve(j ^ ma2, c2 ^ K2, 40); + K2 = c2; + H2 = U; + c2 = ta2 + H2 | 0; + E2 = n2 + ja2 | 0; + c2 = q + (E2 >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + q = g + E2 | 0; + c2 = q >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + g = J2; + J2 = c2; + g = ve(d ^ q, g ^ c2, 48); + c2 = K2; + K2 = U; + c2 = c2 + K2 | 0; + j = g + j | 0; + c2 = j >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + d = j ^ n2; + n2 = c2; + c2 = ve(d, c2 ^ H2, 1); + d = U; + H2 = c2; + E2 = d; + X = k; + V2 = i3; + i3 = e; + e = ve(s2 ^ M2, Q2 ^ W2, 48); + s2 = U; + c2 = s2 + A2 | 0; + d = e + v2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + A2 = d; + v2 = c2; + i3 = ve(d ^ i3, c2 ^ I2, 1); + d = i3 + aa | 0; + I2 = U; + c2 = I2 + ua2 | 0; + c2 = r + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; + k = d + o2 | 0; + c2 = k >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = c2; + d = ve(k ^ V2, c2 ^ D2, 32); + r = U; + c2 = r + l | 0; + l = d + X | 0; + c2 = l >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + i3 = ve(i3 ^ l, c2 ^ I2, 40); + W2 = U; + c2 = $2 + W2 | 0; + I2 = i3; + i3 = O2 + i3 | 0; + c2 = o2 + (i3 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + o2 = i3 + k | 0; + c2 = o2 >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + i3 = r; + r = c2; + i3 = ve(d ^ o2, i3 ^ c2, 48); + c2 = D2; + D2 = U; + c2 = c2 + D2 | 0; + d = i3 + l | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + M2 = d; + Q2 = c2; + k = h; + c2 = t2 + Y | 0; + d = p + x2 | 0; + c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + h = c2; + f = ve(d ^ f, c2 ^ G2, 1); + p = U; + c2 = va2 + p | 0; + l = f + ba2 | 0; + c2 = u + (l >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + l = l + m2 | 0; + c2 = l >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + k = ve(k ^ l, c2 ^ C2, 32); + c2 = U; + x2 = c2; + t2 = f; + c2 = c2 + v2 | 0; + f = k + A2 | 0; + c2 = f >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + G2 = f; + f = f ^ t2; + t2 = c2; + f = ve(f, c2 ^ p, 40); + A2 = U; + c2 = qa2 + A2 | 0; + p = f + da2 | 0; + c2 = m2 + (p >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + m2 = l + p | 0; + c2 = m2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + l = x2; + x2 = c2; + p = ve(k ^ m2, l ^ c2, 48); + c2 = U; + Y = c2; + l = c2; + k = ve(y2 ^ F2, R2 ^ _, 1); + c2 = U; + v2 = c2; + u = h; + c2 = c2 + P2 | 0; + h = b2 + k | 0; + c2 = T2 + (h >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + h = h + B2 | 0; + c2 = h >>> 0 < B2 >>> 0 ? c2 + 1 | 0 : c2; + B2 = c2; + s2 = ve(e ^ h, c2 ^ s2, 32); + d = s2 + d | 0; + _ = U; + c2 = _ + u | 0; + u = d; + e = v2; + v2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; + e = ve(d ^ k, e ^ v2, 40); + y2 = U; + c2 = ra2 + y2 | 0; + d = e + S2 | 0; + c2 = B2 + (d >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + h | 0; + c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + F2 = d; + R2 = c2; + h = c2; + c2 = E2 + la2 | 0; + k = H2 + Z | 0; + c2 = (k >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2) + h | 0; + h = d + k | 0; + c2 = h >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + B2 = c2; + d = ve(h ^ p, c2 ^ l, 32); + T2 = U; + c2 = T2 + Q2 | 0; + k = d + M2 | 0; + c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + l = ve(k ^ H2, c2 ^ E2, 40); + H2 = c2; + C2 = U; + c2 = za2 + C2 | 0; + E2 = l + oa2 | 0; + c2 = B2 + (E2 >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + B2 = h + E2 | 0; + c2 = B2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + h = T2; + T2 = c2; + h = ve(d ^ B2, h ^ c2, 48); + c2 = H2; + H2 = U; + c2 = c2 + H2 | 0; + k = h + k | 0; + c2 = k >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + d = k ^ l; + l = c2; + c2 = ve(d, c2 ^ C2, 1); + d = U; + C2 = c2; + E2 = d; + X = j; + V2 = i3; + i3 = e; + e = ve(s2 ^ F2, R2 ^ _, 48); + s2 = U; + c2 = s2 + v2 | 0; + d = e + u | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + v2 = d; + u = c2; + i3 = ve(d ^ i3, c2 ^ y2, 1); + d = i3 + N2 | 0; + y2 = U; + c2 = y2 + ha2 | 0; + c2 = x2 + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; + j = d + m2 | 0; + c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + d = ve(j ^ V2, c2 ^ D2, 32); + x2 = U; + c2 = x2 + n2 | 0; + n2 = d + X | 0; + c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + i3 = ve(i3 ^ n2, c2 ^ y2, 40); + _ = U; + c2 = xa2 + _ | 0; + y2 = i3; + i3 = fa2 + i3 | 0; + c2 = m2 + (i3 >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + m2 = i3 + j | 0; + c2 = m2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + i3 = x2; + x2 = c2; + i3 = ve(d ^ m2, i3 ^ c2, 48); + c2 = D2; + D2 = U; + c2 = c2 + D2 | 0; + d = i3 + n2 | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + F2 = d; + R2 = c2; + j = g; + c2 = t2 + Y | 0; + d = p + G2 | 0; + c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + g = c2; + f = ve(d ^ f, c2 ^ A2, 1); + p = U; + c2 = p + na2 | 0; + n2 = f + ca2 | 0; + c2 = r + (n2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; + n2 = n2 + o2 | 0; + c2 = n2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = c2; + j = ve(j ^ n2, c2 ^ K2, 32); + c2 = U; + r = c2; + t2 = f; + c2 = c2 + u | 0; + f = j + v2 | 0; + c2 = f >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + G2 = f; + f = f ^ t2; + t2 = c2; + f = ve(f, c2 ^ p, 40); + A2 = U; + c2 = ka2 + A2 | 0; + p = f + ia2 | 0; + c2 = o2 + (p >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + o2 = n2 + p | 0; + c2 = o2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + v2 = r; + r = c2; + p = ve(j ^ o2, v2 ^ c2, 48); + c2 = U; + Y = c2; + n2 = c2; + j = ve(M2 ^ I2, Q2 ^ W2, 1); + c2 = U; + v2 = c2; + u = g; + c2 = c2 + L2 | 0; + g = j + ea2 | 0; + c2 = J2 + (g >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + g = g + q | 0; + c2 = g >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + q = c2; + s2 = ve(e ^ g, c2 ^ s2, 32); + d = s2 + d | 0; + W2 = U; + c2 = W2 + u | 0; + u = d; + e = v2; + v2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; + e = ve(d ^ j, e ^ v2, 40); + I2 = U; + c2 = wa2 + I2 | 0; + d = e + ga2 | 0; + c2 = q + (d >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + g | 0; + c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + M2 = d; + Q2 = c2; + g = c2; + c2 = E2 + za2 | 0; + j = C2 + oa2 | 0; + c2 = (j >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; + g = d + j | 0; + c2 = g >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + q = c2; + d = ve(g ^ p, c2 ^ n2, 32); + J2 = U; + c2 = J2 + R2 | 0; + j = d + F2 | 0; + c2 = j >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + n2 = ve(j ^ C2, c2 ^ E2, 40); + K2 = c2; + C2 = U; + c2 = va2 + C2 | 0; + E2 = n2 + ba2 | 0; + c2 = q + (E2 >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + q = g + E2 | 0; + c2 = q >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + g = J2; + J2 = c2; + g = ve(d ^ q, g ^ c2, 48); + c2 = K2; + K2 = U; + c2 = c2 + K2 | 0; + j = g + j | 0; + c2 = j >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + d = j ^ n2; + n2 = c2; + c2 = ve(d, c2 ^ C2, 1); + d = U; + C2 = c2; + E2 = d; + X = k; + V2 = i3; + i3 = e; + e = ve(s2 ^ M2, Q2 ^ W2, 48); + s2 = U; + c2 = s2 + v2 | 0; + d = e + u | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + v2 = d; + u = c2; + i3 = ve(d ^ i3, c2 ^ I2, 1); + d = i3 + ea2 | 0; + I2 = U; + c2 = I2 + L2 | 0; + c2 = r + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; + k = d + o2 | 0; + c2 = k >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = c2; + d = ve(k ^ V2, c2 ^ D2, 32); + r = U; + c2 = r + l | 0; + l = d + X | 0; + c2 = l >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + i3 = ve(i3 ^ l, c2 ^ I2, 40); + W2 = U; + c2 = ka2 + W2 | 0; + I2 = i3; + i3 = ia2 + i3 | 0; + c2 = o2 + (i3 >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + o2 = i3 + k | 0; + c2 = o2 >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + i3 = r; + r = c2; + i3 = ve(d ^ o2, i3 ^ c2, 48); + c2 = D2; + D2 = U; + c2 = c2 + D2 | 0; + d = i3 + l | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + M2 = d; + Q2 = c2; + k = h; + c2 = t2 + Y | 0; + d = p + G2 | 0; + c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + h = c2; + f = ve(d ^ f, c2 ^ A2, 1); + p = U; + c2 = na2 + p | 0; + l = f + ca2 | 0; + c2 = x2 + (l >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + l = l + m2 | 0; + c2 = l >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + k = ve(k ^ l, c2 ^ H2, 32); + c2 = U; + x2 = c2; + t2 = f; + c2 = c2 + u | 0; + f = k + v2 | 0; + c2 = f >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + G2 = f; + f = f ^ t2; + t2 = c2; + f = ve(f, c2 ^ p, 40); + A2 = U; + c2 = xa2 + A2 | 0; + p = f + fa2 | 0; + c2 = m2 + (p >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + m2 = l + p | 0; + c2 = m2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + l = x2; + x2 = c2; + p = ve(k ^ m2, l ^ c2, 48); + c2 = U; + Y = c2; + l = c2; + k = ve(y2 ^ F2, R2 ^ _, 1); + c2 = U; + v2 = c2; + u = h; + c2 = c2 + $2 | 0; + h = k + O2 | 0; + c2 = T2 + (h >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + h = h + B2 | 0; + c2 = h >>> 0 < B2 >>> 0 ? c2 + 1 | 0 : c2; + B2 = c2; + s2 = ve(e ^ h, c2 ^ s2, 32); + d = s2 + d | 0; + _ = U; + c2 = _ + u | 0; + u = d; + e = v2; + v2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; + e = ve(d ^ k, e ^ v2, 40); + y2 = U; + c2 = wa2 + y2 | 0; + d = e + ga2 | 0; + c2 = B2 + (d >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + h | 0; + c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + F2 = d; + R2 = c2; + h = c2; + c2 = E2 + ra2 | 0; + k = C2 + S2 | 0; + c2 = (k >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) + h | 0; + h = d + k | 0; + c2 = h >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + B2 = c2; + d = ve(h ^ p, c2 ^ l, 32); + T2 = U; + c2 = T2 + Q2 | 0; + k = d + M2 | 0; + c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + l = ve(k ^ C2, c2 ^ E2, 40); + H2 = c2; + C2 = U; + c2 = P2 + C2 | 0; + E2 = b2 + l | 0; + c2 = B2 + (E2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + B2 = h + E2 | 0; + c2 = B2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + h = T2; + T2 = c2; + h = ve(d ^ B2, h ^ c2, 48); + c2 = H2; + H2 = U; + c2 = c2 + H2 | 0; + k = h + k | 0; + c2 = k >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + d = k ^ l; + l = c2; + c2 = ve(d, c2 ^ C2, 1); + d = U; + C2 = c2; + E2 = d; + X = j; + V2 = i3; + i3 = e; + e = ve(s2 ^ F2, R2 ^ _, 48); + s2 = U; + c2 = s2 + v2 | 0; + d = e + u | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + v2 = d; + u = c2; + i3 = ve(d ^ i3, c2 ^ y2, 1); + d = i3 + da2 | 0; + y2 = U; + c2 = y2 + qa2 | 0; + c2 = x2 + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; + j = d + m2 | 0; + c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + d = ve(j ^ V2, c2 ^ D2, 32); + x2 = U; + c2 = x2 + n2 | 0; + n2 = d + X | 0; + c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + i3 = ve(i3 ^ n2, c2 ^ y2, 40); + _ = U; + c2 = Aa2 + _ | 0; + y2 = i3; + i3 = pa2 + i3 | 0; + c2 = m2 + (i3 >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + m2 = i3 + j | 0; + c2 = m2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + i3 = x2; + x2 = c2; + i3 = ve(d ^ m2, i3 ^ c2, 48); + c2 = D2; + D2 = U; + c2 = c2 + D2 | 0; + d = i3 + n2 | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + F2 = d; + R2 = c2; + j = g; + c2 = t2 + Y | 0; + d = p + G2 | 0; + c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + g = c2; + f = ve(d ^ f, c2 ^ A2, 1); + p = U; + c2 = p + la2 | 0; + n2 = f + Z | 0; + c2 = r + (n2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; + n2 = n2 + o2 | 0; + c2 = n2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = c2; + j = ve(j ^ n2, c2 ^ K2, 32); + c2 = U; + r = c2; + t2 = f; + c2 = c2 + u | 0; + f = j + v2 | 0; + c2 = f >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + G2 = f; + f = f ^ t2; + t2 = c2; + f = ve(f, c2 ^ p, 40); + A2 = U; + c2 = ua2 + A2 | 0; + p = f + aa | 0; + c2 = o2 + (p >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2) | 0; + o2 = n2 + p | 0; + c2 = o2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + v2 = r; + r = c2; + p = ve(j ^ o2, v2 ^ c2, 48); + c2 = U; + Y = c2; + n2 = c2; + j = ve(M2 ^ I2, Q2 ^ W2, 1); + c2 = U; + v2 = c2; + u = g; + c2 = c2 + ta2 | 0; + g = j + ja2 | 0; + c2 = J2 + (g >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + g = g + q | 0; + c2 = g >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + q = c2; + s2 = ve(e ^ g, c2 ^ s2, 32); + d = s2 + d | 0; + W2 = U; + c2 = W2 + u | 0; + u = d; + e = v2; + v2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; + e = ve(d ^ j, e ^ v2, 40); + I2 = U; + c2 = ha2 + I2 | 0; + d = e + N2 | 0; + c2 = q + (d >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + g | 0; + c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + M2 = d; + Q2 = c2; + g = c2; + c2 = E2 + wa2 | 0; + j = C2 + ga2 | 0; + c2 = (j >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; + g = d + j | 0; + c2 = g >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + q = c2; + d = ve(g ^ p, c2 ^ n2, 32); + J2 = U; + c2 = J2 + R2 | 0; + j = d + F2 | 0; + c2 = j >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + n2 = ve(j ^ C2, c2 ^ E2, 40); + K2 = c2; + C2 = U; + c2 = ka2 + C2 | 0; + E2 = n2 + ia2 | 0; + c2 = q + (E2 >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + q = g + E2 | 0; + c2 = q >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + g = J2; + J2 = c2; + g = ve(d ^ q, g ^ c2, 48); + c2 = K2; + K2 = U; + c2 = c2 + K2 | 0; + j = g + j | 0; + c2 = j >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + d = j ^ n2; + n2 = c2; + c2 = ve(d, c2 ^ C2, 1); + d = U; + C2 = c2; + E2 = d; + X = k; + V2 = i3; + i3 = e; + e = ve(s2 ^ M2, Q2 ^ W2, 48); + s2 = U; + c2 = s2 + v2 | 0; + d = e + u | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + v2 = d; + u = c2; + i3 = ve(d ^ i3, c2 ^ I2, 1); + d = i3 + ba2 | 0; + I2 = U; + c2 = I2 + va2 | 0; + c2 = r + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; + k = d + o2 | 0; + c2 = k >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = c2; + d = ve(k ^ V2, c2 ^ D2, 32); + r = U; + c2 = r + l | 0; + l = d + X | 0; + c2 = l >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + i3 = ve(i3 ^ l, c2 ^ I2, 40); + W2 = U; + c2 = za2 + W2 | 0; + I2 = i3; + i3 = oa2 + i3 | 0; + c2 = o2 + (i3 >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + o2 = i3 + k | 0; + c2 = o2 >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + i3 = r; + r = c2; + i3 = ve(d ^ o2, i3 ^ c2, 48); + c2 = D2; + D2 = U; + c2 = c2 + D2 | 0; + d = i3 + l | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + M2 = d; + Q2 = c2; + k = h; + c2 = t2 + Y | 0; + d = p + G2 | 0; + c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + h = c2; + f = ve(d ^ f, c2 ^ A2, 1); + p = U; + c2 = ua2 + p | 0; + l = f + aa | 0; + c2 = x2 + (l >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2) | 0; + l = l + m2 | 0; + c2 = l >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + k = ve(k ^ l, c2 ^ H2, 32); + c2 = U; + x2 = c2; + t2 = f; + c2 = c2 + u | 0; + f = k + v2 | 0; + c2 = f >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + G2 = f; + f = f ^ t2; + t2 = c2; + f = ve(f, c2 ^ p, 40); + A2 = U; + c2 = L2 + A2 | 0; + p = f + ea2 | 0; + c2 = m2 + (p >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + m2 = l + p | 0; + c2 = m2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + l = x2; + x2 = c2; + p = ve(k ^ m2, l ^ c2, 48); + c2 = U; + Y = c2; + l = c2; + k = ve(y2 ^ F2, R2 ^ _, 1); + c2 = U; + v2 = c2; + u = h; + c2 = c2 + xa2 | 0; + h = k + fa2 | 0; + c2 = T2 + (h >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + h = h + B2 | 0; + c2 = h >>> 0 < B2 >>> 0 ? c2 + 1 | 0 : c2; + B2 = c2; + s2 = ve(e ^ h, c2 ^ s2, 32); + d = s2 + d | 0; + _ = U; + c2 = _ + u | 0; + u = d; + e = v2; + v2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; + e = ve(d ^ k, e ^ v2, 40); + y2 = U; + c2 = ta2 + y2 | 0; + d = e + ja2 | 0; + c2 = B2 + (d >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + h | 0; + c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + F2 = d; + R2 = c2; + h = c2; + c2 = E2 + na2 | 0; + k = C2 + ca2 | 0; + c2 = (k >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) + h | 0; + h = d + k | 0; + c2 = h >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + B2 = c2; + d = ve(h ^ p, c2 ^ l, 32); + T2 = U; + c2 = T2 + Q2 | 0; + k = d + M2 | 0; + c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + l = ve(k ^ C2, c2 ^ E2, 40); + H2 = c2; + C2 = U; + c2 = Aa2 + C2 | 0; + E2 = l + pa2 | 0; + c2 = B2 + (E2 >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + B2 = h + E2 | 0; + c2 = B2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + h = T2; + T2 = c2; + h = ve(d ^ B2, h ^ c2, 48); + c2 = H2; + H2 = U; + c2 = c2 + H2 | 0; + k = h + k | 0; + c2 = k >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + d = k ^ l; + l = c2; + c2 = ve(d, c2 ^ C2, 1); + d = U; + C2 = c2; + E2 = d; + X = j; + V2 = i3; + i3 = e; + e = ve(s2 ^ F2, R2 ^ _, 48); + s2 = U; + c2 = s2 + v2 | 0; + d = e + u | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + v2 = d; + u = c2; + i3 = ve(d ^ i3, c2 ^ y2, 1); + d = i3 + O2 | 0; + F2 = U; + c2 = F2 + $2 | 0; + c2 = x2 + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; + j = d + m2 | 0; + c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + d = ve(j ^ V2, c2 ^ D2, 32); + x2 = U; + c2 = x2 + n2 | 0; + n2 = d + X | 0; + c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + D2 = n2; + y2 = c2; + i3 = ve(i3 ^ n2, c2 ^ F2, 40); + X = U; + c2 = ra2 + X | 0; + F2 = i3; + i3 = S2 + i3 | 0; + c2 = m2 + (i3 >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + n2 = i3 + j | 0; + c2 = n2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + i3 = x2; + x2 = c2; + i3 = ve(d ^ n2, i3 ^ c2, 48); + c2 = y2; + y2 = U; + c2 = c2 + y2 | 0; + d = i3 + D2 | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + D2 = d; + R2 = c2; + j = g; + c2 = t2 + Y | 0; + d = p + G2 | 0; + c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + g = c2; + f = ve(d ^ f, c2 ^ A2, 1); + p = U; + c2 = p + P2 | 0; + m2 = b2 + f | 0; + c2 = r + (m2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; + m2 = m2 + o2 | 0; + c2 = m2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = c2; + j = ve(j ^ m2, c2 ^ K2, 32); + r = j; + c2 = U; + t2 = c2; + G2 = f; + c2 = c2 + u | 0; + f = j + v2 | 0; + c2 = f >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + A2 = f; + f = f ^ G2; + G2 = c2; + f = ve(f, c2 ^ p, 40); + v2 = U; + c2 = qa2 + v2 | 0; + j = f + da2 | 0; + c2 = o2 + (j >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + j = j + m2 | 0; + c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + u = j ^ r; + r = c2; + m2 = ve(u, c2 ^ t2, 48); + c2 = U; + K2 = c2; + p = c2; + o2 = ve(M2 ^ I2, Q2 ^ W2, 1); + t2 = o2; + c2 = U; + u = c2; + I2 = g; + c2 = c2 + ha2 | 0; + g = o2 + N2 | 0; + c2 = J2 + (g >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + g = g + q | 0; + c2 = g >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + q = s2; + s2 = c2; + o2 = ve(e ^ g, q ^ c2, 32); + d = o2 + d | 0; + V2 = U; + c2 = V2 + I2 | 0; + q = d; + e = d ^ t2; + t2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + e = ve(e, t2 ^ u, 40); + u = U; + c2 = la2 + u | 0; + d = e + Z | 0; + c2 = s2 + (d >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = d + g | 0; + c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + s2 = d; + I2 = c2; + g = c2; + c2 = E2 + ra2 | 0; + J2 = S2; + S2 = C2 + S2 | 0; + c2 = (J2 >>> 0 > S2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; + d = d + S2 | 0; + c2 = d >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; + ra2 = c2; + S2 = ve(d ^ m2, c2 ^ p, 32); + M2 = U; + c2 = M2 + R2 | 0; + g = D2 + S2 | 0; + c2 = g >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; + p = ve(g ^ C2, c2 ^ E2, 40); + J2 = c2; + Q2 = U; + c2 = qa2 + Q2 | 0; + C2 = da2; + da2 = p + da2 | 0; + c2 = ra2 + (C2 >>> 0 > da2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + da2 = d + da2 | 0; + c2 = da2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + d = S2 ^ da2; + S2 = c2; + qa2 = ve(d, c2 ^ M2, 48); + ra2 = U; + c2 = ra2 + J2 | 0; + d = g + qa2 | 0; + c2 = d >>> 0 < qa2 >>> 0 ? c2 + 1 | 0 : c2; + g = c2; + c2 = ve(d ^ p, c2 ^ Q2, 1); + p = U; + M2 = c2; + Q2 = k; + k = Z; + J2 = la2; + la2 = ve(o2 ^ s2, I2 ^ V2, 48); + o2 = U; + c2 = o2 + t2 | 0; + Z = q + la2 | 0; + c2 = Z >>> 0 < la2 >>> 0 ? c2 + 1 | 0 : c2; + t2 = k; + s2 = Z; + q = c2; + k = ve(e ^ s2, c2 ^ u, 1); + Z = t2 + k | 0; + u = U; + c2 = u + J2 | 0; + c2 = r + (k >>> 0 > Z >>> 0 ? c2 + 1 | 0 : c2) | 0; + Z = j + Z | 0; + c2 = Z >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + e = c2; + i3 = ve(i3 ^ Z, c2 ^ y2, 32); + c2 = l; + l = U; + c2 = c2 + l | 0; + j = i3 + Q2 | 0; + c2 = j >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + r = j; + t2 = c2; + j = ve(j ^ k, c2 ^ u, 40); + ba2 = j + ba2 | 0; + u = U; + c2 = u + va2 | 0; + c2 = (j >>> 0 > ba2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; + e = ba2; + ba2 = Z + ba2 | 0; + c2 = e >>> 0 > ba2 >>> 0 ? c2 + 1 | 0 : c2; + e = c2; + i3 = ve(i3 ^ ba2, c2 ^ l, 48); + k = U; + c2 = k + t2 | 0; + Z = i3 + r | 0; + c2 = Z >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + l = Z; + va2 = c2; + r = b2; + t2 = P2; + c2 = G2 + K2 | 0; + b2 = m2 + A2 | 0; + c2 = b2 >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + Z = c2; + P2 = ve(b2 ^ f, c2 ^ v2, 1); + m2 = U; + c2 = m2 + t2 | 0; + f = r + P2 | 0; + c2 = x2 + (f >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + f = f + n2 | 0; + c2 = f >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + h = ve(f ^ h, c2 ^ H2, 32); + r = c2; + x2 = ca2; + ca2 = P2; + n2 = U; + c2 = n2 + q | 0; + P2 = h + s2 | 0; + c2 = P2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + q = m2; + m2 = c2; + ca2 = ve(P2 ^ ca2, q ^ c2, 40); + s2 = U; + c2 = s2 + na2 | 0; + na2 = x2 + ca2 | 0; + c2 = (na2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) + r | 0; + r = na2; + na2 = f + na2 | 0; + c2 = r >>> 0 > na2 >>> 0 ? c2 + 1 | 0 : c2; + f = h ^ na2; + h = c2; + c2 = ve(f, c2 ^ n2, 48); + f = U; + G2 = f; + n2 = c2; + q = O2; + r = $2; + O2 = ve(D2 ^ F2, R2 ^ X, 1); + x2 = O2; + c2 = U; + t2 = c2; + c2 = c2 + wa2 | 0; + O2 = x2 + ga2 | 0; + c2 = T2 + (O2 >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + O2 = B2 + O2 | 0; + c2 = O2 >>> 0 < B2 >>> 0 ? c2 + 1 | 0 : c2; + ga2 = c2; + $2 = ve(O2 ^ la2, c2 ^ o2, 32); + b2 = $2 + b2 | 0; + B2 = U; + c2 = B2 + Z | 0; + Z = b2; + o2 = b2 >>> 0 < $2 >>> 0 ? c2 + 1 | 0 : c2; + la2 = ve(b2 ^ x2, o2 ^ t2, 40); + b2 = la2 + q | 0; + c2 = r; + r = U; + c2 = c2 + r | 0; + c2 = ga2 + (b2 >>> 0 < la2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + b2 = b2 + O2 | 0; + c2 = b2 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2; + ga2 = b2; + wa2 = c2; + O2 = c2; + c2 = p + ua2 | 0; + x2 = aa; + aa = M2 + aa | 0; + c2 = (x2 >>> 0 > aa >>> 0 ? c2 + 1 | 0 : c2) + O2 | 0; + O2 = b2 + aa | 0; + c2 = O2 >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; + ua2 = c2; + aa = ve(n2 ^ O2, c2 ^ f, 32); + b2 = aa + l | 0; + x2 = U; + c2 = x2 + va2 | 0; + f = b2; + q = p; + p = b2 >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; + b2 = ve(b2 ^ M2, q ^ p, 40); + t2 = U; + c2 = xa2 + t2 | 0; + xa2 = b2; + b2 = fa2 + b2 | 0; + c2 = ua2 + (b2 >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + b2 = b2 + O2 | 0; + c2 = b2 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2; + ua2 = b2; + A2 = (z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24)) ^ b2; + q = c2; + v2 = c2 ^ (z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24)); + O2 = ve($2 ^ ga2, B2 ^ wa2, 48); + ga2 = U; + c2 = ga2 + o2 | 0; + b2 = O2 + Z | 0; + c2 = b2 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = b2; + wa2 = c2; + $2 = ia2; + c2 = m2 + G2 | 0; + b2 = n2 + P2 | 0; + c2 = b2 >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2; + ia2 = c2; + ca2 = ve(b2 ^ ca2, c2 ^ s2, 1); + $2 = ca2 + $2 | 0; + n2 = U; + c2 = n2 + ka2 | 0; + c2 = ($2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; + ka2 = $2 + ba2 | 0; + c2 = ka2 >>> 0 < $2 >>> 0 ? c2 + 1 | 0 : c2; + $2 = c2; + Z = ve(ka2 ^ qa2, c2 ^ ra2, 32); + P2 = U; + c2 = P2 + wa2 | 0; + fa2 = Z + o2 | 0; + c2 = fa2 >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2; + ba2 = c2; + qa2 = Z; + Z = ve(ca2 ^ fa2, c2 ^ n2, 40); + ca2 = Z + ja2 | 0; + e = U; + c2 = e + ta2 | 0; + c2 = (Z >>> 0 > ca2 >>> 0 ? c2 + 1 | 0 : c2) + $2 | 0; + ka2 = ca2 + ka2 | 0; + c2 = ka2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; + ja2 = ka2; + m2 = P2; + P2 = c2; + ca2 = ve(qa2 ^ ja2, m2 ^ c2, 48); + $2 = ca2 + fa2 | 0; + n2 = U; + c2 = n2 + ba2 | 0; + c2 = $2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; + fa2 = $2; + $2 = A2 ^ $2; + w[a2 + 8 | 0] = $2; + w[a2 + 9 | 0] = $2 >>> 8; + w[a2 + 10 | 0] = $2 >>> 16; + w[a2 + 11 | 0] = $2 >>> 24; + ba2 = c2; + c2 = c2 ^ v2; + w[a2 + 12 | 0] = c2; + w[a2 + 13 | 0] = c2 >>> 8; + w[a2 + 14 | 0] = c2 >>> 16; + w[a2 + 15 | 0] = c2 >>> 24; + ka2 = b2; + $2 = ia2; + b2 = O2; + O2 = ve(j ^ l, u ^ va2, 1); + ia2 = O2 + pa2 | 0; + ta2 = U; + c2 = ta2 + Aa2 | 0; + c2 = (O2 >>> 0 > ia2 >>> 0 ? c2 + 1 | 0 : c2) + S2 | 0; + l = ia2; + ia2 = da2 + ia2 | 0; + c2 = l >>> 0 > ia2 >>> 0 ? c2 + 1 | 0 : c2; + da2 = c2; + b2 = ve(b2 ^ ia2, c2 ^ ga2, 32); + c2 = $2; + $2 = U; + c2 = c2 + $2 | 0; + ka2 = b2 + ka2 | 0; + c2 = ka2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; + ga2 = c2; + qa2 = b2; + S2 = ka2; + ka2 = ve(O2 ^ S2, c2 ^ ta2, 40); + b2 = ka2 + oa2 | 0; + j = U; + c2 = j + za2 | 0; + c2 = da2 + (b2 >>> 0 < ka2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + b2 = b2 + ia2 | 0; + c2 = b2 >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2; + da2 = b2; + b2 = b2 ^ qa2; + qa2 = c2; + ia2 = ve(b2, c2 ^ $2, 48); + b2 = ia2 + S2 | 0; + l = U; + c2 = l + ga2 | 0; + S2 = b2; + ga2 = b2 >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2; + b2 = ve(o2 ^ la2, r ^ wa2, 1); + la2 = b2; + c2 = U; + ta2 = c2; + c2 = c2 + L2 | 0; + b2 = b2 + ea2 | 0; + c2 = h + (b2 >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + O2 = b2 + na2 | 0; + c2 = O2 >>> 0 < na2 >>> 0 ? c2 + 1 | 0 : c2; + L2 = c2; + $2 = ve(i3 ^ O2, c2 ^ k, 32); + b2 = $2 + d | 0; + d = U; + c2 = d + g | 0; + na2 = b2; + h = b2 ^ la2; + la2 = b2 >>> 0 < $2 >>> 0 ? c2 + 1 | 0 : c2; + ea2 = ve(h, la2 ^ ta2, 40); + b2 = ea2 + N2 | 0; + N2 = U; + c2 = N2 + ha2 | 0; + c2 = L2 + (b2 >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + L2 = b2 + O2 | 0; + c2 = L2 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2; + b2 = a2; + O2 = L2 ^ Ba2 ^ S2; + w[b2 | 0] = O2; + w[b2 + 1 | 0] = O2 >>> 8; + w[b2 + 2 | 0] = O2 >>> 16; + w[b2 + 3 | 0] = O2 >>> 24; + O2 = c2 ^ Ca2 ^ ga2; + w[b2 + 4 | 0] = O2; + w[b2 + 5 | 0] = O2 >>> 8; + w[b2 + 6 | 0] = O2 >>> 16; + w[b2 + 7 | 0] = O2 >>> 24; + $2 = ve(L2 ^ $2, c2 ^ d, 48); + O2 = $2 + na2 | 0; + na2 = U; + c2 = na2 + la2 | 0; + la2 = O2 >>> 0 < $2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = la2 ^ ((z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24)) ^ qa2); + L2 = (z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24)) ^ da2 ^ O2; + w[b2 + 16 | 0] = L2; + w[b2 + 17 | 0] = L2 >>> 8; + w[b2 + 18 | 0] = L2 >>> 16; + w[b2 + 19 | 0] = L2 >>> 24; + w[b2 + 20 | 0] = c2; + w[b2 + 21 | 0] = c2 >>> 8; + w[b2 + 22 | 0] = c2 >>> 16; + w[b2 + 23 | 0] = c2 >>> 24; + b2 = ve(aa ^ ua2, q ^ x2, 48); + L2 = U; + da2 = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); + c2 = (z[a2 + 32 | 0] | z[a2 + 33 | 0] << 8 | (z[a2 + 34 | 0] << 16 | z[a2 + 35 | 0] << 24)) ^ ve(Z ^ fa2, e ^ ba2, 1) ^ b2; + w[a2 + 32 | 0] = c2; + w[a2 + 33 | 0] = c2 >>> 8; + w[a2 + 34 | 0] = c2 >>> 16; + w[a2 + 35 | 0] = c2 >>> 24; + c2 = U ^ da2 ^ L2; + w[a2 + 36 | 0] = c2; + w[a2 + 37 | 0] = c2 >>> 8; + w[a2 + 38 | 0] = c2 >>> 16; + w[a2 + 39 | 0] = c2 >>> 24; + c2 = p + L2 | 0; + da2 = b2 + f | 0; + c2 = da2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; + b2 = a2; + Z = (z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24)) ^ P2 ^ c2; + L2 = (z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24)) ^ ja2 ^ da2; + w[b2 + 24 | 0] = L2; + w[b2 + 25 | 0] = L2 >>> 8; + w[b2 + 26 | 0] = L2 >>> 16; + w[b2 + 27 | 0] = L2 >>> 24; + w[b2 + 28 | 0] = Z; + w[b2 + 29 | 0] = Z >>> 8; + w[b2 + 30 | 0] = Z >>> 16; + w[b2 + 31 | 0] = Z >>> 24; + Z = z[b2 + 44 | 0] | z[b2 + 45 | 0] << 8 | (z[b2 + 46 | 0] << 16 | z[b2 + 47 | 0] << 24); + b2 = ia2 ^ ((z[b2 + 40 | 0] | z[b2 + 41 | 0] << 8 | (z[b2 + 42 | 0] << 16 | z[b2 + 43 | 0] << 24)) ^ ve(O2 ^ ea2, N2 ^ la2, 1)); + w[a2 + 40 | 0] = b2; + w[a2 + 41 | 0] = b2 >>> 8; + w[a2 + 42 | 0] = b2 >>> 16; + w[a2 + 43 | 0] = b2 >>> 24; + b2 = l ^ (U ^ Z); + w[a2 + 44 | 0] = b2; + w[a2 + 45 | 0] = b2 >>> 8; + w[a2 + 46 | 0] = b2 >>> 16; + w[a2 + 47 | 0] = b2 >>> 24; + O2 = z[a2 + 60 | 0] | z[a2 + 61 | 0] << 8 | (z[a2 + 62 | 0] << 16 | z[a2 + 63 | 0] << 24); + b2 = $2 ^ ((z[a2 + 56 | 0] | z[a2 + 57 | 0] << 8 | (z[a2 + 58 | 0] << 16 | z[a2 + 59 | 0] << 24)) ^ ve(S2 ^ ka2, j ^ ga2, 1)); + w[a2 + 56 | 0] = b2; + w[a2 + 57 | 0] = b2 >>> 8; + w[a2 + 58 | 0] = b2 >>> 16; + w[a2 + 59 | 0] = b2 >>> 24; + b2 = na2 ^ (U ^ O2); + w[a2 + 60 | 0] = b2; + w[a2 + 61 | 0] = b2 >>> 8; + w[a2 + 62 | 0] = b2 >>> 16; + w[a2 + 63 | 0] = b2 >>> 24; + O2 = z[a2 + 52 | 0] | z[a2 + 53 | 0] << 8 | (z[a2 + 54 | 0] << 16 | z[a2 + 55 | 0] << 24); + b2 = ca2 ^ ((z[a2 + 48 | 0] | z[a2 + 49 | 0] << 8 | (z[a2 + 50 | 0] << 16 | z[a2 + 51 | 0] << 24)) ^ ve(da2 ^ xa2, c2 ^ t2, 1)); + w[a2 + 48 | 0] = b2; + w[a2 + 49 | 0] = b2 >>> 8; + w[a2 + 50 | 0] = b2 >>> 16; + w[a2 + 51 | 0] = b2 >>> 24; + b2 = n2 ^ (U ^ O2); + w[a2 + 52 | 0] = b2; + w[a2 + 53 | 0] = b2 >>> 8; + w[a2 + 54 | 0] = b2 >>> 16; + w[a2 + 55 | 0] = b2 >>> 24; + } + function sb(a2, b2, c2, d, e, f, g) { + var h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0, ea2 = 0, fa2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, la2 = 0, ma2 = 0, na2 = 0, oa2 = 0, pa2 = 0, qa2 = 0, ra2 = 0, ta2 = 0, ua2 = 0, va2 = 0, wa2 = 0, xa2 = 0, ya2 = 0, za2 = 0, Ba2 = 0, Ca2 = 0, Ea2 = 0, Fa2 = 0, Ga2 = 0, Ha2 = 0, Ia2 = 0, Ja2 = 0, Ka2 = 0, La2 = 0, Ma2 = 0, Na2 = 0, Oa2 = 0, Pa2 = 0, Qa2 = 0, Ra2 = 0, Sa2 = 0, Ta2 = 0, Ua2 = 0, Va2 = 0, Wa2 = 0, Za2 = 0, _a2 = 0, $a2 = 0, ab2 = 0, bb2 = 0, cb2 = 0, db2 = 0, eb2 = 0, fb2 = 0; + H2 = T - 560 | 0; + T = H2; + k = H2 + 352 | 0; + Aa(k); + if (g) { + ka(k, 39216, 34, 0); + } + Da(H2 + 288 | 0, f, 32, 0); + n2 = H2 + 352 | 0; + ka(n2, H2 + 320 | 0, 32, 0); + ka(n2, c2, d, e); + p = H2 + 224 | 0; + sa(n2, p); + i3 = f; + r = z[i3 + 32 | 0] | z[i3 + 33 | 0] << 8 | (z[i3 + 34 | 0] << 16 | z[i3 + 35 | 0] << 24); + t2 = z[i3 + 36 | 0] | z[i3 + 37 | 0] << 8 | (z[i3 + 38 | 0] << 16 | z[i3 + 39 | 0] << 24); + l = z[i3 + 40 | 0] | z[i3 + 41 | 0] << 8 | (z[i3 + 42 | 0] << 16 | z[i3 + 43 | 0] << 24); + h = z[i3 + 44 | 0] | z[i3 + 45 | 0] << 8 | (z[i3 + 46 | 0] << 16 | z[i3 + 47 | 0] << 24); + k = z[i3 + 48 | 0] | z[i3 + 49 | 0] << 8 | (z[i3 + 50 | 0] << 16 | z[i3 + 51 | 0] << 24); + f = z[i3 + 52 | 0] | z[i3 + 53 | 0] << 8 | (z[i3 + 54 | 0] << 16 | z[i3 + 55 | 0] << 24); + m2 = z[i3 + 60 | 0] | z[i3 + 61 | 0] << 8 | (z[i3 + 62 | 0] << 16 | z[i3 + 63 | 0] << 24); + i3 = z[i3 + 56 | 0] | z[i3 + 57 | 0] << 8 | (z[i3 + 58 | 0] << 16 | z[i3 + 59 | 0] << 24); + w[a2 + 56 | 0] = i3; + w[a2 + 57 | 0] = i3 >>> 8; + w[a2 + 58 | 0] = i3 >>> 16; + w[a2 + 59 | 0] = i3 >>> 24; + w[a2 + 60 | 0] = m2; + w[a2 + 61 | 0] = m2 >>> 8; + w[a2 + 62 | 0] = m2 >>> 16; + w[a2 + 63 | 0] = m2 >>> 24; + w[a2 + 48 | 0] = k; + w[a2 + 49 | 0] = k >>> 8; + w[a2 + 50 | 0] = k >>> 16; + w[a2 + 51 | 0] = k >>> 24; + w[a2 + 52 | 0] = f; + w[a2 + 53 | 0] = f >>> 8; + w[a2 + 54 | 0] = f >>> 16; + w[a2 + 55 | 0] = f >>> 24; + w[a2 + 40 | 0] = l; + w[a2 + 41 | 0] = l >>> 8; + w[a2 + 42 | 0] = l >>> 16; + w[a2 + 43 | 0] = l >>> 24; + w[a2 + 44 | 0] = h; + w[a2 + 45 | 0] = h >>> 8; + w[a2 + 46 | 0] = h >>> 16; + w[a2 + 47 | 0] = h >>> 24; + f = a2 + 32 | 0; + w[f | 0] = r; + w[f + 1 | 0] = r >>> 8; + w[f + 2 | 0] = r >>> 16; + w[f + 3 | 0] = r >>> 24; + w[f + 4 | 0] = t2; + w[f + 5 | 0] = t2 >>> 8; + w[f + 6 | 0] = t2 >>> 16; + w[f + 7 | 0] = t2 >>> 24; + jb(p); + Xa(H2, p); + Ya(a2, H2); + Aa(n2); + if (g) { + ka(n2, 39216, 34, 0); + } + g = H2 + 352 | 0; + ka(g, a2, 64, 0); + ka(g, c2, d, e); + o2 = H2 + 160 | 0; + sa(g, o2); + jb(o2); + w[H2 + 288 | 0] = z[H2 + 288 | 0] & 248; + w[H2 + 319 | 0] = z[H2 + 319 | 0] & 63 | 64; + u = H2 + 288 | 0; + a2 = u; + c2 = z[a2 + 23 | 0]; + P2 = z[a2 + 21 | 0] | z[a2 + 22 | 0] << 8 | c2 << 16 & 2031616; + Q2 = (z[o2 + 28 | 0] | z[o2 + 29 | 0] << 8 | (z[o2 + 30 | 0] << 16 | z[o2 + 31 | 0] << 24)) >>> 7 | 0; + l = te(P2, 0, Q2, 0); + k = U; + a2 = z[o2 + 27 | 0]; + c2 = 0; + h = z[o2 + 23 | 0] | z[o2 + 24 | 0] << 8 | (z[o2 + 25 | 0] << 16 | z[o2 + 26 | 0] << 24); + e = a2 << 8 | h >>> 24; + d = z[o2 + 28 | 0]; + a2 = 0; + d = d << 16; + t2 = a2 | c2; + c2 = d | e; + R2 = ((t2 & 3) << 30 | c2 >>> 2) & 2097151; + g = z[u + 23 | 0] | z[u + 24 | 0] << 8 | (z[u + 25 | 0] << 16 | z[u + 26 | 0] << 24); + S2 = g >>> 5 & 2097151; + a2 = te(R2, 0, S2, 0); + e = a2 + l | 0; + c2 = U + k | 0; + d = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + c2 = z[o2 + 23 | 0]; + V2 = c2 << 16 & 2031616 | (z[o2 + 21 | 0] | z[o2 + 22 | 0] << 8); + W2 = (z[u + 28 | 0] | z[u + 29 | 0] << 8 | (z[u + 30 | 0] << 16 | z[u + 31 | 0] << 24)) >>> 7 | 0; + a2 = te(V2, 0, W2, 0); + c2 = a2 + e | 0; + d = U + d | 0; + k = c2; + e = a2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; + a2 = z[u + 27 | 0]; + d = 0; + g = a2 << 8 | g >>> 24; + a2 = z[u + 28 | 0]; + c2 = 0; + a2 = a2 << 16; + d = c2 | d; + c2 = a2 | g; + X = ((d & 3) << 30 | c2 >>> 2) & 2097151; + Y = h >>> 5 & 2097151; + a2 = te(X, 0, Y, 0); + d = a2 + k | 0; + c2 = U + e | 0; + i3 = d; + e = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + h = te(S2, 0, Y, 0); + k = U; + a2 = z[u + 19 | 0]; + c2 = 0; + E2 = z[u + 15 | 0] | z[u + 16 | 0] << 8 | (z[u + 17 | 0] << 16 | z[u + 18 | 0] << 24); + g = a2 << 8 | E2 >>> 24; + a2 = z[u + 20 | 0]; + a2 = a2 << 16; + d = c2 | c2; + c2 = a2 | g; + Z = (d & 7) << 29 | c2 >>> 3; + t2 = d >>> 3 | 0; + c2 = te(Z, t2, Q2, 0); + d = c2 + h | 0; + a2 = U + k | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(P2, j, R2, j); + g = c2 + d | 0; + d = U + a2 | 0; + h = g; + c2 = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + a2 = z[o2 + 19 | 0]; + d = 0; + B2 = z[o2 + 15 | 0] | z[o2 + 16 | 0] << 8 | (z[o2 + 17 | 0] << 16 | z[o2 + 18 | 0] << 24); + k = a2 << 8 | B2 >>> 24; + g = z[o2 + 20 | 0]; + a2 = 0; + g = g << 16; + l = a2 | d; + d = g | k; + _ = (l & 7) << 29 | d >>> 3; + $2 = l >>> 3 | 0; + a2 = te(_, $2, W2, 0); + d = a2 + h | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(V2, j, X, j); + p = a2 + d | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > p >>> 0 ? c2 + 1 | 0 : c2; + r = c2; + a2 = c2 - ((p >>> 0 < 4293918720) - 1 | 0) | 0; + v2 = a2; + c2 = a2 >>> 21 | 0; + l = p - -1048576 | 0; + a2 = (a2 & 2097151) << 11 | l >>> 21; + i3 = a2 + i3 | 0; + d = c2 + e | 0; + d = a2 >>> 0 > i3 >>> 0 ? d + 1 | 0 : d; + h = d; + a2 = d - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; + A2 = a2; + k = i3 - -1048576 | 0; + m2 = (a2 & 2097151) << 11 | k >>> 21; + g = a2 >>> 21 | 0; + a2 = te(W2, 0, Y, 0); + c2 = U; + d = a2; + a2 = te(Q2, 0, S2, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(R2, j, X, j); + x2 = a2 + d | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > x2 >>> 0 ? a2 + 1 | 0 : a2; + d = x2 - -1048576 | 0; + c2 = d & -2097152; + n2 = x2 - c2 | 0; + e = a2 - ((x2 >>> 0 < 4293918720) - 1 | 0) | 0; + c2 = (a2 - ((e & 131071) + (c2 >>> 0 > x2 >>> 0) | 0) | 0) + g | 0; + a2 = m2 + n2 | 0; + c2 = a2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + Ga2 = c2; + Ha2 = a2; + n2 = te(a2, c2, 470296, 0); + m2 = U; + c2 = te(Q2, 0, X, j); + a2 = U; + g = c2; + c2 = te(R2, j, W2, 0); + g = g + c2 | 0; + a2 = U + a2 | 0; + c2 = c2 >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; + a2 = e >>> 21 | 0; + e = (e & 2097151) << 11 | d >>> 21; + g = e + g | 0; + d = a2 + c2 | 0; + d = e >>> 0 > g >>> 0 ? d + 1 | 0 : d; + e = d - ((g >>> 0 < 4293918720) - 1 | 0) | 0; + J2 = e; + I2 = g - -1048576 | 0; + c2 = I2 & -2097152; + a2 = g - c2 | 0; + g = d - ((e & 131071) + (c2 >>> 0 > g >>> 0) | 0) | 0; + Ia2 = g; + d = k & -2097152; + c2 = i3 - d | 0; + Ja2 = c2; + e = h - ((d >>> 0 > i3 >>> 0) + A2 | 0) | 0; + Ka2 = e; + La2 = a2; + d = te(a2, g, 666643, 0); + g = d + n2 | 0; + a2 = U + m2 | 0; + a2 = d >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; + d = te(c2, e, 654183, 0); + e = d + g | 0; + c2 = U + a2 | 0; + q = e; + k = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + a2 = l & -2097152; + x2 = p - a2 | 0; + v2 = r - ((a2 >>> 0 > p >>> 0) + v2 | 0) | 0; + c2 = te(R2, j, Z, t2); + d = U; + a2 = c2; + aa = E2 >>> 6 & 2097151; + c2 = te(aa, 0, Q2, 0); + e = a2 + c2 | 0; + a2 = U + d | 0; + a2 = c2 >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(S2, 0, V2, j); + e = c2 + e | 0; + d = U + a2 | 0; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + a2 = te(P2, j, Y, 0); + e = a2 + e | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + ba2 = B2 >>> 6 & 2097151; + d = te(W2, 0, ba2, 0); + e = d + e | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + d = te(X, j, _, $2); + e = d + e | 0; + c2 = U + a2 | 0; + p = e; + g = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + a2 = z[u + 14 | 0]; + c2 = 0; + r = z[u + 10 | 0] | z[u + 11 | 0] << 8 | (z[u + 12 | 0] << 16 | z[u + 13 | 0] << 24); + e = a2 << 8 | r >>> 24; + d = z[u + 15 | 0]; + a2 = 0; + d = d << 16; + c2 = a2 | c2; + a2 = d | e; + ca2 = ((c2 & 1) << 31 | a2 >>> 1) & 2097151; + c2 = te(ca2, 0, Q2, 0); + a2 = U; + d = c2; + c2 = te(R2, j, aa, 0); + d = d + c2 | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(Y, 0, Z, t2); + e = c2 + d | 0; + d = U + a2 | 0; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + a2 = te(S2, 0, _, $2); + e = a2 + e | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(P2, j, V2, j); + d = a2 + e | 0; + c2 = U + c2 | 0; + l = d; + e = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = z[o2 + 14 | 0]; + c2 = 0; + i3 = z[o2 + 10 | 0] | z[o2 + 11 | 0] << 8 | (z[o2 + 12 | 0] << 16 | z[o2 + 13 | 0] << 24); + h = a2 << 8 | i3 >>> 24; + a2 = z[o2 + 15 | 0]; + a2 = a2 << 16 | h; + c2 = c2 | c2; + da2 = ((c2 & 1) << 31 | a2 >>> 1) & 2097151; + c2 = te(da2, 0, W2, 0); + d = c2 + l | 0; + a2 = U + e | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(X, j, ba2, 0); + l = c2 + d | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > l >>> 0 ? a2 + 1 | 0 : a2; + h = a2; + c2 = a2 - ((l >>> 0 < 4293918720) - 1 | 0) | 0; + K2 = c2; + a2 = c2 >>> 21 | 0; + n2 = l - -1048576 | 0; + c2 = (c2 & 2097151) << 11 | n2 >>> 21; + A2 = c2 + p | 0; + d = a2 + g | 0; + d = c2 >>> 0 > A2 >>> 0 ? d + 1 | 0 : d; + m2 = d; + c2 = d - ((A2 >>> 0 < 4293918720) - 1 | 0) | 0; + F2 = c2; + a2 = c2 >>> 21 | 0; + p = A2 - -1048576 | 0; + d = (c2 & 2097151) << 11 | p >>> 21; + c2 = d + x2 | 0; + a2 = a2 + v2 | 0; + a2 = c2 >>> 0 < d >>> 0 ? a2 + 1 | 0 : a2; + Ma2 = a2; + Na2 = c2; + a2 = te(c2, a2, -997805, -1); + d = a2 + q | 0; + c2 = U + k | 0; + q = d; + k = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + s2 = H2 + 224 | 0; + N2 = z[s2 + 23 | 0] | z[s2 + 24 | 0] << 8 | (z[s2 + 25 | 0] << 16 | z[s2 + 26 | 0] << 24); + x2 = N2 >>> 5 & 2097151; + a2 = z[u + 2 | 0]; + ea2 = a2 << 16 & 2031616 | (z[u | 0] | z[u + 1 | 0] << 8); + d = te(ea2, 0, Y, 0); + c2 = U; + g = z[u + 2 | 0] | z[u + 3 | 0] << 8 | (z[u + 4 | 0] << 16 | z[u + 5 | 0] << 24); + fa2 = g >>> 5 & 2097151; + a2 = te(V2, j, fa2, 0); + e = a2 + d | 0; + d = U + c2 | 0; + d = a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + ha2 = (z[u + 7 | 0] | z[u + 8 | 0] << 8 | (z[u + 9 | 0] << 16 | z[u + 10 | 0] << 24)) >>> 7 & 2097151; + a2 = te(ha2, 0, ba2, 0); + e = a2 + e | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + ia2 = r >>> 4 & 2097151; + d = te(da2, j, ia2, 0); + e = d + e | 0; + a2 = U + c2 | 0; + r = e; + e = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = z[u + 6 | 0]; + a2 = 0; + g = c2 << 8 | g >>> 24; + d = a2; + a2 = z[u + 7 | 0]; + c2 = 0; + a2 = a2 << 16 | g; + c2 = c2 | d; + ja2 = ((c2 & 3) << 30 | a2 >>> 2) & 2097151; + c2 = te(ja2, 0, _, $2); + d = c2 + r | 0; + a2 = U + e | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + la2 = (z[o2 + 7 | 0] | z[o2 + 8 | 0] << 8 | (z[o2 + 9 | 0] << 16 | z[o2 + 10 | 0] << 24)) >>> 7 & 2097151; + c2 = te(aa, 0, la2, 0); + e = c2 + d | 0; + d = U + a2 | 0; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + G2 = i3 >>> 4 & 2097151; + c2 = te(ca2, j, G2, 0); + e = c2 + e | 0; + a2 = U + d | 0; + g = c2 >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = z[o2 + 6 | 0]; + a2 = 0; + i3 = z[o2 + 2 | 0] | z[o2 + 3 | 0] << 8 | (z[o2 + 4 | 0] << 16 | z[o2 + 5 | 0] << 24); + r = c2 << 8 | i3 >>> 24; + c2 = a2; + a2 = z[o2 + 7 | 0]; + d = 0; + a2 = a2 << 16 | r; + c2 = c2 | d; + ma2 = ((c2 & 3) << 30 | a2 >>> 2) & 2097151; + a2 = te(Z, t2, ma2, 0); + d = a2 + e | 0; + c2 = U + g | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = z[o2 + 2 | 0]; + e = d; + na2 = a2 << 16 & 2031616 | (z[o2 | 0] | z[o2 + 1 | 0] << 8); + d = te(na2, 0, S2, 0); + e = e + d | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + oa2 = i3 >>> 5 & 2097151; + c2 = te(P2, j, oa2, 0); + d = c2 + e | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = d; + d = d + x2 | 0; + c2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + r = d; + g = c2; + e = z[s2 + 21 | 0] | z[s2 + 22 | 0] << 8; + a2 = te(V2, j, ea2, j); + c2 = U; + d = a2; + a2 = te(_, $2, fa2, 0); + i3 = d + a2 | 0; + d = U + c2 | 0; + d = a2 >>> 0 > i3 >>> 0 ? d + 1 | 0 : d; + a2 = te(da2, j, ha2, 0); + i3 = a2 + i3 | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(ia2, 0, G2, 0); + d = a2 + i3 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(ba2, 0, ja2, j); + i3 = a2 + d | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(aa, 0, ma2, j); + d = c2 + i3 | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(ca2, j, la2, 0); + i3 = c2 + d | 0; + d = U + a2 | 0; + d = c2 >>> 0 > i3 >>> 0 ? d + 1 | 0 : d; + a2 = te(Z, t2, oa2, 0); + i3 = a2 + i3 | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(P2, j, na2, j); + d = a2 + i3 | 0; + c2 = U + c2 | 0; + a2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + c2 = d; + d = d + e | 0; + c2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + a2 = z[s2 + 23 | 0]; + e = d; + d = a2 << 16 & 2031616; + e = e + d | 0; + a2 = c2; + a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + d = a2; + a2 = a2 - ((e >>> 0 < 4293918720) - 1 | 0) | 0; + o2 = a2; + c2 = a2 >>> 21 | 0; + i3 = e - -1048576 | 0; + a2 = (a2 & 2097151) << 11 | i3 >>> 21; + r = a2 + r | 0; + c2 = c2 + g | 0; + g = r; + c2 = g >>> 0 < a2 >>> 0 ? c2 + 1 | 0 : c2; + a2 = c2 + k | 0; + k = g + q | 0; + a2 = k >>> 0 < g >>> 0 ? a2 + 1 | 0 : a2; + B2 = g - -1048576 | 0; + g = c2 - ((g >>> 0 < 4293918720) - 1 | 0) | 0; + C2 = g; + c2 = B2 & -2097152; + D2 = k - c2 | 0; + L2 = a2 - ((c2 >>> 0 > k >>> 0) + g | 0) | 0; + r = e; + k = d; + a2 = te(Ja2, Ka2, 470296, 0); + c2 = U; + d = a2; + a2 = te(Ha2, Ga2, 666643, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(Na2, Ma2, 654183, 0); + e = a2 + d | 0; + a2 = U + c2 | 0; + E2 = e; + g = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(_, $2, ea2, j); + a2 = U; + d = c2; + c2 = te(ba2, 0, fa2, 0); + d = d + c2 | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = d; + d = te(ha2, 0, G2, 0); + e = c2 + d | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(ia2, 0, la2, 0); + e = a2 + e | 0; + d = U + c2 | 0; + d = a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + a2 = te(da2, j, ja2, j); + e = a2 + e | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = te(aa, 0, oa2, 0); + e = d + e | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(ca2, j, ma2, j); + d = c2 + e | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = d; + d = te(Z, t2, na2, j); + e = c2 + d | 0; + c2 = U + a2 | 0; + x2 = e; + d = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + a2 = z[s2 + 19 | 0]; + c2 = 0; + q = z[s2 + 15 | 0] | z[s2 + 16 | 0] << 8 | (z[s2 + 17 | 0] << 16 | z[s2 + 18 | 0] << 24); + v2 = a2 << 8 | q >>> 24; + e = z[s2 + 20 | 0]; + a2 = 0; + e = e << 16; + M2 = a2 | c2; + c2 = e | v2; + d = (M2 >>> 3 | 0) + d | 0; + c2 = (M2 & 7) << 29 | c2 >>> 3; + e = c2 + x2 | 0; + x2 = e; + e = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + v2 = q >>> 6 & 2097151; + a2 = te(ba2, 0, ea2, j); + c2 = U; + d = a2; + a2 = te(da2, j, fa2, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(ha2, 0, la2, 0); + q = a2 + d | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > q >>> 0 ? a2 + 1 | 0 : a2; + d = te(ia2, 0, ma2, j); + q = d + q | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > q >>> 0 ? c2 + 1 | 0 : c2; + d = te(ja2, j, G2, 0); + q = d + q | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > q >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(aa, 0, na2, j); + q = c2 + q | 0; + d = U + a2 | 0; + d = c2 >>> 0 > q >>> 0 ? d + 1 | 0 : d; + a2 = te(ca2, j, oa2, 0); + q = a2 + q | 0; + c2 = U + d | 0; + a2 = a2 >>> 0 > q >>> 0 ? c2 + 1 | 0 : c2; + pa2 = q + v2 | 0; + a2 = pa2 >>> 0 < q >>> 0 ? a2 + 1 | 0 : a2; + xa2 = a2; + a2 = a2 - ((pa2 >>> 0 < 4293918720) - 1 | 0) | 0; + Va2 = a2; + va2 = pa2 - -1048576 | 0; + d = (a2 & 2097151) << 11 | va2 >>> 21; + ya2 = d + x2 | 0; + a2 = (a2 >>> 21 | 0) + e | 0; + a2 = d >>> 0 > ya2 >>> 0 ? a2 + 1 | 0 : a2; + za2 = a2; + a2 = a2 - ((ya2 >>> 0 < 4293918720) - 1 | 0) | 0; + Wa2 = a2; + ra2 = ya2 - -1048576 | 0; + d = (a2 & 2097151) << 11 | ra2 >>> 21; + e = d + E2 | 0; + a2 = (a2 >>> 21 | 0) + g | 0; + c2 = (d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2) + k | 0; + d = e + r | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + a2 = i3 & -2097152; + k = d - a2 | 0; + a2 = c2 - ((a2 >>> 0 > d >>> 0) + o2 | 0) | 0; + o2 = a2; + a2 = a2 - ((k >>> 0 < 4293918720) - 1 | 0) | 0; + Za2 = a2; + ta2 = k - -1048576 | 0; + d = (a2 & 2097151) << 11 | ta2 >>> 21; + g = d + D2 | 0; + a2 = (a2 >> 21) + L2 | 0; + a2 = d >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; + e = a2; + a2 = a2 - ((g >>> 0 < 4293918720) - 1 | 0) | 0; + Oa2 = a2; + E2 = g - -1048576 | 0; + ua2 = (a2 & 2097151) << 11 | E2 >>> 21; + r = a2 >> 21; + a2 = p & -2097152; + M2 = A2 - a2 | 0; + F2 = m2 - ((a2 >>> 0 > A2 >>> 0) + F2 | 0) | 0; + a2 = te(Q2, 0, W2, 0); + c2 = U; + wa2 = c2; + D2 = a2; + q = a2 - -1048576 | 0; + c2 = c2 - ((a2 >>> 0 < 4293918720) - 1 | 0) | 0; + qa2 = c2; + a2 = c2 >>> 21 | 0; + Pa2 = a2; + Fa2 = (c2 & 2097151) << 11 | q >>> 21; + a2 = te(Fa2, a2, -683901, -1); + d = a2 + l | 0; + c2 = U + h | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = n2 & -2097152; + p = d - a2 | 0; + i3 = c2 - ((a2 >>> 0 > d >>> 0) + K2 | 0) | 0; + c2 = te(Y, 0, aa, 0); + a2 = U; + d = c2; + c2 = te(Q2, 0, ia2, 0); + d = d + c2 | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(R2, j, ca2, j); + d = c2 + d | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = d; + d = te(V2, j, Z, t2); + h = c2 + d | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(S2, 0, ba2, 0); + h = a2 + h | 0; + d = U + c2 | 0; + d = a2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + a2 = te(P2, j, _, $2); + h = a2 + h | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + d = te(W2, 0, G2, 0); + h = d + h | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(X, j, da2, j); + d = c2 + h | 0; + a2 = U + a2 | 0; + l = d; + h = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + a2 = te(R2, j, ia2, 0); + c2 = U; + d = a2; + a2 = te(Q2, 0, ha2, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(V2, j, aa, 0); + m2 = a2 + d | 0; + d = U + c2 | 0; + d = a2 >>> 0 > m2 >>> 0 ? d + 1 | 0 : d; + a2 = te(Y, 0, ca2, j); + m2 = a2 + m2 | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; + d = te(Z, t2, _, $2); + m2 = d + m2 | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > m2 >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(S2, 0, da2, j); + d = c2 + m2 | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = d; + d = te(P2, j, ba2, 0); + m2 = c2 + d | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(W2, 0, la2, 0); + m2 = a2 + m2 | 0; + d = U + c2 | 0; + d = a2 >>> 0 > m2 >>> 0 ? d + 1 | 0 : d; + a2 = te(X, j, G2, 0); + x2 = a2 + m2 | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > x2 >>> 0 ? c2 + 1 | 0 : c2; + v2 = c2; + a2 = c2 - ((x2 >>> 0 < 4293918720) - 1 | 0) | 0; + Ca2 = a2; + A2 = x2 - -1048576 | 0; + c2 = (a2 & 2097151) << 11 | A2 >>> 21; + K2 = c2 + l | 0; + a2 = (a2 >>> 21 | 0) + h | 0; + a2 = c2 >>> 0 > K2 >>> 0 ? a2 + 1 | 0 : a2; + n2 = a2; + a2 = a2 - ((K2 >>> 0 < 4293918720) - 1 | 0) | 0; + O2 = a2; + d = a2 >>> 21 | 0; + m2 = K2 - -1048576 | 0; + a2 = (a2 & 2097151) << 11 | m2 >>> 21; + L2 = a2 + p | 0; + c2 = d + i3 | 0; + c2 = a2 >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2; + p = c2; + a2 = c2 - ((L2 >>> 0 < 4293918720) - 1 | 0) | 0; + Ba2 = a2; + i3 = L2 - -1048576 | 0; + h = (a2 & 2097151) << 11 | i3 >>> 21; + c2 = h + M2 | 0; + a2 = (a2 >> 21) + F2 | 0; + a2 = c2 >>> 0 < h >>> 0 ? a2 + 1 | 0 : a2; + Qa2 = a2; + Ra2 = c2; + a2 = te(c2, a2, -683901, -1); + d = a2 + ua2 | 0; + c2 = U + r | 0; + ua2 = d; + r = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(R2, j, ea2, j); + c2 = U; + d = a2; + a2 = te(Y, 0, fa2, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(_, $2, ha2, 0); + h = a2 + d | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(ba2, 0, ia2, 0); + h = c2 + h | 0; + d = U + a2 | 0; + d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + c2 = te(V2, j, ja2, j); + h = c2 + h | 0; + a2 = U + d | 0; + a2 = c2 >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + d = te(aa, 0, G2, 0); + h = d + h | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(ca2, j, da2, j); + d = a2 + h | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(Z, t2, la2, 0); + h = a2 + d | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(S2, 0, oa2, 0); + h = c2 + h | 0; + d = U + a2 | 0; + d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + c2 = te(P2, j, ma2, j); + h = c2 + h | 0; + a2 = U + d | 0; + a2 = c2 >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + d = te(X, j, na2, j); + h = d + h | 0; + c2 = U + a2 | 0; + F2 = h; + d = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + a2 = z[s2 + 27 | 0]; + c2 = 0; + l = a2 << 8 | N2 >>> 24; + h = z[s2 + 28 | 0]; + a2 = 0; + h = h << 16; + c2 = a2 | c2; + a2 = h | l; + h = ((c2 & 3) << 30 | a2 >>> 2) & 2097151; + a2 = h + F2 | 0; + c2 = d; + l = a2; + h = a2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + M2 = te(La2, Ia2, 470296, 0); + F2 = U; + d = (J2 & 2097151) << 11 | I2 >>> 21; + c2 = q & -2097152; + a2 = d + (D2 - c2 | 0) | 0; + c2 = wa2 - ((qa2 & 524287) + (c2 >>> 0 > D2 >>> 0) | 0) + (J2 >>> 21) | 0; + c2 = a2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + Sa2 = c2; + Ta2 = a2; + c2 = te(a2, c2, 666643, 0); + d = c2 + M2 | 0; + a2 = U + F2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(Ha2, Ga2, 654183, 0); + q = c2 + d | 0; + d = U + a2 | 0; + d = c2 >>> 0 > q >>> 0 ? d + 1 | 0 : d; + c2 = te(Ja2, Ka2, -997805, -1); + q = c2 + q | 0; + a2 = U + d | 0; + a2 = c2 >>> 0 > q >>> 0 ? a2 + 1 | 0 : a2; + d = te(Na2, Ma2, 136657, 0); + q = d + q | 0; + c2 = U + a2 | 0; + a2 = (C2 & 2097151) << 11 | B2 >>> 21; + B2 = a2 + q | 0; + c2 = (C2 >>> 21 | 0) + (d >>> 0 > q >>> 0 ? c2 + 1 | 0 : c2) | 0; + wa2 = l - -1048576 | 0; + q = h - ((l >>> 0 < 4293918720) - 1 | 0) | 0; + qa2 = q; + a2 = (a2 >>> 0 > B2 >>> 0 ? c2 + 1 | 0 : c2) + h | 0; + h = l + B2 | 0; + a2 = h >>> 0 < B2 >>> 0 ? a2 + 1 | 0 : a2; + d = wa2 & -2097152; + c2 = h - d | 0; + a2 = a2 - ((d >>> 0 > h >>> 0) + q | 0) | 0; + d = a2 + r | 0; + l = c2 + ua2 | 0; + d = l >>> 0 < c2 >>> 0 ? d + 1 | 0 : d; + h = a2 - ((c2 >>> 0 < 4293918720) - 1 | 0) | 0; + M2 = h; + F2 = c2 - -1048576 | 0; + c2 = F2 & -2097152; + a2 = l - c2 | 0; + D2 = d - ((c2 >>> 0 > l >>> 0) + h | 0) | 0; + N2 = a2; + h = g; + g = e; + a2 = i3 & -2097152; + Ea2 = L2 - a2 | 0; + q = p - ((a2 >>> 0 > L2 >>> 0) + Ba2 | 0) | 0; + a2 = te(Ta2, Sa2, -683901, -1); + c2 = U; + d = a2; + a2 = te(Fa2, Pa2, 136657, 0); + e = d + a2 | 0; + d = U + c2 | 0; + c2 = n2 + (a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) | 0; + d = e + K2 | 0; + c2 = d >>> 0 < K2 >>> 0 ? c2 + 1 | 0 : c2; + a2 = m2 & -2097152; + m2 = d - a2 | 0; + p = c2 - ((a2 >>> 0 > d >>> 0) + O2 | 0) | 0; + c2 = te(Fa2, Pa2, -997805, -1); + d = c2 + x2 | 0; + a2 = U + v2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(Ta2, Sa2, 136657, 0); + e = c2 + d | 0; + d = U + a2 | 0; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + a2 = te(La2, Ia2, -683901, -1); + e = a2 + e | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + a2 = A2 & -2097152; + i3 = e - a2 | 0; + r = c2 - ((a2 >>> 0 > e >>> 0) + Ca2 | 0) | 0; + c2 = te(Y, 0, ia2, 0); + a2 = U; + d = c2; + c2 = te(R2, j, ha2, 0); + d = d + c2 | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(Q2, 0, ja2, j); + e = c2 + d | 0; + d = U + a2 | 0; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + a2 = te(_, $2, aa, 0); + e = a2 + e | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = te(V2, j, ca2, j); + e = d + e | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + d = te(Z, t2, ba2, 0); + e = d + e | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = te(S2, 0, G2, 0); + e = d + e | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(P2, j, da2, j); + e = c2 + e | 0; + d = U + a2 | 0; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + a2 = te(W2, 0, ma2, j); + e = a2 + e | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = te(X, j, la2, 0); + e = d + e | 0; + a2 = U + c2 | 0; + l = e; + e = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + a2 = te(Y, 0, ha2, 0); + c2 = U; + d = a2; + a2 = te(Q2, 0, fa2, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(V2, j, ia2, 0); + n2 = a2 + d | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > n2 >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(R2, j, ja2, j); + n2 = c2 + n2 | 0; + d = U + a2 | 0; + d = c2 >>> 0 > n2 >>> 0 ? d + 1 | 0 : d; + a2 = te(aa, 0, ba2, 0); + n2 = a2 + n2 | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; + d = te(_, $2, ca2, j); + n2 = d + n2 | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > n2 >>> 0 ? a2 + 1 | 0 : a2; + d = te(Z, t2, da2, j); + n2 = d + n2 | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; + d = te(S2, 0, la2, 0); + n2 = d + n2 | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > n2 >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(P2, j, G2, 0); + n2 = c2 + n2 | 0; + d = U + a2 | 0; + d = c2 >>> 0 > n2 >>> 0 ? d + 1 | 0 : d; + a2 = te(W2, 0, oa2, 0); + n2 = a2 + n2 | 0; + c2 = U + d | 0; + d = te(X, j, ma2, j); + Ba2 = d + n2 | 0; + a2 = U + (a2 >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2) | 0; + a2 = d >>> 0 > Ba2 >>> 0 ? a2 + 1 | 0 : a2; + L2 = a2; + a2 = a2 - ((Ba2 >>> 0 < 4293918720) - 1 | 0) | 0; + ab2 = a2; + J2 = Ba2 - -1048576 | 0; + d = (a2 & 2097151) << 11 | J2 >>> 21; + ua2 = d + l | 0; + a2 = (a2 >>> 21 | 0) + e | 0; + a2 = d >>> 0 > ua2 >>> 0 ? a2 + 1 | 0 : a2; + I2 = a2; + a2 = a2 - ((ua2 >>> 0 < 4293918720) - 1 | 0) | 0; + bb2 = a2; + C2 = ua2 - -1048576 | 0; + d = (a2 & 2097151) << 11 | C2 >>> 21; + K2 = d + i3 | 0; + a2 = (a2 >>> 21 | 0) + r | 0; + a2 = d >>> 0 > K2 >>> 0 ? a2 + 1 | 0 : a2; + B2 = a2; + a2 = a2 - ((K2 >>> 0 < 4293918720) - 1 | 0) | 0; + cb2 = a2; + v2 = K2 - -1048576 | 0; + d = (a2 & 2097151) << 11 | v2 >>> 21; + i3 = d + m2 | 0; + a2 = (a2 >> 21) + p | 0; + a2 = d >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; + e = a2; + a2 = a2 - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; + p = a2; + d = i3 - -1048576 | 0; + r = (a2 & 2097151) << 11 | d >>> 21; + l = r + Ea2 | 0; + a2 = (a2 >> 21) + q | 0; + a2 = l >>> 0 < r >>> 0 ? a2 + 1 | 0 : a2; + Ca2 = a2; + O2 = l; + a2 = te(l, a2, -683901, -1); + c2 = U; + l = a2; + a2 = te(Ra2, Qa2, 136657, 0); + l = l + a2 | 0; + c2 = U + c2 | 0; + a2 = (a2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2) + g | 0; + g = h + l | 0; + a2 = g >>> 0 < l >>> 0 ? a2 + 1 | 0 : a2; + c2 = E2 & -2097152; + _a2 = g - c2 | 0; + $a2 = a2 - ((c2 >>> 0 > g >>> 0) + Oa2 | 0) | 0; + r = k; + l = o2; + k = te(O2, Ca2, 136657, 0); + g = U; + c2 = d & -2097152; + a2 = i3 - c2 | 0; + Ea2 = a2; + e = e - ((c2 >>> 0 > i3 >>> 0) + p | 0) | 0; + Ua2 = e; + d = te(Ra2, Qa2, -997805, -1); + k = d + k | 0; + c2 = U + g | 0; + c2 = d >>> 0 > k >>> 0 ? c2 + 1 | 0 : c2; + d = te(a2, e, -683901, -1); + e = d + k | 0; + a2 = U + c2 | 0; + Oa2 = e; + h = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + a2 = te(Na2, Ma2, 470296, 0); + c2 = U; + d = a2; + a2 = te(Ja2, Ka2, 666643, 0); + e = d + a2 | 0; + d = U + c2 | 0; + c2 = za2 + (a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) | 0; + a2 = e + ya2 | 0; + c2 = a2 >>> 0 < ya2 >>> 0 ? c2 + 1 | 0 : c2; + E2 = a2; + g = c2; + c2 = te(Na2, Ma2, 666643, 0); + d = c2 + pa2 | 0; + a2 = U + xa2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = va2 & -2097152; + m2 = d - c2 | 0; + x2 = a2 - ((c2 >>> 0 > d >>> 0) + Va2 | 0) | 0; + c2 = te(da2, j, ea2, j); + a2 = U; + d = c2; + c2 = te(fa2, 0, G2, 0); + d = d + c2 | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = d; + d = te(ha2, 0, ma2, j); + e = c2 + d | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = te(ia2, 0, oa2, 0); + e = d + e | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(ja2, j, la2, 0); + e = c2 + e | 0; + d = U + a2 | 0; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + a2 = te(ca2, j, na2, j); + e = a2 + e | 0; + c2 = U + d | 0; + i3 = e; + e = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + a2 = z[s2 + 14 | 0]; + c2 = 0; + p = z[s2 + 10 | 0] | z[s2 + 11 | 0] << 8 | (z[s2 + 12 | 0] << 16 | z[s2 + 13 | 0] << 24); + k = a2 << 8 | p >>> 24; + a2 = z[s2 + 15 | 0]; + d = 0; + a2 = k | a2 << 16; + c2 = c2 | d; + c2 = ((c2 & 1) << 31 | a2 >>> 1) & 2097151; + d = c2 + i3 | 0; + a2 = e; + i3 = d; + e = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + k = p >>> 4 & 2097151; + a2 = te(ea2, j, G2, 0); + c2 = U; + d = a2; + a2 = te(fa2, 0, la2, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(ha2, 0, oa2, 0); + d = a2 + d | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(ia2, 0, na2, j); + p = a2 + d | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > p >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(ja2, j, ma2, j); + p = c2 + p | 0; + d = U + a2 | 0; + a2 = c2 >>> 0 > p >>> 0 ? d + 1 | 0 : d; + va2 = k + p | 0; + a2 = va2 >>> 0 < p >>> 0 ? a2 + 1 | 0 : a2; + o2 = a2; + a2 = a2 - ((va2 >>> 0 < 4293918720) - 1 | 0) | 0; + db2 = a2; + d = a2 >>> 21 | 0; + q = va2 - -1048576 | 0; + a2 = (a2 & 2097151) << 11 | q >>> 21; + za2 = a2 + i3 | 0; + c2 = d + e | 0; + c2 = a2 >>> 0 > za2 >>> 0 ? c2 + 1 | 0 : c2; + A2 = c2; + a2 = c2 - ((za2 >>> 0 < 4293918720) - 1 | 0) | 0; + eb2 = a2; + n2 = za2 - -1048576 | 0; + c2 = (a2 & 2097151) << 11 | n2 >>> 21; + m2 = c2 + m2 | 0; + a2 = (a2 >>> 21 | 0) + x2 | 0; + a2 = c2 >>> 0 > m2 >>> 0 ? a2 + 1 | 0 : a2; + p = a2; + a2 = a2 - ((m2 >>> 0 < 4293918720) - 1 | 0) | 0; + fb2 = a2; + d = a2 >> 21; + i3 = m2 - -1048576 | 0; + a2 = (a2 & 2097151) << 11 | i3 >>> 21; + e = a2 + E2 | 0; + c2 = d + g | 0; + c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = ra2 & -2097152; + a2 = e - d | 0; + c2 = c2 - ((d >>> 0 > e >>> 0) + Wa2 | 0) | 0; + Va2 = c2; + ra2 = a2; + k = a2 - -1048576 | 0; + a2 = c2 - ((a2 >>> 0 < 4293918720) - 1 | 0) | 0; + Wa2 = a2; + c2 = a2 >> 21; + a2 = (a2 & 2097151) << 11 | k >>> 21; + e = a2 + Oa2 | 0; + d = c2 + h | 0; + c2 = (a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) + l | 0; + a2 = e; + e = e + r | 0; + c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = ta2 & -2097152; + a2 = e - d | 0; + c2 = c2 - ((d >>> 0 > e >>> 0) + Za2 | 0) | 0; + pa2 = c2; + l = a2; + g = a2 - -1048576 | 0; + a2 = c2 - ((a2 >>> 0 < 4293918720) - 1 | 0) | 0; + xa2 = a2; + c2 = a2 >> 21; + a2 = (a2 & 2097151) << 11 | g >>> 21; + h = a2 + _a2 | 0; + d = c2 + $a2 | 0; + d = a2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + a2 = d - ((h >>> 0 < 4293918720) - 1 | 0) | 0; + ta2 = a2; + E2 = N2 - -1048576 | 0; + x2 = D2 - ((N2 >>> 0 < 4293918720) - 1 | 0) | 0; + e = h - -1048576 | 0; + r = (a2 & 2097151) << 11 | e >>> 21; + N2 = r + N2 | 0; + a2 = (a2 >> 21) + D2 | 0; + c2 = E2 & -2097152; + Za2 = N2 - c2 | 0; + _a2 = (r >>> 0 > N2 >>> 0 ? a2 + 1 | 0 : a2) - ((c2 >>> 0 > N2 >>> 0) + x2 | 0) | 0; + a2 = e & -2097152; + $a2 = h - a2 | 0; + Oa2 = d - ((a2 >>> 0 > h >>> 0) + ta2 | 0) | 0; + a2 = g & -2097152; + ya2 = l - a2 | 0; + N2 = pa2 - ((a2 >>> 0 > l >>> 0) + xa2 | 0) | 0; + a2 = te(O2, Ca2, -997805, -1); + c2 = U; + d = a2; + a2 = te(Ra2, Qa2, 654183, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(Ea2, Ua2, 136657, 0); + e = a2 + d | 0; + a2 = U + c2 | 0; + c2 = Va2 + (d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2) | 0; + d = e + ra2 | 0; + c2 = d >>> 0 < ra2 >>> 0 ? c2 + 1 | 0 : c2; + a2 = k & -2097152; + pa2 = d - a2 | 0; + xa2 = c2 - ((a2 >>> 0 > d >>> 0) + Wa2 | 0) | 0; + a2 = v2 & -2097152; + ra2 = K2 - a2 | 0; + D2 = B2 - ((a2 >>> 0 > K2 >>> 0) + cb2 | 0) | 0; + c2 = te(Ta2, Sa2, -997805, -1); + a2 = U; + d = c2; + c2 = te(Fa2, Pa2, 654183, 0); + d = d + c2 | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = d; + d = te(La2, Ia2, 136657, 0); + e = c2 + d | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(Ha2, Ga2, -683901, -1); + e = a2 + e | 0; + d = U + c2 | 0; + c2 = I2 + (a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) | 0; + d = e + ua2 | 0; + c2 = d >>> 0 < ua2 >>> 0 ? c2 + 1 | 0 : c2; + a2 = C2 & -2097152; + v2 = d - a2 | 0; + B2 = c2 - ((a2 >>> 0 > d >>> 0) + bb2 | 0) | 0; + c2 = te(Ta2, Sa2, 654183, 0); + a2 = U; + d = c2; + c2 = te(Fa2, Pa2, 470296, 0); + d = d + c2 | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(La2, Ia2, -997805, -1); + e = c2 + d | 0; + d = U + a2 | 0; + c2 = L2 + (c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) | 0; + a2 = e + Ba2 | 0; + c2 = a2 >>> 0 < Ba2 >>> 0 ? c2 + 1 | 0 : c2; + d = a2; + a2 = te(Ha2, Ga2, 136657, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(Ja2, Ka2, -683901, -1); + e = a2 + d | 0; + a2 = U + c2 | 0; + c2 = J2 & -2097152; + k = e - c2 | 0; + g = (d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2) - ((c2 >>> 0 > e >>> 0) + ab2 | 0) | 0; + e = (z[s2 + 28 | 0] | z[s2 + 29 | 0] << 8 | (z[s2 + 30 | 0] << 16 | z[s2 + 31 | 0] << 24)) >>> 7 | 0; + a2 = te(Q2, 0, ea2, j); + c2 = U; + d = a2; + a2 = te(R2, j, fa2, 0); + h = d + a2 | 0; + d = U + c2 | 0; + d = a2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + a2 = te(V2, j, ha2, 0); + h = a2 + h | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + d = te(_, $2, ia2, 0); + h = d + h | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + d = te(Y, 0, ja2, j); + h = d + h | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + d = te(aa, 0, da2, j); + h = d + h | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(ba2, 0, ca2, j); + h = c2 + h | 0; + d = U + a2 | 0; + d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + a2 = te(Z, t2, G2, 0); + h = a2 + h | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + d = te(S2, 0, ma2, j); + h = d + h | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + d = te(P2, j, la2, 0); + h = d + h | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + d = te(W2, 0, na2, j); + h = d + h | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(X, j, oa2, 0); + h = c2 + h | 0; + d = U + a2 | 0; + d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + c2 = d; + a2 = e + h | 0; + c2 = a2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + d = (qa2 & 2097151) << 11 | wa2 >>> 21; + I2 = d + a2 | 0; + a2 = (qa2 >>> 21 | 0) + c2 | 0; + a2 = d >>> 0 > I2 >>> 0 ? a2 + 1 | 0 : a2; + r = a2; + c2 = a2 - ((I2 >>> 0 < 4293918720) - 1 | 0) | 0; + ta2 = c2; + a2 = c2 >>> 21 | 0; + t2 = I2 - -1048576 | 0; + c2 = (c2 & 2097151) << 11 | t2 >>> 21; + C2 = c2 + k | 0; + d = a2 + g | 0; + d = c2 >>> 0 > C2 >>> 0 ? d + 1 | 0 : d; + l = d; + c2 = d - ((C2 >>> 0 < 4293918720) - 1 | 0) | 0; + wa2 = c2; + a2 = c2 >> 21; + h = C2 - -1048576 | 0; + c2 = (c2 & 2097151) << 11 | h >>> 21; + v2 = c2 + v2 | 0; + a2 = a2 + B2 | 0; + a2 = c2 >>> 0 > v2 >>> 0 ? a2 + 1 | 0 : a2; + k = a2; + c2 = a2 - ((v2 >>> 0 < 4293918720) - 1 | 0) | 0; + J2 = c2; + a2 = c2 >> 21; + g = v2 - -1048576 | 0; + e = (c2 & 2097151) << 11 | g >>> 21; + c2 = e + ra2 | 0; + d = a2 + D2 | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + qa2 = d; + D2 = c2; + a2 = te(c2, d, -683901, -1); + d = a2 + pa2 | 0; + c2 = U + xa2 | 0; + B2 = d; + e = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + c2 = te(Ra2, Qa2, 470296, 0); + m2 = c2 + m2 | 0; + a2 = U + p | 0; + a2 = c2 >>> 0 > m2 >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(O2, Ca2, 654183, 0); + d = i3 & -2097152; + i3 = c2 + (m2 - d | 0) | 0; + a2 = U + (a2 - ((d >>> 0 > m2 >>> 0) + fb2 | 0) | 0) | 0; + a2 = c2 >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; + d = te(Ea2, Ua2, -997805, -1); + i3 = d + i3 | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2; + a2 = g & -2097152; + d = v2 - a2 | 0; + L2 = d; + k = k - ((a2 >>> 0 > v2 >>> 0) + J2 | 0) | 0; + G2 = k; + g = te(D2, qa2, 136657, 0); + i3 = g + i3 | 0; + a2 = U + c2 | 0; + d = te(d, k, -683901, -1); + p = d + i3 | 0; + c2 = U + (g >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2) | 0; + c2 = d >>> 0 > p >>> 0 ? c2 + 1 | 0 : c2; + k = c2; + a2 = c2 - ((p >>> 0 < 4293918720) - 1 | 0) | 0; + J2 = a2; + g = p - -1048576 | 0; + c2 = (a2 & 2097151) << 11 | g >>> 21; + i3 = c2 + B2 | 0; + a2 = (a2 >> 21) + e | 0; + a2 = c2 >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; + c2 = a2 - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; + v2 = c2; + e = i3 - -1048576 | 0; + m2 = (c2 & 2097151) << 11 | e >>> 21; + B2 = m2 + ya2 | 0; + c2 = (c2 >> 21) + N2 | 0; + ya2 = B2; + B2 = m2 >>> 0 > B2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = e & -2097152; + N2 = i3 - c2 | 0; + Ba2 = a2 - ((c2 >>> 0 > i3 >>> 0) + v2 | 0) | 0; + a2 = g & -2097152; + pa2 = p - a2 | 0; + xa2 = k - ((a2 >>> 0 > p >>> 0) + J2 | 0) | 0; + a2 = te(Ra2, Qa2, 666643, 0); + d = A2 + U | 0; + g = a2 + za2 | 0; + d = g >>> 0 < za2 >>> 0 ? d + 1 | 0 : d; + a2 = te(O2, Ca2, 470296, 0); + c2 = n2 & -2097152; + e = a2 + (g - c2 | 0) | 0; + c2 = U + (d - ((c2 >>> 0 > g >>> 0) + eb2 | 0) | 0) | 0; + c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = te(Ea2, Ua2, 654183, 0); + e = d + e | 0; + a2 = U + c2 | 0; + i3 = e; + e = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + a2 = h & -2097152; + g = C2 - a2 | 0; + k = l - ((a2 >>> 0 > C2 >>> 0) + wa2 | 0) | 0; + a2 = te(Ta2, Sa2, 470296, 0); + c2 = U; + d = a2; + a2 = te(Fa2, Pa2, 666643, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(La2, Ia2, 654183, 0); + d = a2 + d | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(Ha2, Ga2, -997805, -1); + h = a2 + d | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(Ja2, Ka2, 136657, 0); + d = c2 + h | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(Na2, Ma2, -683901, -1); + h = c2 + d | 0; + d = U + a2 | 0; + c2 = r + (c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d) | 0; + h = h + I2 | 0; + c2 = h >>> 0 < I2 >>> 0 ? c2 + 1 | 0 : c2; + d = (M2 & 2097151) << 11 | F2 >>> 21; + a2 = t2 & -2097152; + C2 = d + (h - a2 | 0) | 0; + a2 = (c2 - ((a2 >>> 0 > h >>> 0) + ta2 | 0) | 0) + (M2 >> 21) | 0; + a2 = d >>> 0 > C2 >>> 0 ? a2 + 1 | 0 : a2; + v2 = a2; + a2 = a2 - ((C2 >>> 0 < 4293918720) - 1 | 0) | 0; + ra2 = a2; + c2 = g; + n2 = C2 - -1048576 | 0; + g = (a2 & 2097151) << 11 | n2 >>> 21; + d = c2 + g | 0; + a2 = (a2 >> 21) + k | 0; + a2 = d >>> 0 < g >>> 0 ? a2 + 1 | 0 : a2; + J2 = a2; + I2 = d; + a2 = te(d, a2, -683901, -1); + d = a2 + i3 | 0; + c2 = U + e | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(D2, qa2, -997805, -1); + e = a2 + d | 0; + a2 = U + c2 | 0; + a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(L2, G2, 136657, 0); + e = c2 + e | 0; + d = U + a2 | 0; + F2 = e; + l = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + a2 = q & -2097152; + i3 = va2 - a2 | 0; + r = o2 - ((a2 >>> 0 > va2 >>> 0) + db2 | 0) | 0; + c2 = te(ea2, j, la2, 0); + a2 = U; + d = c2; + c2 = te(fa2, 0, ma2, j); + d = d + c2 | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(ha2, 0, na2, j); + d = c2 + d | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(ja2, j, oa2, 0); + e = c2 + d | 0; + d = U + a2 | 0; + c2 = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + a2 = (z[s2 + 7 | 0] | z[s2 + 8 | 0] << 8 | (z[s2 + 9 | 0] << 16 | z[s2 + 10 | 0] << 24)) >>> 7 & 2097151; + d = a2 + e | 0; + t2 = d; + h = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(ea2, j, ma2, j); + c2 = U; + d = a2; + a2 = te(fa2, 0, oa2, 0); + d = d + a2 | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = d; + d = te(ja2, j, na2, j); + e = a2 + d | 0; + a2 = U + c2 | 0; + k = e; + e = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = z[s2 + 6 | 0]; + a2 = 0; + ta2 = z[s2 + 2 | 0] | z[s2 + 3 | 0] << 8 | (z[s2 + 4 | 0] << 16 | z[s2 + 5 | 0] << 24); + g = c2 << 8 | ta2 >>> 24; + d = a2; + a2 = z[s2 + 7 | 0]; + c2 = 0; + a2 = a2 << 16 | g; + c2 = c2 | d; + a2 = ((c2 & 3) << 30 | a2 >>> 2) & 2097151; + k = a2 + k | 0; + d = e; + d = a2 >>> 0 > k >>> 0 ? d + 1 | 0 : d; + g = d; + a2 = d - ((k >>> 0 < 4293918720) - 1 | 0) | 0; + ua2 = a2; + A2 = k - -1048576 | 0; + d = (a2 & 2097151) << 11 | A2 >>> 21; + o2 = d + t2 | 0; + a2 = (a2 >>> 21 | 0) + h | 0; + a2 = d >>> 0 > o2 >>> 0 ? a2 + 1 | 0 : a2; + m2 = a2; + a2 = a2 - ((o2 >>> 0 < 4293918720) - 1 | 0) | 0; + wa2 = a2; + c2 = a2 >>> 21 | 0; + p = o2 - -1048576 | 0; + a2 = (a2 & 2097151) << 11 | p >>> 21; + e = a2 + i3 | 0; + d = c2 + r | 0; + d = a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + c2 = te(O2, Ca2, 666643, 0); + e = c2 + e | 0; + a2 = U + d | 0; + a2 = c2 >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(Ea2, Ua2, 470296, 0); + d = c2 + e | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = d; + d = te(I2, J2, 136657, 0); + e = c2 + d | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(D2, qa2, 654183, 0); + d = a2 + e | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(L2, G2, -997805, -1); + i3 = a2 + d | 0; + d = U + c2 | 0; + d = a2 >>> 0 > i3 >>> 0 ? d + 1 | 0 : d; + r = d; + a2 = d - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; + M2 = a2; + t2 = i3 - -1048576 | 0; + d = (a2 & 2097151) << 11 | t2 >>> 21; + e = d + F2 | 0; + a2 = (a2 >> 21) + l | 0; + a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + d = a2 - ((e >>> 0 < 4293918720) - 1 | 0) | 0; + F2 = d; + l = e - -1048576 | 0; + h = (d & 2097151) << 11 | l >>> 21; + q = h + pa2 | 0; + d = (d >> 21) + xa2 | 0; + K2 = q; + q = h >>> 0 > q >>> 0 ? d + 1 | 0 : d; + h = e; + c2 = a2; + a2 = n2 & -2097152; + n2 = (x2 & 2097151) << 11 | E2 >>> 21; + e = (C2 - a2 | 0) + n2 | 0; + a2 = (v2 - ((a2 >>> 0 > C2 >>> 0) + ra2 | 0) | 0) + (x2 >> 21) | 0; + a2 = e >>> 0 < n2 >>> 0 ? a2 + 1 | 0 : a2; + x2 = a2; + a2 = a2 - ((e >>> 0 < 4293918720) - 1 | 0) | 0; + pa2 = a2; + d = a2 >> 21; + C2 = d; + v2 = e - -1048576 | 0; + O2 = (a2 & 2097151) << 11 | v2 >>> 21; + a2 = te(O2, d, -683901, -1); + d = a2 + h | 0; + c2 = U + c2 | 0; + c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + a2 = l & -2097152; + xa2 = d - a2 | 0; + va2 = c2 - ((a2 >>> 0 > d >>> 0) + F2 | 0) | 0; + c2 = te(O2, C2, 136657, 0); + d = c2 + i3 | 0; + a2 = U + r | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = t2 & -2097152; + za2 = d - c2 | 0; + M2 = a2 - ((c2 >>> 0 > d >>> 0) + M2 | 0) | 0; + c2 = te(Ea2, Ua2, 666643, 0); + d = p & -2097152; + h = c2 + (o2 - d | 0) | 0; + a2 = U + (m2 - ((d >>> 0 > o2 >>> 0) + wa2 | 0) | 0) | 0; + a2 = c2 >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + d = te(I2, J2, -997805, -1); + h = d + h | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(D2, qa2, 470296, 0); + h = a2 + h | 0; + d = U + c2 | 0; + d = a2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + c2 = te(L2, G2, 654183, 0); + h = c2 + h | 0; + a2 = U + d | 0; + F2 = h; + r = c2 >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + d = ta2 >>> 5 & 2097151; + a2 = te(ea2, j, oa2, 0); + c2 = U; + l = a2; + a2 = te(fa2, 0, na2, j); + h = l + a2 | 0; + c2 = U + c2 | 0; + a2 = a2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + c2 = d + h | 0; + a2 = c2 >>> 0 < h >>> 0 ? a2 + 1 | 0 : a2; + l = c2; + d = a2; + c2 = te(ea2, j, na2, j); + a2 = z[s2 + 2 | 0]; + a2 = a2 << 16 & 2031616 | (z[s2 | 0] | z[s2 + 1 | 0] << 8); + o2 = c2 + a2 | 0; + c2 = U; + c2 = a2 >>> 0 > o2 >>> 0 ? c2 + 1 | 0 : c2; + n2 = c2; + c2 = c2 - ((o2 >>> 0 < 4293918720) - 1 | 0) | 0; + ra2 = c2; + a2 = c2 >>> 21 | 0; + m2 = o2 - -1048576 | 0; + c2 = (c2 & 2097151) << 11 | m2 >>> 21; + E2 = c2 + l | 0; + a2 = a2 + d | 0; + a2 = c2 >>> 0 > E2 >>> 0 ? a2 + 1 | 0 : a2; + p = a2; + c2 = a2 - ((E2 >>> 0 < 4293918720) - 1 | 0) | 0; + ta2 = c2; + i3 = E2 - -1048576 | 0; + d = (c2 & 2097151) << 11 | i3 >>> 21; + h = d + k | 0; + c2 = (c2 >>> 21 | 0) + g | 0; + c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + d = te(I2, J2, 654183, 0); + g = A2 & -2097152; + k = d + (h - g | 0) | 0; + a2 = U + (c2 - ((g >>> 0 > h >>> 0) + ua2 | 0) | 0) | 0; + a2 = d >>> 0 > k >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(D2, qa2, 666643, 0); + d = c2 + k | 0; + a2 = U + a2 | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = d; + d = te(L2, G2, 470296, 0); + t2 = c2 + d | 0; + c2 = U + a2 | 0; + c2 = d >>> 0 > t2 >>> 0 ? c2 + 1 | 0 : c2; + l = c2; + c2 = c2 - ((t2 >>> 0 < 4293918720) - 1 | 0) | 0; + wa2 = c2; + a2 = c2 >> 21; + h = t2 - -1048576 | 0; + c2 = (c2 & 2097151) << 11 | h >>> 21; + k = c2 + F2 | 0; + d = a2 + r | 0; + d = c2 >>> 0 > k >>> 0 ? d + 1 | 0 : d; + c2 = d - ((k >>> 0 < 4293918720) - 1 | 0) | 0; + A2 = c2; + g = k - -1048576 | 0; + r = (c2 & 2097151) << 11 | g >>> 21; + D2 = r + za2 | 0; + c2 = (c2 >> 21) + M2 | 0; + qa2 = D2; + r = r >>> 0 > D2 >>> 0 ? c2 + 1 | 0 : c2; + a2 = te(O2, C2, -997805, -1); + k = a2 + k | 0; + c2 = U + d | 0; + c2 = a2 >>> 0 > k >>> 0 ? c2 + 1 | 0 : c2; + a2 = g & -2097152; + M2 = k - a2 | 0; + F2 = c2 - ((a2 >>> 0 > k >>> 0) + A2 | 0) | 0; + c2 = te(O2, C2, 654183, 0); + d = c2 + t2 | 0; + a2 = U + l | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + c2 = h & -2097152; + D2 = d - c2 | 0; + A2 = a2 - ((c2 >>> 0 > d >>> 0) + wa2 | 0) | 0; + a2 = te(I2, J2, 470296, 0); + c2 = i3 & -2097152; + g = a2 + (E2 - c2 | 0) | 0; + d = U + (p - ((c2 >>> 0 > E2 >>> 0) + ta2 | 0) | 0) | 0; + d = a2 >>> 0 > g >>> 0 ? d + 1 | 0 : d; + c2 = te(L2, G2, 666643, 0); + g = c2 + g | 0; + a2 = U + d | 0; + k = g; + d = c2 >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; + c2 = te(I2, J2, 666643, 0); + g = m2 & -2097152; + i3 = c2 + (o2 - g | 0) | 0; + a2 = U + (n2 - ((ra2 & 4095) + (g >>> 0 > o2 >>> 0) | 0) | 0) | 0; + a2 = c2 >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; + t2 = a2; + a2 = a2 - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; + n2 = a2; + l = i3 - -1048576 | 0; + g = (a2 & 2097151) << 11 | l >>> 21; + h = g + k | 0; + a2 = (a2 >> 21) + d | 0; + a2 = g >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; + d = a2; + a2 = a2 - ((h >>> 0 < 4293918720) - 1 | 0) | 0; + m2 = a2; + k = h - -1048576 | 0; + g = (a2 & 2097151) << 11 | k >>> 21; + p = g + D2 | 0; + a2 = (a2 >> 21) + A2 | 0; + g = g >>> 0 > p >>> 0 ? a2 + 1 | 0 : a2; + a2 = te(O2, C2, 470296, 0); + c2 = a2 + h | 0; + d = U + d | 0; + d = a2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; + a2 = k & -2097152; + h = c2 - a2 | 0; + k = d - ((a2 >>> 0 > c2 >>> 0) + m2 | 0) | 0; + c2 = te(O2, C2, 666643, 0); + d = l & -2097152; + A2 = c2 + (i3 - d | 0) | 0; + a2 = U + (t2 - ((d >>> 0 > i3 >>> 0) + n2 | 0) | 0) | 0; + a2 = c2 >>> 0 > A2 >>> 0 ? a2 + 1 | 0 : a2; + d = a2 >> 21; + a2 = (a2 & 2097151) << 11 | A2 >>> 21; + n2 = a2 + h | 0; + c2 = d + k | 0; + c2 = a2 >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; + a2 = c2 >> 21; + c2 = (c2 & 2097151) << 11 | n2 >>> 21; + m2 = c2 + p | 0; + a2 = a2 + g | 0; + a2 = c2 >>> 0 > m2 >>> 0 ? a2 + 1 | 0 : a2; + c2 = a2 >> 21; + a2 = (a2 & 2097151) << 11 | m2 >>> 21; + g = a2 + M2 | 0; + c2 = c2 + F2 | 0; + c2 = a2 >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; + a2 = c2 >> 21; + c2 = (c2 & 2097151) << 11 | g >>> 21; + p = c2 + qa2 | 0; + d = a2 + r | 0; + d = c2 >>> 0 > p >>> 0 ? d + 1 | 0 : d; + c2 = d >> 21; + d = (d & 2097151) << 11 | p >>> 21; + i3 = d + xa2 | 0; + a2 = c2 + va2 | 0; + a2 = d >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; + d = a2 >> 21; + a2 = (a2 & 2097151) << 11 | i3 >>> 21; + r = a2 + K2 | 0; + c2 = d + q | 0; + c2 = a2 >>> 0 > r >>> 0 ? c2 + 1 | 0 : c2; + a2 = c2 >> 21; + c2 = (c2 & 2097151) << 11 | r >>> 21; + t2 = c2 + N2 | 0; + a2 = a2 + Ba2 | 0; + a2 = c2 >>> 0 > t2 >>> 0 ? a2 + 1 | 0 : a2; + c2 = a2 >> 21; + a2 = (a2 & 2097151) << 11 | t2 >>> 21; + l = a2 + ya2 | 0; + c2 = c2 + B2 | 0; + c2 = a2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2; + a2 = c2 >> 21; + c2 = (c2 & 2097151) << 11 | l >>> 21; + h = c2 + $a2 | 0; + d = a2 + Oa2 | 0; + d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + c2 = d >> 21; + d = (d & 2097151) << 11 | h >>> 21; + k = d + Za2 | 0; + a2 = c2 + _a2 | 0; + c2 = v2 & -2097152; + q = e - c2 | 0; + a2 = d >>> 0 > k >>> 0 ? a2 + 1 | 0 : a2; + v2 = q + ((a2 & 2097151) << 11 | k >>> 21) | 0; + a2 = (x2 - ((c2 >>> 0 > e >>> 0) + pa2 | 0) | 0) + (a2 >> 21) | 0; + a2 = q >>> 0 > v2 >>> 0 ? a2 + 1 | 0 : a2; + B2 = (a2 & 2097151) << 11 | v2 >>> 21; + c2 = a2 >> 21; + x2 = c2; + a2 = te(B2, c2, 666643, 0); + c2 = A2 & 2097151; + A2 = a2 + c2 | 0; + a2 = U; + a2 = c2 >>> 0 > A2 >>> 0 ? a2 + 1 | 0 : a2; + e = a2; + w[f | 0] = A2; + w[f + 1 | 0] = (a2 & 255) << 24 | A2 >>> 8; + a2 = n2 & 2097151; + c2 = te(B2, x2, 470296, 0) + a2 | 0; + d = U; + q = (e & 2097151) << 11 | A2 >>> 21; + n2 = q + c2 | 0; + a2 = (e >> 21) + (a2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d) | 0; + a2 = n2 >>> 0 < q >>> 0 ? a2 + 1 | 0 : a2; + w[f + 4 | 0] = (a2 & 2047) << 21 | n2 >>> 11; + c2 = a2; + d = n2; + w[f + 3 | 0] = (a2 & 7) << 29 | d >>> 3; + w[f + 2 | 0] = ((e & 65535) << 16 | A2 >>> 16) & 31 | d << 5; + e = m2 & 2097151; + m2 = te(B2, x2, 654183, 0) + e | 0; + a2 = U; + e = e >>> 0 > m2 >>> 0 ? a2 + 1 | 0 : a2; + n2 = (c2 & 2097151) << 11 | d >>> 21; + m2 = n2 + m2 | 0; + c2 = (c2 >> 21) + e | 0; + c2 = m2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + a2 = c2; + w[f + 6 | 0] = (a2 & 63) << 26 | m2 >>> 6; + e = m2; + w[f + 5 | 0] = e << 2 | (d & 1572864) >>> 19; + d = g & 2097151; + g = te(B2, x2, -997805, -1) + d | 0; + c2 = U; + c2 = d >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; + d = a2; + a2 = a2 >> 21; + m2 = (d & 2097151) << 11 | e >>> 21; + g = m2 + g | 0; + d = a2 + c2 | 0; + d = g >>> 0 < m2 >>> 0 ? d + 1 | 0 : d; + w[f + 9 | 0] = (d & 511) << 23 | g >>> 9; + w[f + 8 | 0] = (d & 1) << 31 | g >>> 1; + w[f + 7 | 0] = g << 7 | (e & 2080768) >>> 14; + c2 = p & 2097151; + e = te(B2, x2, 136657, 0) + c2 | 0; + a2 = U; + a2 = c2 >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; + c2 = d; + d = c2 >> 21; + p = (c2 & 2097151) << 11 | g >>> 21; + e = p + e | 0; + c2 = a2 + d | 0; + c2 = e >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + w[f + 12 | 0] = (c2 & 4095) << 20 | e >>> 12; + d = e; + w[f + 11 | 0] = (c2 & 15) << 28 | d >>> 4; + w[f + 10 | 0] = d << 4 | (g & 1966080) >>> 17; + e = i3 & 2097151; + g = te(B2, x2, -683901, -1) + e | 0; + a2 = U; + a2 = e >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; + e = c2; + c2 = c2 >> 21; + i3 = g; + g = (e & 2097151) << 11 | d >>> 21; + e = i3 + g | 0; + c2 = a2 + c2 | 0; + c2 = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + w[f + 14 | 0] = (c2 & 127) << 25 | e >>> 7; + w[f + 13 | 0] = e << 1 | (d & 1048576) >>> 20; + a2 = c2 >> 21; + c2 = (c2 & 2097151) << 11 | e >>> 21; + g = c2 + (r & 2097151) | 0; + d = c2 >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; + w[f + 17 | 0] = (d & 1023) << 22 | g >>> 10; + w[f + 16 | 0] = (d & 3) << 30 | g >>> 2; + w[f + 15 | 0] = g << 6 | (e & 2064384) >>> 15; + a2 = d >> 21; + c2 = (d & 2097151) << 11 | g >>> 21; + d = c2 + (t2 & 2097151) | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + w[f + 20 | 0] = (a2 & 8191) << 19 | d >>> 13; + w[f + 19 | 0] = (a2 & 31) << 27 | d >>> 5; + c2 = l & 2097151; + l = (a2 & 2097151) << 11 | d >>> 21; + e = c2 + l | 0; + c2 = a2 >> 21; + c2 = e >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + l = e; + w[f + 21 | 0] = e; + w[f + 18 | 0] = d << 3 | (g & 1835008) >>> 18; + w[f + 22 | 0] = (c2 & 255) << 24 | e >>> 8; + g = (c2 & 2097151) << 11 | e >>> 21; + e = g + (h & 2097151) | 0; + d = c2 >> 21; + d = e >>> 0 < g >>> 0 ? d + 1 | 0 : d; + w[f + 25 | 0] = (d & 2047) << 21 | e >>> 11; + w[f + 24 | 0] = (d & 7) << 29 | e >>> 3; + w[f + 23 | 0] = ((c2 & 65535) << 16 | l >>> 16) & 31 | e << 5; + a2 = d >> 21; + c2 = (d & 2097151) << 11 | e >>> 21; + d = c2 + (k & 2097151) | 0; + a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; + w[f + 27 | 0] = (a2 & 63) << 26 | d >>> 6; + w[f + 26 | 0] = d << 2 | (e & 1572864) >>> 19; + c2 = a2; + a2 = a2 >> 21; + k = (c2 & 2097151) << 11 | d >>> 21; + g = v2 & 2097151; + e = k + g | 0; + c2 = e >>> 0 < g >>> 0 ? a2 + 1 | 0 : a2; + w[f + 31 | 0] = (c2 & 131071) << 15 | e >>> 17; + a2 = e; + w[f + 30 | 0] = (c2 & 511) << 23 | a2 >>> 9; + w[f + 28 | 0] = a2 << 7 | (d & 2080768) >>> 14; + w[f + 29 | 0] = k + v2 >>> 1; + ga(u, 64); + ga(s2, 64); + if (b2) { + y[b2 >> 2] = 64; + y[b2 + 4 >> 2] = 0; + } + T = H2 + 560 | 0; + return 0; + } + function Ra(a2, b2, c2, d) { + var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, T2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0; + while (1) { + e = i3 << 3; + g = e + c2 | 0; + e = b2 + e | 0; + f = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); + u = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); + l = f << 24 | (f & 65280) << 8; + h = f & 16711680; + p = h << 24; + h = h >>> 8 | 0; + j = f & -16777216; + e = j >>> 24 | 0; + y[g >> 2] = p | j << 8 | (((u & 255) << 24 | f >>> 8) & -16777216 | ((u & 16777215) << 8 | f >>> 24) & 16711680 | (u >>> 8 & 65280 | u >>> 24)); + e = e | h | l; + y[g + 4 >> 2] = e; + i3 = i3 + 1 | 0; + if ((i3 | 0) != 16) { + continue; + } + break; + } + b2 = y[a2 + 60 >> 2]; + y[d + 56 >> 2] = y[a2 + 56 >> 2]; + y[d + 60 >> 2] = b2; + b2 = y[a2 + 52 >> 2]; + y[d + 48 >> 2] = y[a2 + 48 >> 2]; + y[d + 52 >> 2] = b2; + b2 = y[a2 + 44 >> 2]; + y[d + 40 >> 2] = y[a2 + 40 >> 2]; + y[d + 44 >> 2] = b2; + b2 = y[a2 + 36 >> 2]; + y[d + 32 >> 2] = y[a2 + 32 >> 2]; + y[d + 36 >> 2] = b2; + b2 = y[a2 + 28 >> 2]; + y[d + 24 >> 2] = y[a2 + 24 >> 2]; + y[d + 28 >> 2] = b2; + b2 = y[a2 + 20 >> 2]; + y[d + 16 >> 2] = y[a2 + 16 >> 2]; + y[d + 20 >> 2] = b2; + b2 = y[a2 + 12 >> 2]; + y[d + 8 >> 2] = y[a2 + 8 >> 2]; + y[d + 12 >> 2] = b2; + b2 = y[a2 + 4 >> 2]; + y[d >> 2] = y[a2 >> 2]; + y[d + 4 >> 2] = b2; + while (1) { + g = y[d + 56 >> 2]; + h = y[d + 60 >> 2]; + B2 = K2 << 3; + u = B2 + c2 | 0; + b2 = u; + e = y[b2 >> 2]; + b2 = y[b2 + 4 >> 2]; + f = y[d + 36 >> 2]; + s2 = f; + m2 = y[d + 32 >> 2]; + f = ve(m2, f, 50); + i3 = U; + f = ve(m2, s2, 46) ^ f; + i3 = U ^ i3; + f = ve(m2, s2, 23) ^ f; + e = f + e | 0; + b2 = (U ^ i3) + b2 | 0; + b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + f = B2 + 38064 | 0; + i3 = y[f >> 2]; + e = i3 + e | 0; + b2 = y[f + 4 >> 2] + b2 | 0; + b2 = e >>> 0 < i3 >>> 0 ? b2 + 1 | 0 : b2; + p = y[d + 48 >> 2]; + w2 = y[d + 40 >> 2]; + i3 = (p ^ w2) & m2 ^ p; + f = i3 + e | 0; + r = y[d + 52 >> 2]; + n2 = y[d + 44 >> 2]; + e = ((r ^ n2) & s2 ^ r) + b2 | 0; + b2 = (f >>> 0 < i3 >>> 0 ? e + 1 | 0 : e) + h | 0; + g = f + g | 0; + b2 = g >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + f = y[d + 24 >> 2]; + i3 = f + g | 0; + e = y[d + 28 >> 2] + b2 | 0; + e = f >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; + x2 = e; + y[d + 24 >> 2] = i3; + y[d + 28 >> 2] = e; + e = y[d + 4 >> 2]; + v2 = e; + f = y[d >> 2]; + e = ve(f, e, 36); + h = U; + e = ve(f, v2, 30) ^ e; + h = U ^ h; + j = g + (ve(f, v2, 25) ^ e) | 0; + e = b2 + (U ^ h) | 0; + e = g >>> 0 > j >>> 0 ? e + 1 | 0 : e; + b2 = j; + h = y[d + 16 >> 2]; + g = y[d + 8 >> 2]; + j = f & (h | g) | g & h; + l = b2 + j | 0; + b2 = e; + e = y[d + 20 >> 2]; + k = y[d + 12 >> 2]; + b2 = b2 + (v2 & (e | k) | e & k) | 0; + b2 = j >>> 0 > l >>> 0 ? b2 + 1 | 0 : b2; + j = b2; + y[d + 56 >> 2] = l; + y[d + 60 >> 2] = b2; + o2 = h; + q = e; + t2 = B2 | 8; + C2 = t2 + c2 | 0; + b2 = C2; + A2 = y[b2 >> 2]; + F2 = y[b2 + 4 >> 2]; + h = (m2 ^ w2) & i3 ^ w2; + b2 = h + p | 0; + e = ((s2 ^ n2) & x2 ^ n2) + r | 0; + e = b2 >>> 0 < h >>> 0 ? e + 1 | 0 : e; + h = ve(i3, x2, 50); + p = U; + h = ve(i3, x2, 46) ^ h; + p = U ^ p; + r = ve(i3, x2, 23) ^ h; + h = r + b2 | 0; + b2 = (U ^ p) + e | 0; + b2 = (h >>> 0 < r >>> 0 ? b2 + 1 | 0 : b2) + F2 | 0; + e = h + A2 | 0; + b2 = e >>> 0 < h >>> 0 ? b2 + 1 | 0 : b2; + h = e; + e = t2 + 38064 | 0; + p = y[e >> 2]; + h = h + p | 0; + e = y[e + 4 >> 2] + b2 | 0; + b2 = h >>> 0 < p >>> 0 ? e + 1 | 0 : e; + e = b2 + q | 0; + p = h + o2 | 0; + e = p >>> 0 < h >>> 0 ? e + 1 | 0 : e; + r = e; + y[d + 16 >> 2] = p; + y[d + 20 >> 2] = e; + b2 = b2 + ((k | v2) & j | k & v2) | 0; + e = h + ((f | g) & l | f & g) | 0; + b2 = e >>> 0 < h >>> 0 ? b2 + 1 | 0 : b2; + h = ve(l, j, 36); + o2 = U; + h = ve(l, j, 30) ^ h; + o2 = U ^ o2; + q = e; + e = ve(l, j, 25) ^ h; + h = q + e | 0; + b2 = (U ^ o2) + b2 | 0; + b2 = e >>> 0 > h >>> 0 ? b2 + 1 | 0 : b2; + o2 = b2; + y[d + 48 >> 2] = h; + y[d + 52 >> 2] = b2; + q = g; + t2 = k; + g = B2 | 16; + e = g + c2 | 0; + k = y[e >> 2]; + b2 = k + w2 | 0; + e = y[e + 4 >> 2] + n2 | 0; + e = b2 >>> 0 < k >>> 0 ? e + 1 | 0 : e; + n2 = b2; + b2 = g + 38064 | 0; + k = y[b2 >> 2]; + g = n2 + k | 0; + b2 = y[b2 + 4 >> 2] + e | 0; + b2 = g >>> 0 < k >>> 0 ? b2 + 1 | 0 : b2; + e = g; + g = (i3 ^ m2) & p ^ m2; + e = e + g | 0; + b2 = ((s2 ^ x2) & r ^ s2) + b2 | 0; + b2 = e >>> 0 < g >>> 0 ? b2 + 1 | 0 : b2; + g = ve(p, r, 50); + k = U; + g = ve(p, r, 46) ^ g; + k = U ^ k; + w2 = ve(p, r, 23) ^ g; + g = w2 + e | 0; + e = (U ^ k) + b2 | 0; + k = g; + w2 = g >>> 0 < w2 >>> 0 ? e + 1 | 0 : e; + e = w2 + t2 | 0; + g = g + q | 0; + e = k >>> 0 > g >>> 0 ? e + 1 | 0 : e; + t2 = e; + y[d + 8 >> 2] = g; + y[d + 12 >> 2] = e; + b2 = ve(h, o2, 36); + e = U; + b2 = ve(h, o2, 30) ^ b2; + e = U ^ e; + n2 = ve(h, o2, 25) ^ b2; + q = n2 + ((f | l) & h | f & l) | 0; + b2 = ((j | v2) & o2 | j & v2) + (U ^ e) | 0; + e = w2 + (q >>> 0 < n2 >>> 0 ? b2 + 1 | 0 : b2) | 0; + w2 = k + q | 0; + e = w2 >>> 0 < k >>> 0 ? e + 1 | 0 : e; + k = e; + y[d + 40 >> 2] = w2; + y[d + 44 >> 2] = e; + q = f; + e = m2; + f = B2 | 24; + b2 = f + c2 | 0; + m2 = y[b2 >> 2]; + e = e + m2 | 0; + b2 = y[b2 + 4 >> 2] + s2 | 0; + b2 = e >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; + n2 = e; + e = f + 38064 | 0; + m2 = y[e >> 2]; + f = n2 + m2 | 0; + e = y[e + 4 >> 2] + b2 | 0; + e = f >>> 0 < m2 >>> 0 ? e + 1 | 0 : e; + b2 = f; + f = i3 ^ (i3 ^ p) & g; + b2 = b2 + f | 0; + e = (x2 ^ (r ^ x2) & t2) + e | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = ve(g, t2, 50); + m2 = U; + f = ve(g, t2, 46) ^ f; + m2 = U ^ m2; + s2 = ve(g, t2, 23) ^ f; + f = s2 + b2 | 0; + b2 = (U ^ m2) + e | 0; + b2 = f >>> 0 < s2 >>> 0 ? b2 + 1 | 0 : b2; + e = b2 + v2 | 0; + v2 = f + q | 0; + e = v2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + s2 = e; + y[d >> 2] = v2; + y[d + 4 >> 2] = e; + e = ve(w2, k, 36); + m2 = U; + e = ve(w2, k, 30) ^ e; + q = U ^ m2; + n2 = ve(w2, k, 25) ^ e; + m2 = n2 + ((h | l) & w2 | h & l) | 0; + e = ((j | o2) & k | j & o2) + (U ^ q) | 0; + b2 = b2 + (m2 >>> 0 < n2 >>> 0 ? e + 1 | 0 : e) | 0; + q = f + m2 | 0; + b2 = q >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + m2 = b2; + y[d + 32 >> 2] = q; + y[d + 36 >> 2] = b2; + b2 = B2 | 32; + e = b2 + c2 | 0; + f = y[e >> 2]; + e = x2 + y[e + 4 >> 2] | 0; + f = f + i3 | 0; + e = f >>> 0 < i3 >>> 0 ? e + 1 | 0 : e; + b2 = b2 + 38064 | 0; + i3 = y[b2 >> 2]; + f = i3 + f | 0; + b2 = y[b2 + 4 >> 2] + e | 0; + b2 = f >>> 0 < i3 >>> 0 ? b2 + 1 | 0 : b2; + e = f; + f = p ^ (g ^ p) & v2; + e = e + f | 0; + b2 = (r ^ (r ^ t2) & s2) + b2 | 0; + b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + f = ve(v2, s2, 50); + i3 = U; + f = ve(v2, s2, 46) ^ f; + i3 = U ^ i3; + x2 = ve(v2, s2, 23) ^ f; + f = x2 + e | 0; + e = (U ^ i3) + b2 | 0; + e = f >>> 0 < x2 >>> 0 ? e + 1 | 0 : e; + n2 = e; + b2 = e; + e = ve(q, m2, 36); + i3 = U; + e = ve(q, m2, 30) ^ e; + x2 = U ^ i3; + A2 = ve(q, m2, 25) ^ e; + i3 = A2 + ((h | w2) & q | h & w2) | 0; + e = ((o2 | k) & m2 | o2 & k) + (U ^ x2) | 0; + b2 = (i3 >>> 0 < A2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + x2 = f + i3 | 0; + b2 = x2 >>> 0 < i3 >>> 0 ? b2 + 1 | 0 : b2; + i3 = b2; + y[d + 24 >> 2] = x2; + y[d + 28 >> 2] = b2; + e = j + n2 | 0; + j = f + l | 0; + e = j >>> 0 < f >>> 0 ? e + 1 | 0 : e; + n2 = e; + y[d + 56 >> 2] = j; + y[d + 60 >> 2] = e; + e = B2 | 40; + b2 = e + c2 | 0; + f = y[b2 >> 2]; + b2 = r + y[b2 + 4 >> 2] | 0; + f = f + p | 0; + b2 = f >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2; + e = e + 38064 | 0; + l = y[e >> 2]; + f = l + f | 0; + e = y[e + 4 >> 2] + b2 | 0; + e = f >>> 0 < l >>> 0 ? e + 1 | 0 : e; + b2 = f; + f = g ^ (g ^ v2) & j; + b2 = b2 + f | 0; + e = (t2 ^ (s2 ^ t2) & n2) + e | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = ve(j, n2, 50); + l = U; + f = ve(j, n2, 46) ^ f; + l = U ^ l; + p = ve(j, n2, 23) ^ f; + f = p + b2 | 0; + b2 = (U ^ l) + e | 0; + b2 = f >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2; + e = ve(x2, i3, 36); + l = U; + e = ve(x2, i3, 30) ^ e; + p = U ^ l; + r = ve(x2, i3, 25) ^ e; + l = r + ((q | w2) & x2 | q & w2) | 0; + e = ((k | m2) & i3 | k & m2) + (U ^ p) | 0; + e = (l >>> 0 < r >>> 0 ? e + 1 | 0 : e) + b2 | 0; + p = f + l | 0; + e = p >>> 0 < l >>> 0 ? e + 1 | 0 : e; + l = e; + y[d + 16 >> 2] = p; + y[d + 20 >> 2] = e; + b2 = b2 + o2 | 0; + e = h; + h = f + h | 0; + b2 = e >>> 0 > h >>> 0 ? b2 + 1 | 0 : b2; + r = b2; + y[d + 48 >> 2] = h; + y[d + 52 >> 2] = b2; + b2 = B2 | 48; + e = b2 + c2 | 0; + f = y[e >> 2]; + e = t2 + y[e + 4 >> 2] | 0; + f = f + g | 0; + e = f >>> 0 < g >>> 0 ? e + 1 | 0 : e; + b2 = b2 + 38064 | 0; + g = y[b2 >> 2]; + f = g + f | 0; + b2 = y[b2 + 4 >> 2] + e | 0; + b2 = f >>> 0 < g >>> 0 ? b2 + 1 | 0 : b2; + e = f; + f = v2 ^ (j ^ v2) & h; + e = e + f | 0; + b2 = (s2 ^ (s2 ^ n2) & r) + b2 | 0; + b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + f = ve(h, r, 50); + g = U; + f = ve(h, r, 46) ^ f; + g = U ^ g; + o2 = ve(h, r, 23) ^ f; + f = o2 + e | 0; + e = (U ^ g) + b2 | 0; + e = f >>> 0 < o2 >>> 0 ? e + 1 | 0 : e; + t2 = e; + b2 = e; + e = ve(p, l, 36); + g = U; + e = ve(p, l, 30) ^ e; + o2 = U ^ g; + A2 = ve(p, l, 25) ^ e; + g = A2 + ((q | x2) & p | q & x2) | 0; + e = ((i3 | m2) & l | i3 & m2) + (U ^ o2) | 0; + b2 = (g >>> 0 < A2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + e = g; + g = f + g | 0; + b2 = e >>> 0 > g >>> 0 ? b2 + 1 | 0 : b2; + o2 = b2; + y[d + 8 >> 2] = g; + y[d + 12 >> 2] = b2; + e = k + t2 | 0; + A2 = f + w2 | 0; + e = A2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + t2 = e; + y[d + 40 >> 2] = A2; + y[d + 44 >> 2] = e; + e = B2 | 56; + b2 = e + c2 | 0; + f = y[b2 >> 2]; + b2 = s2 + y[b2 + 4 >> 2] | 0; + f = f + v2 | 0; + b2 = f >>> 0 < v2 >>> 0 ? b2 + 1 | 0 : b2; + e = e + 38064 | 0; + k = y[e >> 2]; + f = k + f | 0; + e = y[e + 4 >> 2] + b2 | 0; + e = f >>> 0 < k >>> 0 ? e + 1 | 0 : e; + b2 = f; + f = j ^ (h ^ j) & A2; + b2 = b2 + f | 0; + e = (n2 ^ (r ^ n2) & t2) + e | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = ve(A2, t2, 50); + k = U; + f = ve(A2, t2, 46) ^ f; + k = U ^ k; + w2 = ve(A2, t2, 23) ^ f; + f = w2 + b2 | 0; + b2 = (U ^ k) + e | 0; + b2 = f >>> 0 < w2 >>> 0 ? b2 + 1 | 0 : b2; + e = ve(g, o2, 36); + k = U; + e = ve(g, o2, 30) ^ e; + w2 = U ^ k; + v2 = ve(g, o2, 25) ^ e; + k = v2 + ((p | x2) & g | p & x2) | 0; + e = ((i3 | l) & o2 | i3 & l) + (U ^ w2) | 0; + e = (k >>> 0 < v2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + w2 = f + k | 0; + e = w2 >>> 0 < k >>> 0 ? e + 1 | 0 : e; + k = e; + y[d >> 2] = w2; + y[d + 4 >> 2] = e; + b2 = b2 + m2 | 0; + v2 = f + q | 0; + b2 = v2 >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + s2 = b2; + y[d + 32 >> 2] = v2; + y[d + 36 >> 2] = b2; + b2 = B2 | 64; + e = b2 + c2 | 0; + f = y[e >> 2]; + e = n2 + y[e + 4 >> 2] | 0; + f = f + j | 0; + e = f >>> 0 < j >>> 0 ? e + 1 | 0 : e; + b2 = b2 + 38064 | 0; + j = y[b2 >> 2]; + f = j + f | 0; + b2 = y[b2 + 4 >> 2] + e | 0; + b2 = f >>> 0 < j >>> 0 ? b2 + 1 | 0 : b2; + e = f; + f = h ^ (h ^ A2) & v2; + e = e + f | 0; + b2 = (r ^ (r ^ t2) & s2) + b2 | 0; + b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + f = ve(v2, s2, 50); + j = U; + f = ve(v2, s2, 46) ^ f; + j = U ^ j; + m2 = ve(v2, s2, 23) ^ f; + f = m2 + e | 0; + e = (U ^ j) + b2 | 0; + e = f >>> 0 < m2 >>> 0 ? e + 1 | 0 : e; + q = e; + b2 = e; + e = ve(w2, k, 36); + j = U; + e = ve(w2, k, 30) ^ e; + m2 = U ^ j; + n2 = ve(w2, k, 25) ^ e; + j = n2 + ((g | p) & w2 | g & p) | 0; + e = ((l | o2) & k | l & o2) + (U ^ m2) | 0; + b2 = (j >>> 0 < n2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + m2 = f + j | 0; + b2 = m2 >>> 0 < j >>> 0 ? b2 + 1 | 0 : b2; + j = b2; + y[d + 56 >> 2] = m2; + y[d + 60 >> 2] = b2; + e = i3 + q | 0; + i3 = f + x2 | 0; + e = i3 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + n2 = e; + y[d + 24 >> 2] = i3; + y[d + 28 >> 2] = e; + e = B2 | 72; + F2 = e + c2 | 0; + b2 = F2; + f = y[b2 >> 2]; + b2 = r + y[b2 + 4 >> 2] | 0; + f = f + h | 0; + b2 = f >>> 0 < h >>> 0 ? b2 + 1 | 0 : b2; + e = e + 38064 | 0; + h = y[e >> 2]; + f = h + f | 0; + e = y[e + 4 >> 2] + b2 | 0; + e = f >>> 0 < h >>> 0 ? e + 1 | 0 : e; + b2 = f; + f = A2 ^ (v2 ^ A2) & i3; + b2 = b2 + f | 0; + e = (t2 ^ (s2 ^ t2) & n2) + e | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = ve(i3, n2, 50); + h = U; + f = ve(i3, n2, 46) ^ f; + h = U ^ h; + q = ve(i3, n2, 23) ^ f; + f = q + b2 | 0; + b2 = (U ^ h) + e | 0; + b2 = f >>> 0 < q >>> 0 ? b2 + 1 | 0 : b2; + e = ve(m2, j, 36); + h = U; + e = ve(m2, j, 30) ^ e; + q = U ^ h; + x2 = ve(m2, j, 25) ^ e; + h = x2 + ((g | w2) & m2 | g & w2) | 0; + e = ((o2 | k) & j | o2 & k) + (U ^ q) | 0; + e = (h >>> 0 < x2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + q = f + h | 0; + e = q >>> 0 < h >>> 0 ? e + 1 | 0 : e; + h = e; + y[d + 48 >> 2] = q; + y[d + 52 >> 2] = e; + b2 = b2 + l | 0; + l = f + p | 0; + b2 = l >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + r = b2; + y[d + 16 >> 2] = l; + y[d + 20 >> 2] = b2; + f = B2 | 80; + Q2 = f + c2 | 0; + e = Q2; + p = y[e >> 2]; + b2 = p + A2 | 0; + e = y[e + 4 >> 2] + t2 | 0; + e = b2 >>> 0 < p >>> 0 ? e + 1 | 0 : e; + t2 = b2; + b2 = f + 38064 | 0; + p = y[b2 >> 2]; + f = t2 + p | 0; + b2 = y[b2 + 4 >> 2] + e | 0; + b2 = f >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2; + e = f; + f = v2 ^ (i3 ^ v2) & l; + e = e + f | 0; + b2 = (s2 ^ (s2 ^ n2) & r) + b2 | 0; + b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + f = ve(l, r, 50); + p = U; + f = ve(l, r, 46) ^ f; + p = U ^ p; + x2 = ve(l, r, 23) ^ f; + f = x2 + e | 0; + e = (U ^ p) + b2 | 0; + e = f >>> 0 < x2 >>> 0 ? e + 1 | 0 : e; + t2 = e; + b2 = e; + e = ve(q, h, 36); + p = U; + e = ve(q, h, 30) ^ e; + x2 = U ^ p; + A2 = ve(q, h, 25) ^ e; + p = A2 + ((m2 | w2) & q | m2 & w2) | 0; + e = ((j | k) & h | j & k) + (U ^ x2) | 0; + b2 = (p >>> 0 < A2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + x2 = f + p | 0; + b2 = x2 >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2; + p = b2; + y[d + 40 >> 2] = x2; + y[d + 44 >> 2] = b2; + e = o2 + t2 | 0; + o2 = f + g | 0; + e = o2 >>> 0 < g >>> 0 ? e + 1 | 0 : e; + t2 = e; + y[d + 8 >> 2] = o2; + y[d + 12 >> 2] = e; + b2 = B2 | 88; + e = b2 + 38064 | 0; + R2 = b2 + c2 | 0; + b2 = R2; + g = y[b2 >> 2]; + f = y[e >> 2] + g | 0; + b2 = y[e + 4 >> 2] + y[b2 + 4 >> 2] | 0; + e = s2 + (f >>> 0 < g >>> 0 ? b2 + 1 | 0 : b2) | 0; + b2 = f + v2 | 0; + e = b2 >>> 0 < v2 >>> 0 ? e + 1 | 0 : e; + f = i3 ^ (i3 ^ l) & o2; + b2 = f + b2 | 0; + e = (n2 ^ (r ^ n2) & t2) + e | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = ve(o2, t2, 50); + g = U; + f = ve(o2, t2, 46) ^ f; + g = U ^ g; + v2 = ve(o2, t2, 23) ^ f; + f = v2 + b2 | 0; + b2 = (U ^ g) + e | 0; + b2 = f >>> 0 < v2 >>> 0 ? b2 + 1 | 0 : b2; + e = ve(x2, p, 36); + g = U; + e = ve(x2, p, 30) ^ e; + v2 = U ^ g; + s2 = ve(x2, p, 25) ^ e; + g = s2 + ((m2 | q) & x2 | m2 & q) | 0; + e = ((h | j) & p | h & j) + (U ^ v2) | 0; + e = (g >>> 0 < s2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + s2 = g; + g = f + g | 0; + e = s2 >>> 0 > g >>> 0 ? e + 1 | 0 : e; + v2 = e; + y[d + 32 >> 2] = g; + y[d + 36 >> 2] = e; + b2 = b2 + k | 0; + k = f + w2 | 0; + b2 = k >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + w2 = b2; + y[d >> 2] = k; + y[d + 4 >> 2] = b2; + b2 = B2 | 96; + e = b2 + 38064 | 0; + S2 = b2 + c2 | 0; + b2 = S2; + s2 = y[b2 >> 2]; + f = y[e >> 2] + s2 | 0; + e = y[e + 4 >> 2] + y[b2 + 4 >> 2] | 0; + b2 = n2 + (f >>> 0 < s2 >>> 0 ? e + 1 | 0 : e) | 0; + e = f + i3 | 0; + b2 = e >>> 0 < i3 >>> 0 ? b2 + 1 | 0 : b2; + i3 = l ^ (l ^ o2) & k; + f = i3 + e | 0; + e = (r ^ (r ^ t2) & w2) + b2 | 0; + e = f >>> 0 < i3 >>> 0 ? e + 1 | 0 : e; + b2 = ve(k, w2, 50); + i3 = U; + b2 = ve(k, w2, 46) ^ b2; + i3 = U ^ i3; + n2 = f; + f = ve(k, w2, 23) ^ b2; + b2 = n2 + f | 0; + e = (U ^ i3) + e | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + n2 = e; + f = b2; + b2 = ve(g, v2, 36); + i3 = U; + b2 = ve(g, v2, 30) ^ b2; + s2 = U ^ i3; + A2 = ve(g, v2, 25) ^ b2; + i3 = A2 + ((q | x2) & g | q & x2) | 0; + b2 = ((h | p) & v2 | h & p) + (U ^ s2) | 0; + e = (i3 >>> 0 < A2 >>> 0 ? b2 + 1 | 0 : b2) + e | 0; + s2 = f + i3 | 0; + e = s2 >>> 0 < i3 >>> 0 ? e + 1 | 0 : e; + i3 = e; + y[d + 24 >> 2] = s2; + y[d + 28 >> 2] = e; + e = j + n2 | 0; + m2 = f + m2 | 0; + e = m2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + j = e; + y[d + 56 >> 2] = m2; + y[d + 60 >> 2] = e; + b2 = B2 | 104; + e = b2 + 38064 | 0; + T2 = b2 + c2 | 0; + b2 = T2; + n2 = y[b2 >> 2]; + f = y[e >> 2] + n2 | 0; + b2 = y[e + 4 >> 2] + y[b2 + 4 >> 2] | 0; + e = r + (f >>> 0 < n2 >>> 0 ? b2 + 1 | 0 : b2) | 0; + b2 = f + l | 0; + e = b2 >>> 0 < l >>> 0 ? e + 1 | 0 : e; + l = o2 ^ (o2 ^ k) & m2; + f = l + b2 | 0; + b2 = (t2 ^ (t2 ^ w2) & j) + e | 0; + b2 = f >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; + e = ve(m2, j, 50); + l = U; + e = ve(m2, j, 46) ^ e; + l = U ^ l; + r = ve(m2, j, 23) ^ e; + f = r + f | 0; + e = (U ^ l) + b2 | 0; + e = f >>> 0 < r >>> 0 ? e + 1 | 0 : e; + n2 = e; + b2 = e; + e = ve(s2, i3, 36); + l = U; + e = ve(s2, i3, 30) ^ e; + r = U ^ l; + A2 = ve(s2, i3, 25) ^ e; + l = A2 + ((g | x2) & s2 | g & x2) | 0; + e = ((p | v2) & i3 | p & v2) + (U ^ r) | 0; + b2 = (l >>> 0 < A2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + r = f + l | 0; + b2 = r >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; + l = b2; + y[d + 16 >> 2] = r; + y[d + 20 >> 2] = b2; + b2 = h + n2 | 0; + q = f + q | 0; + b2 = q >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + h = b2; + y[d + 48 >> 2] = q; + y[d + 52 >> 2] = b2; + b2 = B2 | 112; + e = b2 + 38064 | 0; + A2 = b2 + c2 | 0; + f = A2; + n2 = y[f >> 2]; + b2 = y[e >> 2] + n2 | 0; + e = y[e + 4 >> 2] + y[f + 4 >> 2] | 0; + e = t2 + (b2 >>> 0 < n2 >>> 0 ? e + 1 | 0 : e) | 0; + b2 = b2 + o2 | 0; + e = b2 >>> 0 < o2 >>> 0 ? e + 1 | 0 : e; + f = k ^ (k ^ m2) & q; + b2 = f + b2 | 0; + e = (w2 ^ (j ^ w2) & h) + e | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = ve(q, h, 50); + o2 = U; + f = ve(q, h, 46) ^ f; + o2 = U ^ o2; + t2 = ve(q, h, 23) ^ f; + f = t2 + b2 | 0; + b2 = (U ^ o2) + e | 0; + b2 = f >>> 0 < t2 >>> 0 ? b2 + 1 | 0 : b2; + n2 = b2; + e = b2; + b2 = ve(r, l, 36); + o2 = U; + b2 = ve(r, l, 30) ^ b2; + t2 = U ^ o2; + G2 = ve(r, l, 25) ^ b2; + o2 = G2 + ((g | s2) & r | g & s2) | 0; + b2 = ((i3 | v2) & l | i3 & v2) + (U ^ t2) | 0; + e = (o2 >>> 0 < G2 >>> 0 ? b2 + 1 | 0 : b2) + e | 0; + t2 = f + o2 | 0; + e = t2 >>> 0 < o2 >>> 0 ? e + 1 | 0 : e; + o2 = e; + y[d + 8 >> 2] = t2; + y[d + 12 >> 2] = e; + e = p + n2 | 0; + p = f + x2 | 0; + e = p >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = e; + y[d + 40 >> 2] = p; + y[d + 44 >> 2] = e; + b2 = B2 | 120; + e = b2 + 38064 | 0; + V2 = b2 + c2 | 0; + b2 = V2; + n2 = y[b2 >> 2]; + x2 = y[e >> 2] + n2 | 0; + e = y[e + 4 >> 2] + y[b2 + 4 >> 2] | 0; + b2 = w2 + (n2 >>> 0 > x2 >>> 0 ? e + 1 | 0 : e) | 0; + e = k + x2 | 0; + b2 = (j ^ (h ^ j) & f) + (e >>> 0 < k >>> 0 ? b2 + 1 | 0 : b2) | 0; + h = ve(p, f, 50); + j = U; + h = ve(p, f, 46) ^ h; + j = U ^ j; + k = m2 ^ (m2 ^ q) & p; + e = k + e | 0; + h = ve(p, f, 23) ^ h; + f = e + h | 0; + e = (U ^ j) + (e >>> 0 < k >>> 0 ? b2 + 1 | 0 : b2) | 0; + e = f >>> 0 < h >>> 0 ? e + 1 | 0 : e; + h = f; + j = e; + b2 = e; + e = ve(t2, o2, 36); + p = U; + e = ve(t2, o2, 30) ^ e; + k = U ^ p; + w2 = ve(t2, o2, 25) ^ e; + p = w2 + ((r | s2) & t2 | r & s2) | 0; + e = ((i3 | l) & o2 | i3 & l) + (U ^ k) | 0; + b2 = (p >>> 0 < w2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + f = f + p | 0; + b2 = f >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2; + y[d >> 2] = f; + y[d + 4 >> 2] = b2; + e = j + v2 | 0; + k = g; + g = g + h | 0; + e = k >>> 0 > g >>> 0 ? e + 1 | 0 : e; + y[d + 32 >> 2] = g; + y[d + 36 >> 2] = e; + if ((K2 | 0) != 64) { + K2 = K2 + 16 | 0; + h = (K2 << 3) + c2 | 0; + g = y[u >> 2]; + i3 = y[u + 4 >> 2]; + b2 = y[F2 >> 2]; + W2 = b2; + e = y[F2 + 4 >> 2]; + X = e; + f = y[A2 + 4 >> 2]; + w2 = f; + F2 = y[A2 >> 2]; + f = ve(F2, f, 45); + j = U; + l = ((w2 & 63) << 26 | F2 >>> 6) ^ (ve(F2, w2, 3) ^ f); + f = l + b2 | 0; + b2 = (U ^ j ^ w2 >>> 6) + e | 0; + e = (f >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2) + i3 | 0; + b2 = f + g | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = y[C2 + 4 >> 2]; + g = f; + j = y[C2 >> 2]; + f = ve(j, f, 63); + i3 = U; + l = ((g & 127) << 25 | j >>> 7) ^ (ve(j, g, 56) ^ f); + f = l + b2 | 0; + e = (U ^ i3 ^ g >>> 7) + e | 0; + x2 = f; + y[h >> 2] = f; + e = f >>> 0 < l >>> 0 ? e + 1 | 0 : e; + y[h + 4 >> 2] = e; + b2 = y[u + 20 >> 2]; + l = b2; + k = y[u + 16 >> 2]; + h = b2; + H2 = y[u + 88 >> 2]; + b2 = y[u + 92 >> 2]; + G2 = b2; + i3 = b2; + p = e; + b2 = ve(f, e, 45); + v2 = U; + n2 = ve(f, e, 3) ^ b2; + b2 = e; + e = e >>> 6 | 0; + m2 = n2 ^ ((b2 & 63) << 26 | f >>> 6); + f = m2 + H2 | 0; + b2 = (e ^ (U ^ v2)) + i3 | 0; + e = (f >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2) + h | 0; + b2 = f + k | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = y[u + 28 >> 2]; + h = f; + i3 = y[u + 24 >> 2]; + f = ve(i3, f, 63); + o2 = U; + f = ((h & 127) << 25 | i3 >>> 7) ^ (ve(i3, h, 56) ^ f); + m2 = f + b2 | 0; + b2 = (U ^ o2 ^ h >>> 7) + e | 0; + b2 = f >>> 0 > m2 >>> 0 ? b2 + 1 | 0 : b2; + o2 = b2; + y[u + 144 >> 2] = m2; + y[u + 148 >> 2] = b2; + r = y[u + 80 >> 2]; + b2 = r + j | 0; + I2 = y[u + 84 >> 2]; + e = I2 + g | 0; + v2 = y[u + 120 >> 2]; + f = y[u + 124 >> 2]; + g = ve(v2, f, 45); + j = U; + q = ((f & 63) << 26 | v2 >>> 6) ^ (ve(v2, f, 3) ^ g); + g = q + b2 | 0; + e = (U ^ j ^ f >>> 6) + (b2 >>> 0 < r >>> 0 ? e + 1 | 0 : e) | 0; + b2 = g >>> 0 < q >>> 0 ? e + 1 | 0 : e; + e = ve(k, l, 63); + j = U; + n2 = g; + g = ((l & 127) << 25 | k >>> 7) ^ (ve(k, l, 56) ^ e); + t2 = n2 + g | 0; + b2 = (U ^ j ^ l >>> 7) + b2 | 0; + b2 = g >>> 0 > t2 >>> 0 ? b2 + 1 | 0 : b2; + l = b2; + y[u + 136 >> 2] = t2; + y[u + 140 >> 2] = b2; + b2 = y[u + 36 >> 2]; + q = b2; + n2 = y[u + 32 >> 2]; + k = n2; + L2 = y[u + 104 >> 2]; + e = y[u + 108 >> 2]; + M2 = e; + g = e; + e = ve(m2, o2, 45); + j = U; + e = ve(m2, o2, 3) ^ e; + s2 = U ^ j; + A2 = ((o2 & 63) << 26 | m2 >>> 6) ^ e; + j = A2 + L2 | 0; + e = (o2 >>> 6 ^ s2) + g | 0; + b2 = (j >>> 0 < A2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + e = j + k | 0; + b2 = e >>> 0 < j >>> 0 ? b2 + 1 | 0 : b2; + g = y[u + 44 >> 2]; + j = g; + k = y[u + 40 >> 2]; + g = ve(k, g, 63); + s2 = U; + g = ve(k, j, 56) ^ g; + A2 = U ^ s2; + g = ((j & 127) << 25 | k >>> 7) ^ g; + s2 = g + e | 0; + e = (j >>> 7 ^ A2) + b2 | 0; + e = g >>> 0 > s2 >>> 0 ? e + 1 | 0 : e; + g = e; + y[u + 160 >> 2] = s2; + y[u + 164 >> 2] = e; + N2 = y[u + 96 >> 2]; + b2 = y[u + 100 >> 2]; + O2 = b2; + e = b2; + b2 = ve(t2, l, 45); + A2 = U; + b2 = ve(t2, l, 3) ^ b2; + B2 = U ^ A2; + C2 = ((l & 63) << 26 | t2 >>> 6) ^ b2; + A2 = C2 + N2 | 0; + e = (l >>> 6 ^ B2) + e | 0; + b2 = (A2 >>> 0 < C2 >>> 0 ? e + 1 | 0 : e) + h | 0; + e = i3 + A2 | 0; + b2 = e >>> 0 < A2 >>> 0 ? b2 + 1 | 0 : b2; + h = ve(n2, q, 63); + i3 = U; + h = ((q & 127) << 25 | n2 >>> 7) ^ (ve(n2, q, 56) ^ h); + n2 = h + e | 0; + e = (U ^ i3 ^ q >>> 7) + b2 | 0; + e = h >>> 0 > n2 >>> 0 ? e + 1 | 0 : e; + h = e; + y[u + 152 >> 2] = n2; + y[u + 156 >> 2] = e; + b2 = y[u + 52 >> 2]; + B2 = b2; + C2 = y[u + 48 >> 2]; + q = C2; + e = b2; + b2 = ve(s2, g, 45); + i3 = U; + b2 = ve(s2, g, 3) ^ b2; + A2 = U ^ i3; + D2 = ((g & 63) << 26 | s2 >>> 6) ^ b2; + i3 = D2 + v2 | 0; + b2 = (g >>> 6 ^ A2) + f | 0; + e = (i3 >>> 0 < D2 >>> 0 ? b2 + 1 | 0 : b2) + e | 0; + b2 = i3 + q | 0; + e = b2 >>> 0 < i3 >>> 0 ? e + 1 | 0 : e; + i3 = y[u + 60 >> 2]; + D2 = i3; + q = y[u + 56 >> 2]; + i3 = ve(q, i3, 63); + A2 = U; + i3 = ve(q, D2, 56) ^ i3; + J2 = U ^ A2; + i3 = ((D2 & 127) << 25 | q >>> 7) ^ i3; + A2 = i3 + b2 | 0; + e = (D2 >>> 7 ^ J2) + e | 0; + e = i3 >>> 0 > A2 >>> 0 ? e + 1 | 0 : e; + i3 = e; + y[u + 176 >> 2] = A2; + y[u + 180 >> 2] = e; + P2 = y[u + 112 >> 2]; + b2 = y[u + 116 >> 2]; + J2 = b2; + e = ve(n2, h, 45); + E2 = U; + e = ve(n2, h, 3) ^ e; + Y = U ^ E2; + e = ((h & 63) << 26 | n2 >>> 6) ^ e; + E2 = e + P2 | 0; + b2 = (h >>> 6 ^ Y) + b2 | 0; + e = (e >>> 0 > E2 >>> 0 ? b2 + 1 | 0 : b2) + j | 0; + b2 = k + E2 | 0; + e = b2 >>> 0 < E2 >>> 0 ? e + 1 | 0 : e; + j = ve(C2, B2, 63); + k = U; + E2 = b2; + b2 = B2 >>> 7 | 0; + j = ((B2 & 127) << 25 | C2 >>> 7) ^ (ve(C2, B2, 56) ^ j); + B2 = E2 + j | 0; + e = (b2 ^ (U ^ k)) + e | 0; + e = j >>> 0 > B2 >>> 0 ? e + 1 | 0 : e; + j = e; + y[u + 168 >> 2] = B2; + y[u + 172 >> 2] = e; + e = p + D2 | 0; + k = q + x2 | 0; + b2 = k >>> 0 < q >>> 0 ? e + 1 | 0 : e; + e = ve(B2, j, 45); + q = U; + C2 = ((j & 63) << 26 | B2 >>> 6) ^ (ve(B2, j, 3) ^ e); + k = C2 + k | 0; + b2 = (U ^ q ^ j >>> 6) + b2 | 0; + b2 = k >>> 0 < C2 >>> 0 ? b2 + 1 | 0 : b2; + e = u - -64 | 0; + C2 = y[e >> 2]; + e = y[e + 4 >> 2]; + D2 = e; + e = ve(C2, e, 63); + q = U; + e = ve(C2, D2, 56) ^ e; + E2 = U ^ q; + q = k; + k = ((D2 & 127) << 25 | C2 >>> 7) ^ e; + q = q + k | 0; + b2 = (D2 >>> 7 ^ E2) + b2 | 0; + b2 = k >>> 0 > q >>> 0 ? b2 + 1 | 0 : b2; + k = b2; + y[u + 184 >> 2] = q; + y[u + 188 >> 2] = b2; + e = l + D2 | 0; + b2 = t2 + C2 | 0; + e = b2 >>> 0 < C2 >>> 0 ? e + 1 | 0 : e; + l = ve(A2, i3, 45); + t2 = U; + l = ve(A2, i3, 3) ^ l; + C2 = U ^ t2; + l = ((i3 & 63) << 26 | A2 >>> 6) ^ l; + t2 = l + b2 | 0; + b2 = (i3 >>> 6 ^ C2) + e | 0; + C2 = l >>> 0 > t2 >>> 0 ? b2 + 1 | 0 : b2; + b2 = y[u + 72 >> 2]; + e = y[u + 76 >> 2]; + l = ve(b2, e, 63); + D2 = U; + E2 = ve(b2, e, 56) ^ l; + l = e; + e = e >>> 7 | 0; + b2 = E2 ^ ((l & 127) << 25 | b2 >>> 7); + t2 = b2 + t2 | 0; + e = (e ^ (U ^ D2)) + C2 | 0; + e = b2 >>> 0 > t2 >>> 0 ? e + 1 | 0 : e; + l = e; + y[u + 192 >> 2] = t2; + y[u + 196 >> 2] = e; + b2 = ve(r, I2, 63); + e = U; + C2 = ((I2 & 127) << 25 | r >>> 7) ^ (ve(r, I2, 56) ^ b2); + r = C2 + W2 | 0; + e = (U ^ e ^ I2 >>> 7) + X | 0; + b2 = o2 + (r >>> 0 < C2 >>> 0 ? e + 1 | 0 : e) | 0; + e = m2 + r | 0; + b2 = e >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; + o2 = ve(q, k, 45); + m2 = U; + o2 = ve(q, k, 3) ^ o2; + r = U ^ m2; + o2 = ((k & 63) << 26 | q >>> 6) ^ o2; + m2 = o2 + e | 0; + e = (k >>> 6 ^ r) + b2 | 0; + e = o2 >>> 0 > m2 >>> 0 ? e + 1 | 0 : e; + o2 = e; + y[u + 200 >> 2] = m2; + y[u + 204 >> 2] = e; + C2 = y[Q2 >> 2]; + e = y[Q2 + 4 >> 2]; + b2 = ve(H2, G2, 63); + r = U; + b2 = ve(H2, G2, 56) ^ b2; + I2 = U ^ r; + r = n2; + n2 = ((G2 & 127) << 25 | H2 >>> 7) ^ b2; + r = r + n2 | 0; + b2 = (G2 >>> 7 ^ I2) + h | 0; + e = (r >>> 0 < n2 >>> 0 ? b2 + 1 | 0 : b2) + e | 0; + b2 = r + C2 | 0; + e = b2 >>> 0 < r >>> 0 ? e + 1 | 0 : e; + h = ve(t2, l, 45); + r = U; + h = ve(t2, l, 3) ^ h; + n2 = U ^ r; + h = ((l & 63) << 26 | t2 >>> 6) ^ h; + r = h + b2 | 0; + e = (l >>> 6 ^ n2) + e | 0; + e = h >>> 0 > r >>> 0 ? e + 1 | 0 : e; + h = e; + y[u + 208 >> 2] = r; + y[u + 212 >> 2] = e; + n2 = y[R2 >> 2]; + C2 = y[R2 + 4 >> 2]; + b2 = ve(N2, O2, 63); + e = U; + H2 = ((O2 & 127) << 25 | N2 >>> 7) ^ (ve(N2, O2, 56) ^ b2); + s2 = H2 + s2 | 0; + b2 = (U ^ e ^ O2 >>> 7) + g | 0; + e = (s2 >>> 0 < H2 >>> 0 ? b2 + 1 | 0 : b2) + C2 | 0; + b2 = s2 + n2 | 0; + e = b2 >>> 0 < s2 >>> 0 ? e + 1 | 0 : e; + g = ve(m2, o2, 45); + s2 = U; + n2 = b2; + b2 = o2 >>> 6 | 0; + g = ((o2 & 63) << 26 | m2 >>> 6) ^ (ve(m2, o2, 3) ^ g); + o2 = n2 + g | 0; + e = (b2 ^ (U ^ s2)) + e | 0; + e = g >>> 0 > o2 >>> 0 ? e + 1 | 0 : e; + g = e; + y[u + 216 >> 2] = o2; + y[u + 220 >> 2] = e; + s2 = y[S2 >> 2]; + b2 = y[S2 + 4 >> 2]; + e = ve(L2, M2, 63); + m2 = U; + e = ve(L2, M2, 56) ^ e; + n2 = U ^ m2; + D2 = B2; + B2 = ((M2 & 127) << 25 | L2 >>> 7) ^ e; + m2 = D2 + B2 | 0; + e = (M2 >>> 7 ^ n2) + j | 0; + b2 = (m2 >>> 0 < B2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; + e = m2 + s2 | 0; + b2 = e >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; + j = ve(r, h, 45); + m2 = U; + n2 = e; + e = h >>> 6 | 0; + h = ((h & 63) << 26 | r >>> 6) ^ (ve(r, h, 3) ^ j); + j = n2 + h | 0; + e = (e ^ (U ^ m2)) + b2 | 0; + e = h >>> 0 > j >>> 0 ? e + 1 | 0 : e; + h = e; + y[u + 224 >> 2] = j; + y[u + 228 >> 2] = e; + r = y[T2 >> 2]; + s2 = y[T2 + 4 >> 2]; + b2 = ve(P2, J2, 63); + e = U; + n2 = ((J2 & 127) << 25 | P2 >>> 7) ^ (ve(P2, J2, 56) ^ b2); + m2 = n2 + A2 | 0; + e = (U ^ e ^ J2 >>> 7) + i3 | 0; + b2 = (m2 >>> 0 < n2 >>> 0 ? e + 1 | 0 : e) + s2 | 0; + e = m2 + r | 0; + b2 = e >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; + i3 = ve(o2, g, 45); + m2 = U; + n2 = e; + e = g >>> 6 | 0; + g = ((g & 63) << 26 | o2 >>> 6) ^ (ve(o2, g, 3) ^ i3); + i3 = n2 + g | 0; + e = (e ^ (U ^ m2)) + b2 | 0; + e = g >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; + g = e; + y[u + 232 >> 2] = i3; + y[u + 236 >> 2] = e; + b2 = ve(v2, f, 63); + e = U; + n2 = ve(v2, f, 56) ^ b2; + b2 = f >>> 7 | 0; + o2 = n2 ^ ((f & 127) << 25 | v2 >>> 7); + f = o2 + F2 | 0; + b2 = (b2 ^ (U ^ e)) + w2 | 0; + e = k + (f >>> 0 < o2 >>> 0 ? b2 + 1 | 0 : b2) | 0; + b2 = f + q | 0; + e = b2 >>> 0 < q >>> 0 ? e + 1 | 0 : e; + f = ve(j, h, 45); + o2 = U; + k = b2; + b2 = h >>> 6 | 0; + h = ((h & 63) << 26 | j >>> 6) ^ (ve(j, h, 3) ^ f); + f = k + h | 0; + e = (b2 ^ (U ^ o2)) + e | 0; + y[u + 240 >> 2] = f; + y[u + 244 >> 2] = f >>> 0 < h >>> 0 ? e + 1 | 0 : e; + h = y[V2 >> 2]; + j = y[V2 + 4 >> 2]; + b2 = ve(x2, p, 63); + e = U; + b2 = ve(x2, p, 56) ^ b2; + o2 = U ^ e; + e = p >>> 7 | 0; + p = ((p & 127) << 25 | x2 >>> 7) ^ b2; + f = p + t2 | 0; + b2 = (e ^ o2) + l | 0; + e = (f >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2) + j | 0; + b2 = f + h | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = ve(i3, g, 45); + h = U; + k = b2; + b2 = g >>> 6 | 0; + g = ((g & 63) << 26 | i3 >>> 6) ^ (ve(i3, g, 3) ^ f); + f = k + g | 0; + e = (b2 ^ (U ^ h)) + e | 0; + y[u + 248 >> 2] = f; + y[u + 252 >> 2] = f >>> 0 < g >>> 0 ? e + 1 | 0 : e; + continue; + } + break; + } + e = b2 + y[a2 + 4 >> 2] | 0; + b2 = f + y[a2 >> 2] | 0; + e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + y[a2 >> 2] = b2; + y[a2 + 4 >> 2] = e; + b2 = y[a2 + 12 >> 2] + y[d + 12 >> 2] | 0; + e = y[d + 8 >> 2]; + c2 = e + y[a2 + 8 >> 2] | 0; + y[a2 + 8 >> 2] = c2; + y[a2 + 12 >> 2] = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + e = y[a2 + 20 >> 2] + y[d + 20 >> 2] | 0; + c2 = y[d + 16 >> 2]; + b2 = c2 + y[a2 + 16 >> 2] | 0; + y[a2 + 16 >> 2] = b2; + y[a2 + 20 >> 2] = b2 >>> 0 < c2 >>> 0 ? e + 1 | 0 : e; + e = y[a2 + 28 >> 2] + y[d + 28 >> 2] | 0; + c2 = y[d + 24 >> 2]; + b2 = c2 + y[a2 + 24 >> 2] | 0; + y[a2 + 24 >> 2] = b2; + y[a2 + 28 >> 2] = b2 >>> 0 < c2 >>> 0 ? e + 1 | 0 : e; + b2 = y[a2 + 36 >> 2] + y[d + 36 >> 2] | 0; + e = y[d + 32 >> 2]; + c2 = e + y[a2 + 32 >> 2] | 0; + y[a2 + 32 >> 2] = c2; + y[a2 + 36 >> 2] = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + e = y[a2 + 44 >> 2] + y[d + 44 >> 2] | 0; + c2 = y[d + 40 >> 2]; + b2 = c2 + y[a2 + 40 >> 2] | 0; + y[a2 + 40 >> 2] = b2; + y[a2 + 44 >> 2] = b2 >>> 0 < c2 >>> 0 ? e + 1 | 0 : e; + b2 = y[a2 + 52 >> 2] + y[d + 52 >> 2] | 0; + e = y[d + 48 >> 2]; + c2 = e + y[a2 + 48 >> 2] | 0; + y[a2 + 48 >> 2] = c2; + y[a2 + 52 >> 2] = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + e = y[a2 + 60 >> 2] + y[d + 60 >> 2] | 0; + c2 = y[d + 56 >> 2]; + b2 = c2 + y[a2 + 56 >> 2] | 0; + y[a2 + 56 >> 2] = b2; + y[a2 + 60 >> 2] = b2 >>> 0 < c2 >>> 0 ? e + 1 | 0 : e; + } + function jb(a2) { + var b2 = 0, c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, y2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, T2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0; + q = z[a2 + 44 | 0] | z[a2 + 45 | 0] << 8 | (z[a2 + 46 | 0] << 16 | z[a2 + 47 | 0] << 24); + e = q >>> 5 & 2097151; + I2 = (z[a2 + 60 | 0] | z[a2 + 61 | 0] << 8 | (z[a2 + 62 | 0] << 16 | z[a2 + 63 | 0] << 24)) >>> 3 | 0; + d = te(I2, 0, -683901, -1); + b2 = z[a2 + 44 | 0]; + c2 = b2 << 16 & 2031616 | (z[a2 + 42 | 0] | z[a2 + 43 | 0] << 8); + k = d + c2 | 0; + b2 = U; + b2 = c2 >>> 0 > k >>> 0 ? b2 + 1 | 0 : b2; + i3 = b2; + b2 = b2 - ((k >>> 0 < 4293918720) - 1 | 0) | 0; + n2 = b2; + d = b2 >> 21; + c2 = e; + g = k - -1048576 | 0; + e = (b2 & 2097151) << 11 | g >>> 21; + b2 = c2 + e | 0; + c2 = d; + c2 = b2 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + x2 = c2; + H2 = b2; + o2 = te(b2, c2, -683901, -1); + j = U; + J2 = (z[a2 + 49 | 0] | z[a2 + 50 | 0] << 8 | (z[a2 + 51 | 0] << 16 | z[a2 + 52 | 0] << 24)) >>> 7 & 2097151; + h = te(J2, 0, -997805, -1); + b2 = z[a2 + 27 | 0]; + d = 0; + p = z[a2 + 23 | 0] | z[a2 + 24 | 0] << 8 | (z[a2 + 25 | 0] << 16 | z[a2 + 26 | 0] << 24); + e = b2 << 8 | p >>> 24; + b2 = z[a2 + 28 | 0]; + c2 = 0; + b2 = e | b2 << 16; + c2 = c2 | d; + c2 = ((c2 & 3) << 30 | b2 >>> 2) & 2097151; + d = c2 + h | 0; + b2 = U; + b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + l = z[a2 + 52 | 0] | z[a2 + 53 | 0] << 8 | (z[a2 + 54 | 0] << 16 | z[a2 + 55 | 0] << 24); + F2 = l >>> 4 & 2097151; + c2 = te(F2, 0, 654183, 0); + d = c2 + d | 0; + b2 = U + b2 | 0; + h = d; + d = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + c2 = z[a2 + 48 | 0]; + b2 = 0; + f = c2 << 8 | q >>> 24; + e = z[a2 + 49 | 0]; + e = e << 16; + q = b2 | b2; + c2 = e | f; + K2 = ((q & 3) << 30 | c2 >>> 2) & 2097151; + b2 = te(K2, 0, 136657, 0); + c2 = b2 + h | 0; + d = U + d | 0; + d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; + L2 = (z[a2 + 57 | 0] | z[a2 + 58 | 0] << 8 | (z[a2 + 59 | 0] << 16 | z[a2 + 60 | 0] << 24)) >>> 6 & 2097151; + b2 = te(L2, 0, 666643, 0); + e = b2 + c2 | 0; + c2 = U + d | 0; + h = e; + d = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + b2 = z[a2 + 56 | 0]; + c2 = 0; + f = b2 << 8 | l >>> 24; + e = z[a2 + 57 | 0]; + b2 = 0; + e = e << 16; + l = b2 | c2; + c2 = e | f; + M2 = ((l & 1) << 31 | c2 >>> 1) & 2097151; + c2 = te(M2, 0, 470296, 0); + e = c2 + h | 0; + b2 = U + d | 0; + d = e; + b2 = d >>> 0 < c2 >>> 0 ? b2 + 1 | 0 : b2; + c2 = b2 + j | 0; + e = d + o2 | 0; + c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + r = d - -1048576 | 0; + d = b2 - ((d >>> 0 < 4293918720) - 1 | 0) | 0; + y2 = d; + b2 = r & -2097152; + j = e - b2 | 0; + o2 = c2 - ((b2 >>> 0 > e >>> 0) + d | 0) | 0; + c2 = te(J2, 0, 654183, 0); + d = c2 + (p >>> 5 & 2097151) | 0; + b2 = U; + b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + d = te(F2, 0, 470296, 0); + e = c2 + d | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(K2, N2, -997805, -1); + d = b2 + e | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = d; + d = te(M2, O2, 666643, 0); + e = b2 + d | 0; + b2 = U + c2 | 0; + f = e; + e = d >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; + d = te(J2, 0, 470296, 0); + b2 = z[a2 + 23 | 0]; + b2 = b2 << 16 & 2031616 | (z[a2 + 21 | 0] | z[a2 + 22 | 0] << 8); + h = d + b2 | 0; + d = U; + d = b2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + c2 = te(F2, 0, 666643, 0); + h = c2 + h | 0; + b2 = U + d | 0; + d = te(K2, N2, 654183, 0); + p = d + h | 0; + c2 = U + (c2 >>> 0 > h >>> 0 ? b2 + 1 | 0 : b2) | 0; + c2 = d >>> 0 > p >>> 0 ? c2 + 1 | 0 : c2; + l = c2; + c2 = c2 - ((p >>> 0 < 4293918720) - 1 | 0) | 0; + E2 = c2; + b2 = c2 >>> 21 | 0; + h = p - -1048576 | 0; + c2 = (c2 & 2097151) << 11 | h >>> 21; + f = c2 + f | 0; + b2 = b2 + e | 0; + b2 = c2 >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; + d = b2; + c2 = b2 - ((f >>> 0 < 4293918720) - 1 | 0) | 0; + m2 = c2; + b2 = j; + e = f - -1048576 | 0; + j = (c2 & 2097151) << 11 | e >>> 21; + s2 = b2 + j | 0; + c2 = (c2 >> 21) + o2 | 0; + c2 = j >>> 0 > s2 >>> 0 ? c2 + 1 | 0 : c2; + j = c2 - ((s2 >>> 0 < 4293918720) - 1 | 0) | 0; + q = j; + o2 = s2 - -1048576 | 0; + b2 = o2 & -2097152; + G2 = s2 - b2 | 0; + P2 = c2 - ((b2 >>> 0 > s2 >>> 0) + j | 0) | 0; + b2 = te(H2, x2, 136657, 0); + c2 = b2 + f | 0; + d = U + d | 0; + d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; + b2 = e & -2097152; + v2 = c2 - b2 | 0; + t2 = d - ((b2 >>> 0 > c2 >>> 0) + m2 | 0) | 0; + b2 = g & -2097152; + s2 = k - b2 | 0; + n2 = i3 - ((b2 >>> 0 > k >>> 0) + n2 | 0) | 0; + i3 = te(I2, 0, 136657, 0); + b2 = z[a2 + 40 | 0]; + c2 = 0; + g = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); + e = b2 << 8 | g >>> 24; + b2 = z[a2 + 41 | 0]; + d = 0; + b2 = e | b2 << 16; + d = c2 | d; + c2 = d >>> 3 | 0; + d = (d & 7) << 29 | b2 >>> 3; + e = d + i3 | 0; + b2 = c2 + U | 0; + b2 = d >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; + c2 = te(L2, 0, -683901, -1); + d = c2 + e | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + f = d; + c2 = te(I2, 0, -997805, -1); + e = c2 + (g >>> 6 & 2097151) | 0; + d = U; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + c2 = e; + e = te(L2, 0, 136657, 0); + g = c2 + e | 0; + c2 = U + d | 0; + d = te(M2, O2, -683901, -1); + A2 = d + g | 0; + c2 = U + (e >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2) | 0; + c2 = d >>> 0 > A2 >>> 0 ? c2 + 1 | 0 : c2; + j = c2; + d = c2 - ((A2 >>> 0 < 4293918720) - 1 | 0) | 0; + S2 = d; + c2 = d >> 21; + k = A2 - -1048576 | 0; + d = (d & 2097151) << 11 | k >>> 21; + m2 = d + f | 0; + b2 = b2 + c2 | 0; + b2 = d >>> 0 > m2 >>> 0 ? b2 + 1 | 0 : b2; + g = b2; + b2 = b2 - ((m2 >>> 0 < 4293918720) - 1 | 0) | 0; + B2 = b2; + c2 = b2 >> 21; + f = m2 - -1048576 | 0; + d = (b2 & 2097151) << 11 | f >>> 21; + b2 = d + s2 | 0; + c2 = c2 + n2 | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + D2 = c2; + C2 = b2; + c2 = te(b2, c2, -683901, -1); + d = c2 + v2 | 0; + b2 = U + t2 | 0; + u = d; + e = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + b2 = h & -2097152; + s2 = p - b2 | 0; + n2 = l - ((E2 & 4095) + (b2 >>> 0 > p >>> 0) | 0) | 0; + p = te(J2, 0, 666643, 0); + c2 = z[a2 + 19 | 0]; + b2 = 0; + l = z[a2 + 15 | 0] | z[a2 + 16 | 0] << 8 | (z[a2 + 17 | 0] << 16 | z[a2 + 18 | 0] << 24); + h = c2 << 8 | l >>> 24; + d = b2; + b2 = z[a2 + 20 | 0]; + c2 = 0; + b2 = b2 << 16; + d = c2 | d; + c2 = b2 | h; + c2 = (d & 7) << 29 | c2 >>> 3; + h = c2 + p | 0; + d = U + (d >>> 3 | 0) | 0; + d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + b2 = te(K2, N2, 470296, 0); + h = b2 + h | 0; + c2 = U + d | 0; + b2 = b2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + d = te(K2, N2, 666643, 0); + v2 = d + (l >>> 6 & 2097151) | 0; + c2 = U; + c2 = d >>> 0 > v2 >>> 0 ? c2 + 1 | 0 : c2; + p = c2; + d = c2 - ((v2 >>> 0 < 4293918720) - 1 | 0) | 0; + T2 = d; + c2 = d >>> 21 | 0; + i3 = v2 - -1048576 | 0; + d = (d & 2097151) << 11 | i3 >>> 21; + t2 = d + h | 0; + b2 = b2 + c2 | 0; + b2 = d >>> 0 > t2 >>> 0 ? b2 + 1 | 0 : b2; + l = b2; + b2 = b2 - ((t2 >>> 0 < 4293918720) - 1 | 0) | 0; + V2 = b2; + c2 = b2 >>> 21 | 0; + h = t2 - -1048576 | 0; + b2 = (b2 & 2097151) << 11 | h >>> 21; + d = b2 + s2 | 0; + c2 = c2 + n2 | 0; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = d; + d = te(H2, x2, -997805, -1); + n2 = b2 + d | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 > n2 >>> 0 ? b2 + 1 | 0 : b2; + d = f & -2097152; + c2 = m2 - d | 0; + E2 = c2; + f = g - ((d >>> 0 > m2 >>> 0) + B2 | 0) | 0; + Q2 = f; + d = te(C2, D2, 136657, 0); + g = d + n2 | 0; + b2 = U + b2 | 0; + b2 = d >>> 0 > g >>> 0 ? b2 + 1 | 0 : b2; + d = te(c2, f, -683901, -1); + n2 = d + g | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; + g = c2; + b2 = c2 - ((n2 >>> 0 < 4293918720) - 1 | 0) | 0; + B2 = b2; + f = n2 - -1048576 | 0; + c2 = (b2 & 2097151) << 11 | f >>> 21; + m2 = c2 + u | 0; + b2 = (b2 >> 21) + e | 0; + b2 = c2 >>> 0 > m2 >>> 0 ? b2 + 1 | 0 : b2; + c2 = b2 - ((m2 >>> 0 < 4293918720) - 1 | 0) | 0; + u = c2; + e = m2 - -1048576 | 0; + s2 = (c2 & 2097151) << 11 | e >>> 21; + G2 = s2 + G2 | 0; + c2 = (c2 >> 21) + P2 | 0; + W2 = G2; + s2 = s2 >>> 0 > G2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = e & -2097152; + X = m2 - c2 | 0; + Y = b2 - ((c2 >>> 0 > m2 >>> 0) + u | 0) | 0; + b2 = f & -2097152; + G2 = n2 - b2 | 0; + P2 = g - ((b2 >>> 0 > n2 >>> 0) + B2 | 0) | 0; + b2 = te(H2, x2, 654183, 0); + c2 = h & -2097152; + d = b2 + (t2 - c2 | 0) | 0; + c2 = U + (l - ((V2 & 2147483647) + (c2 >>> 0 > t2 >>> 0) | 0) | 0) | 0; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(C2, D2, -997805, -1); + d = b2 + d | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = d; + d = te(E2, Q2, 136657, 0); + e = b2 + d | 0; + b2 = U + c2 | 0; + u = e; + g = d >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; + b2 = k & -2097152; + t2 = A2 - b2 | 0; + m2 = j - ((b2 >>> 0 > A2 >>> 0) + S2 | 0) | 0; + l = te(F2, 0, -683901, -1); + c2 = z[a2 + 35 | 0]; + b2 = 0; + h = z[a2 + 31 | 0] | z[a2 + 32 | 0] << 8 | (z[a2 + 33 | 0] << 16 | z[a2 + 34 | 0] << 24); + e = c2 << 8 | h >>> 24; + d = b2; + b2 = z[a2 + 36 | 0]; + c2 = 0; + b2 = b2 << 16 | e; + c2 = c2 | d; + b2 = ((c2 & 1) << 31 | b2 >>> 1) & 2097151; + c2 = b2 + l | 0; + d = U; + d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; + b2 = te(I2, 0, 654183, 0); + e = b2 + c2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = te(L2, 0, -997805, -1); + e = d + e | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; + c2 = te(M2, O2, 136657, 0); + d = c2 + e | 0; + b2 = U + b2 | 0; + f = d; + e = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + b2 = te(J2, 0, -683901, -1); + d = b2 + (h >>> 4 & 2097151) | 0; + c2 = U; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(F2, 0, 136657, 0); + h = b2 + d | 0; + d = U + c2 | 0; + d = b2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + b2 = te(I2, 0, 470296, 0); + h = b2 + h | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + d = te(L2, 0, 654183, 0); + h = d + h | 0; + b2 = U + c2 | 0; + c2 = te(M2, O2, -997805, -1); + j = c2 + h | 0; + b2 = U + (d >>> 0 > h >>> 0 ? b2 + 1 | 0 : b2) | 0; + b2 = c2 >>> 0 > j >>> 0 ? b2 + 1 | 0 : b2; + l = b2; + c2 = b2 - ((j >>> 0 < 4293918720) - 1 | 0) | 0; + Z = c2; + b2 = c2 >> 21; + h = j - -1048576 | 0; + c2 = (c2 & 2097151) << 11 | h >>> 21; + k = c2 + f | 0; + d = b2 + e | 0; + d = c2 >>> 0 > k >>> 0 ? d + 1 | 0 : d; + c2 = d - ((k >>> 0 < 4293918720) - 1 | 0) | 0; + n2 = c2; + b2 = c2 >> 21; + f = k - -1048576 | 0; + e = (c2 & 2097151) << 11 | f >>> 21; + c2 = e + t2 | 0; + b2 = b2 + m2 | 0; + b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + B2 = b2; + e = u; + u = c2; + b2 = te(c2, b2, -683901, -1); + e = e + b2 | 0; + c2 = U + g | 0; + m2 = e; + e = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(H2, x2, 470296, 0); + c2 = i3 & -2097152; + g = b2 + (v2 - c2 | 0) | 0; + c2 = U + (p - ((T2 & 2047) + (c2 >>> 0 > v2 >>> 0) | 0) | 0) | 0; + c2 = b2 >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; + b2 = g; + g = te(C2, D2, 654183, 0); + i3 = b2 + g | 0; + b2 = U + c2 | 0; + b2 = g >>> 0 > i3 >>> 0 ? b2 + 1 | 0 : b2; + g = te(E2, Q2, -997805, -1); + i3 = g + i3 | 0; + c2 = U + b2 | 0; + c2 = g >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2; + b2 = f & -2097152; + f = k - b2 | 0; + A2 = f; + g = d - ((b2 >>> 0 > k >>> 0) + n2 | 0) | 0; + R2 = g; + d = te(u, B2, 136657, 0); + i3 = d + i3 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 > i3 >>> 0 ? b2 + 1 | 0 : b2; + d = te(f, g, -683901, -1); + p = d + i3 | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 > p >>> 0 ? c2 + 1 | 0 : c2; + g = c2; + b2 = c2 - ((p >>> 0 < 4293918720) - 1 | 0) | 0; + t2 = b2; + f = p - -1048576 | 0; + c2 = (b2 & 2097151) << 11 | f >>> 21; + i3 = c2 + m2 | 0; + b2 = (b2 >> 21) + e | 0; + b2 = c2 >>> 0 > i3 >>> 0 ? b2 + 1 | 0 : b2; + c2 = b2 - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; + m2 = c2; + e = i3 - -1048576 | 0; + k = (c2 & 2097151) << 11 | e >>> 21; + n2 = k + G2 | 0; + c2 = (c2 >> 21) + P2 | 0; + S2 = n2; + n2 = k >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = e & -2097152; + T2 = i3 - c2 | 0; + V2 = b2 - ((c2 >>> 0 > i3 >>> 0) + m2 | 0) | 0; + b2 = f & -2097152; + G2 = p - b2 | 0; + P2 = g - ((b2 >>> 0 > p >>> 0) + t2 | 0) | 0; + g = te(H2, x2, 666643, 0); + c2 = z[a2 + 14 | 0]; + b2 = 0; + m2 = z[a2 + 10 | 0] | z[a2 + 11 | 0] << 8 | (z[a2 + 12 | 0] << 16 | z[a2 + 13 | 0] << 24); + e = c2 << 8 | m2 >>> 24; + d = b2; + b2 = z[a2 + 15 | 0]; + c2 = 0; + b2 = b2 << 16 | e; + c2 = c2 | d; + b2 = ((c2 & 1) << 31 | b2 >>> 1) & 2097151; + c2 = b2 + g | 0; + d = U; + d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; + b2 = c2; + c2 = te(C2, D2, 470296, 0); + e = b2 + c2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; + c2 = te(E2, Q2, 654183, 0); + d = c2 + e | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + d = te(u, B2, -997805, -1); + e = c2 + d | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(A2, R2, 136657, 0); + d = b2 + e | 0; + c2 = U + c2 | 0; + p = d; + e = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = h & -2097152; + h = j - b2 | 0; + g = l - ((b2 >>> 0 > j >>> 0) + Z | 0) | 0; + d = te(J2, 0, 136657, 0); + b2 = U; + c2 = (z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24)) >>> 7 & 2097151; + d = c2 + d | 0; + b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + d = te(F2, 0, -997805, -1); + f = c2 + d | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(K2, N2, -683901, -1); + d = b2 + f | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(I2, 0, 666643, 0); + f = b2 + d | 0; + d = U + c2 | 0; + d = b2 >>> 0 > f >>> 0 ? d + 1 | 0 : d; + c2 = te(L2, 0, 470296, 0); + f = c2 + f | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; + c2 = te(M2, O2, 654183, 0); + d = c2 + f | 0; + b2 = U + b2 | 0; + f = (y2 & 2097151) << 11 | r >>> 21; + r = f + d | 0; + c2 = (y2 >> 21) + (c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2) | 0; + c2 = f >>> 0 > r >>> 0 ? c2 + 1 | 0 : c2; + k = c2; + b2 = c2 - ((r >>> 0 < 4293918720) - 1 | 0) | 0; + y2 = b2; + i3 = r - -1048576 | 0; + f = (b2 & 2097151) << 11 | i3 >>> 21; + c2 = f + h | 0; + b2 = (b2 >> 21) + g | 0; + b2 = c2 >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + v2 = b2; + t2 = c2; + c2 = te(c2, b2, -683901, -1); + d = c2 + p | 0; + b2 = U + e | 0; + f = d; + e = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + b2 = te(C2, D2, 666643, 0); + d = b2 + (m2 >>> 4 & 2097151) | 0; + c2 = U; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(E2, Q2, 470296, 0); + d = b2 + d | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(u, B2, 654183, 0); + g = b2 + d | 0; + d = U + c2 | 0; + d = b2 >>> 0 > g >>> 0 ? d + 1 | 0 : d; + c2 = te(A2, R2, -997805, -1); + g = c2 + g | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 > g >>> 0 ? b2 + 1 | 0 : b2; + c2 = te(t2, v2, 136657, 0); + j = c2 + g | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 > j >>> 0 ? b2 + 1 | 0 : b2; + l = b2; + c2 = b2 - ((j >>> 0 < 4293918720) - 1 | 0) | 0; + D2 = c2; + b2 = f; + h = j - -1048576 | 0; + f = (c2 & 2097151) << 11 | h >>> 21; + d = b2 + f | 0; + c2 = (c2 >> 21) + e | 0; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + e = c2 - ((d >>> 0 < 4293918720) - 1 | 0) | 0; + C2 = e; + b2 = e >> 21; + g = d - -1048576 | 0; + e = (e & 2097151) << 11 | g >>> 21; + f = e + G2 | 0; + b2 = b2 + P2 | 0; + H2 = f; + p = e >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; + f = d; + d = c2; + c2 = i3 & -2097152; + i3 = (q & 2097151) << 11 | o2 >>> 21; + e = (r - c2 | 0) + i3 | 0; + c2 = (k - ((c2 >>> 0 > r >>> 0) + y2 | 0) | 0) + (q >> 21) | 0; + c2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + c2 = c2 - ((e >>> 0 < 4293918720) - 1 | 0) | 0; + F2 = c2; + b2 = c2 >> 21; + o2 = b2; + y2 = e - -1048576 | 0; + x2 = (c2 & 2097151) << 11 | y2 >>> 21; + b2 = te(x2, b2, -683901, -1); + c2 = b2 + f | 0; + d = U + d | 0; + d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; + b2 = g & -2097152; + N2 = c2 - b2 | 0; + O2 = d - ((b2 >>> 0 > c2 >>> 0) + C2 | 0) | 0; + b2 = te(x2, o2, 136657, 0); + c2 = l + U | 0; + d = b2 + j | 0; + c2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + b2 = h & -2097152; + C2 = d - b2 | 0; + r = c2 - ((b2 >>> 0 > d >>> 0) + D2 | 0) | 0; + c2 = te(E2, Q2, 666643, 0); + d = U; + b2 = (z[a2 + 7 | 0] | z[a2 + 8 | 0] << 8 | (z[a2 + 9 | 0] << 16 | z[a2 + 10 | 0] << 24)) >>> 7 & 2097151; + c2 = b2 + c2 | 0; + d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; + b2 = te(u, B2, 470296, 0); + f = b2 + c2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(A2, R2, 654183, 0); + d = b2 + f | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = d; + d = te(t2, v2, -997805, -1); + f = b2 + d | 0; + b2 = U + c2 | 0; + i3 = f; + f = d >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; + l = te(u, B2, 666643, 0); + c2 = z[a2 + 6 | 0]; + b2 = 0; + D2 = z[a2 + 2 | 0] | z[a2 + 3 | 0] << 8 | (z[a2 + 4 | 0] << 16 | z[a2 + 5 | 0] << 24); + g = c2 << 8 | D2 >>> 24; + d = b2; + b2 = z[a2 + 7 | 0]; + c2 = 0; + b2 = b2 << 16 | g; + c2 = c2 | d; + c2 = ((c2 & 3) << 30 | b2 >>> 2) & 2097151; + d = c2 + l | 0; + b2 = U; + b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + c2 = te(A2, R2, 470296, 0); + g = c2 + d | 0; + d = U + b2 | 0; + d = c2 >>> 0 > g >>> 0 ? d + 1 | 0 : d; + c2 = te(t2, v2, 654183, 0); + k = c2 + g | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 > k >>> 0 ? b2 + 1 | 0 : b2; + l = b2; + b2 = b2 - ((k >>> 0 < 4293918720) - 1 | 0) | 0; + q = b2; + d = b2 >> 21; + h = k - -1048576 | 0; + b2 = (b2 & 2097151) << 11 | h >>> 21; + g = b2 + i3 | 0; + c2 = d + f | 0; + c2 = b2 >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2 - ((g >>> 0 < 4293918720) - 1 | 0) | 0; + j = b2; + f = g - -1048576 | 0; + i3 = (b2 & 2097151) << 11 | f >>> 21; + u = i3 + C2 | 0; + b2 = (b2 >> 21) + r | 0; + C2 = u; + i3 = i3 >>> 0 > u >>> 0 ? b2 + 1 | 0 : b2; + b2 = te(x2, o2, -997805, -1); + d = b2 + g | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = f & -2097152; + E2 = d - b2 | 0; + B2 = c2 - ((b2 >>> 0 > d >>> 0) + j | 0) | 0; + c2 = te(x2, o2, 654183, 0); + b2 = l + U | 0; + d = c2 + k | 0; + b2 = d >>> 0 < k >>> 0 ? b2 + 1 | 0 : b2; + c2 = h & -2097152; + u = d - c2 | 0; + r = b2 - ((c2 >>> 0 > d >>> 0) + q | 0) | 0; + b2 = te(A2, R2, 666643, 0); + d = b2 + (D2 >>> 5 & 2097151) | 0; + c2 = U; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(t2, v2, 470296, 0); + d = b2 + d | 0; + c2 = U + c2 | 0; + g = d; + d = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + f = te(t2, v2, 666643, 0); + b2 = z[a2 + 2 | 0]; + c2 = b2 << 16 & 2031616 | (z[a2 | 0] | z[a2 + 1 | 0] << 8); + j = f + c2 | 0; + b2 = U; + b2 = c2 >>> 0 > j >>> 0 ? b2 + 1 | 0 : b2; + l = b2; + b2 = b2 - ((j >>> 0 < 4293918720) - 1 | 0) | 0; + v2 = b2; + h = j - -1048576 | 0; + f = (b2 & 2097151) << 11 | h >>> 21; + k = f + g | 0; + b2 = (b2 >> 21) + d | 0; + b2 = f >>> 0 > k >>> 0 ? b2 + 1 | 0 : b2; + d = b2; + b2 = b2 - ((k >>> 0 < 4293918720) - 1 | 0) | 0; + q = b2; + g = k - -1048576 | 0; + f = (b2 & 2097151) << 11 | g >>> 21; + t2 = f + u | 0; + b2 = (b2 >> 21) + r | 0; + f = f >>> 0 > t2 >>> 0 ? b2 + 1 | 0 : b2; + b2 = te(x2, o2, 470296, 0); + d = d + U | 0; + c2 = b2 + k | 0; + d = c2 >>> 0 < k >>> 0 ? d + 1 | 0 : d; + b2 = g & -2097152; + k = c2 - b2 | 0; + g = d - ((b2 >>> 0 > c2 >>> 0) + q | 0) | 0; + c2 = te(x2, o2, 666643, 0); + d = h & -2097152; + r = c2 + (j - d | 0) | 0; + b2 = U + (l - ((d >>> 0 > j >>> 0) + v2 | 0) | 0) | 0; + b2 = c2 >>> 0 > r >>> 0 ? b2 + 1 | 0 : b2; + d = b2 >> 21; + b2 = (b2 & 2097151) << 11 | r >>> 21; + q = b2 + k | 0; + c2 = d + g | 0; + c2 = b2 >>> 0 > q >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2 >> 21; + c2 = (c2 & 2097151) << 11 | q >>> 21; + o2 = c2 + t2 | 0; + b2 = b2 + f | 0; + b2 = c2 >>> 0 > o2 >>> 0 ? b2 + 1 | 0 : b2; + c2 = b2 >> 21; + b2 = (b2 & 2097151) << 11 | o2 >>> 21; + f = b2 + E2 | 0; + c2 = c2 + B2 | 0; + c2 = b2 >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2 >> 21; + c2 = (c2 & 2097151) << 11 | f >>> 21; + j = c2 + C2 | 0; + d = b2 + i3 | 0; + d = c2 >>> 0 > j >>> 0 ? d + 1 | 0 : d; + c2 = d >> 21; + d = (d & 2097151) << 11 | j >>> 21; + k = d + N2 | 0; + b2 = c2 + O2 | 0; + b2 = d >>> 0 > k >>> 0 ? b2 + 1 | 0 : b2; + d = b2 >> 21; + b2 = (b2 & 2097151) << 11 | k >>> 21; + g = b2 + H2 | 0; + c2 = d + p | 0; + p = g; + c2 = b2 >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2 >> 21; + c2 = (c2 & 2097151) << 11 | g >>> 21; + i3 = c2 + T2 | 0; + b2 = b2 + V2 | 0; + b2 = c2 >>> 0 > i3 >>> 0 ? b2 + 1 | 0 : b2; + c2 = b2 >> 21; + b2 = (b2 & 2097151) << 11 | i3 >>> 21; + l = b2 + S2 | 0; + c2 = c2 + n2 | 0; + c2 = b2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2 >> 21; + c2 = (c2 & 2097151) << 11 | l >>> 21; + h = c2 + X | 0; + d = b2 + Y | 0; + d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; + c2 = d >> 21; + d = (d & 2097151) << 11 | h >>> 21; + g = d + W2 | 0; + b2 = c2 + s2 | 0; + c2 = y2 & -2097152; + n2 = e - c2 | 0; + b2 = d >>> 0 > g >>> 0 ? b2 + 1 | 0 : b2; + y2 = n2 + ((b2 & 2097151) << 11 | g >>> 21) | 0; + b2 = (m2 - ((c2 >>> 0 > e >>> 0) + F2 | 0) | 0) + (b2 >> 21) | 0; + b2 = n2 >>> 0 > y2 >>> 0 ? b2 + 1 | 0 : b2; + s2 = (b2 & 2097151) << 11 | y2 >>> 21; + c2 = b2 >> 21; + m2 = c2; + b2 = te(s2, c2, 666643, 0); + c2 = r & 2097151; + r = b2 + c2 | 0; + b2 = U; + b2 = c2 >>> 0 > r >>> 0 ? b2 + 1 | 0 : b2; + e = b2; + w[a2 | 0] = r; + w[a2 + 1 | 0] = (b2 & 255) << 24 | r >>> 8; + b2 = q & 2097151; + c2 = te(s2, m2, 470296, 0) + b2 | 0; + d = U; + n2 = (e & 2097151) << 11 | r >>> 21; + q = n2 + c2 | 0; + b2 = (e >> 21) + (b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d) | 0; + b2 = n2 >>> 0 > q >>> 0 ? b2 + 1 | 0 : b2; + w[a2 + 4 | 0] = (b2 & 2047) << 21 | q >>> 11; + c2 = b2; + d = q; + w[a2 + 3 | 0] = (b2 & 7) << 29 | d >>> 3; + w[a2 + 2 | 0] = ((e & 65535) << 16 | r >>> 16) & 31 | d << 5; + e = o2 & 2097151; + o2 = te(s2, m2, 654183, 0) + e | 0; + b2 = U; + e = e >>> 0 > o2 >>> 0 ? b2 + 1 | 0 : b2; + q = (c2 & 2097151) << 11 | d >>> 21; + o2 = q + o2 | 0; + c2 = (c2 >> 21) + e | 0; + c2 = o2 >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2; + w[a2 + 6 | 0] = (b2 & 63) << 26 | o2 >>> 6; + e = o2; + w[a2 + 5 | 0] = e << 2 | (d & 1572864) >>> 19; + d = f & 2097151; + f = te(s2, m2, -997805, -1) + d | 0; + c2 = U; + c2 = d >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; + d = b2; + b2 = b2 >> 21; + o2 = (d & 2097151) << 11 | e >>> 21; + f = o2 + f | 0; + d = b2 + c2 | 0; + d = f >>> 0 < o2 >>> 0 ? d + 1 | 0 : d; + w[a2 + 9 | 0] = (d & 511) << 23 | f >>> 9; + w[a2 + 8 | 0] = (d & 1) << 31 | f >>> 1; + w[a2 + 7 | 0] = f << 7 | (e & 2080768) >>> 14; + c2 = j & 2097151; + e = te(s2, m2, 136657, 0) + c2 | 0; + b2 = U; + b2 = c2 >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + d = c2 >> 21; + j = (c2 & 2097151) << 11 | f >>> 21; + e = j + e | 0; + c2 = b2 + d | 0; + c2 = e >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + w[a2 + 12 | 0] = (c2 & 4095) << 20 | e >>> 12; + d = e; + w[a2 + 11 | 0] = (c2 & 15) << 28 | d >>> 4; + w[a2 + 10 | 0] = d << 4 | (f & 1966080) >>> 17; + e = k & 2097151; + f = te(s2, m2, -683901, -1) + e | 0; + b2 = U; + b2 = e >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; + e = c2; + c2 = c2 >> 21; + u = f; + f = (e & 2097151) << 11 | d >>> 21; + e = u + f | 0; + c2 = b2 + c2 | 0; + c2 = e >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + w[a2 + 14 | 0] = (c2 & 127) << 25 | e >>> 7; + w[a2 + 13 | 0] = e << 1 | (d & 1048576) >>> 20; + b2 = c2 >> 21; + c2 = (c2 & 2097151) << 11 | e >>> 21; + f = c2 + (p & 2097151) | 0; + d = c2 >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; + w[a2 + 17 | 0] = (d & 1023) << 22 | f >>> 10; + w[a2 + 16 | 0] = (d & 3) << 30 | f >>> 2; + w[a2 + 15 | 0] = f << 6 | (e & 2064384) >>> 15; + b2 = d >> 21; + c2 = (d & 2097151) << 11 | f >>> 21; + d = c2 + (i3 & 2097151) | 0; + b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + w[a2 + 20 | 0] = (b2 & 8191) << 19 | d >>> 13; + w[a2 + 19 | 0] = (b2 & 31) << 27 | d >>> 5; + c2 = l & 2097151; + l = (b2 & 2097151) << 11 | d >>> 21; + e = c2 + l | 0; + c2 = b2 >> 21; + c2 = e >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + l = e; + w[a2 + 21 | 0] = e; + w[a2 + 18 | 0] = d << 3 | (f & 1835008) >>> 18; + w[a2 + 22 | 0] = (c2 & 255) << 24 | e >>> 8; + f = (c2 & 2097151) << 11 | e >>> 21; + e = f + (h & 2097151) | 0; + d = c2 >> 21; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + w[a2 + 25 | 0] = (d & 2047) << 21 | e >>> 11; + w[a2 + 24 | 0] = (d & 7) << 29 | e >>> 3; + w[a2 + 23 | 0] = ((c2 & 65535) << 16 | l >>> 16) & 31 | e << 5; + b2 = d >> 21; + c2 = (d & 2097151) << 11 | e >>> 21; + d = c2 + (g & 2097151) | 0; + b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + w[a2 + 27 | 0] = (b2 & 63) << 26 | d >>> 6; + w[a2 + 26 | 0] = d << 2 | (e & 1572864) >>> 19; + c2 = b2; + b2 = b2 >> 21; + g = (c2 & 2097151) << 11 | d >>> 21; + f = y2 & 2097151; + e = g + f | 0; + c2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + w[a2 + 31 | 0] = (c2 & 131071) << 15 | e >>> 17; + b2 = e; + w[a2 + 30 | 0] = (c2 & 511) << 23 | b2 >>> 9; + w[a2 + 28 | 0] = b2 << 7 | (d & 2080768) >>> 14; + w[a2 + 29 | 0] = g + y2 >>> 1; + } + function Td(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0, fa2 = 0, ga2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, ka2 = 0, na2 = 0, oa2 = 0, pa2 = 0, ra2 = 0, sa2 = 0, ta2 = 0, ua2 = 0, va2 = 0, wa2 = 0, xa2 = 0, za2 = 0, Aa2 = 0, Ba2 = 0, Ca2 = 0, Da2 = 0, Ea2 = 0, Ga2 = 0, Ha2 = 0, Ia2 = 0, Ja2 = 0, Ka2 = 0, La2 = 0, Ma2 = 0, Na2 = 0, Oa2 = 0; + g = T - 256 | 0; + T = g; + Ga2 = -1; + a: { + if (kb(b2)) { + break a; + } + c2 = g + 96 | 0; + if (Rb(c2, b2)) { + break a; + } + e = T - 2048 | 0; + T = e; + f = e + 640 | 0; + la(f, c2); + b2 = c2; + c2 = y[b2 + 36 >> 2]; + y[e + 352 >> 2] = y[b2 + 32 >> 2]; + y[e + 356 >> 2] = c2; + c2 = y[b2 + 28 >> 2]; + y[e + 344 >> 2] = y[b2 + 24 >> 2]; + y[e + 348 >> 2] = c2; + c2 = y[b2 + 20 >> 2]; + y[e + 336 >> 2] = y[b2 + 16 >> 2]; + y[e + 340 >> 2] = c2; + c2 = y[b2 + 12 >> 2]; + y[e + 328 >> 2] = y[b2 + 8 >> 2]; + y[e + 332 >> 2] = c2; + c2 = y[b2 + 4 >> 2]; + y[e + 320 >> 2] = y[b2 >> 2]; + y[e + 324 >> 2] = c2; + c2 = y[b2 + 44 >> 2]; + y[e + 360 >> 2] = y[b2 + 40 >> 2]; + y[e + 364 >> 2] = c2; + c2 = y[b2 + 52 >> 2]; + y[e + 368 >> 2] = y[b2 + 48 >> 2]; + y[e + 372 >> 2] = c2; + c2 = y[b2 + 60 >> 2]; + y[e + 376 >> 2] = y[b2 + 56 >> 2]; + y[e + 380 >> 2] = c2; + c2 = b2 - -64 | 0; + d = y[c2 + 4 >> 2]; + y[e + 384 >> 2] = y[c2 >> 2]; + y[e + 388 >> 2] = d; + c2 = y[b2 + 76 >> 2]; + y[e + 392 >> 2] = y[b2 + 72 >> 2]; + y[e + 396 >> 2] = c2; + c2 = y[b2 + 84 >> 2]; + y[e + 400 >> 2] = y[b2 + 80 >> 2]; + y[e + 404 >> 2] = c2; + c2 = y[b2 + 92 >> 2]; + y[e + 408 >> 2] = y[b2 + 88 >> 2]; + y[e + 412 >> 2] = c2; + c2 = y[b2 + 100 >> 2]; + y[e + 416 >> 2] = y[b2 + 96 >> 2]; + y[e + 420 >> 2] = c2; + c2 = y[b2 + 108 >> 2]; + y[e + 424 >> 2] = y[b2 + 104 >> 2]; + y[e + 428 >> 2] = c2; + c2 = y[b2 + 116 >> 2]; + y[e + 432 >> 2] = y[b2 + 112 >> 2]; + y[e + 436 >> 2] = c2; + b2 = e + 480 | 0; + c2 = e + 320 | 0; + ya(b2, c2); + d = e + 160 | 0; + i3 = e + 600 | 0; + ea(d, b2, i3); + j = e + 520 | 0; + k = e + 560 | 0; + ea(e + 200 | 0, j, k); + ea(e + 240 | 0, k, i3); + ea(e + 280 | 0, b2, j); + ma(b2, d, f); + ea(c2, b2, i3); + s2 = e + 360 | 0; + ea(s2, j, k); + t2 = e + 400 | 0; + ea(t2, k, i3); + n2 = e + 440 | 0; + ea(n2, b2, j); + f = e + 800 | 0; + la(f, c2); + ma(b2, d, f); + ea(c2, b2, i3); + ea(s2, j, k); + ea(t2, k, i3); + ea(n2, b2, j); + f = e + 960 | 0; + la(f, c2); + ma(b2, d, f); + ea(c2, b2, i3); + ea(s2, j, k); + ea(t2, k, i3); + ea(n2, b2, j); + f = e + 1120 | 0; + la(f, c2); + ma(b2, d, f); + ea(c2, b2, i3); + ea(s2, j, k); + ea(t2, k, i3); + ea(n2, b2, j); + f = e + 1280 | 0; + la(f, c2); + ma(b2, d, f); + ea(c2, b2, i3); + ea(s2, j, k); + ea(t2, k, i3); + ea(n2, b2, j); + f = e + 1440 | 0; + la(f, c2); + ma(b2, d, f); + ea(c2, b2, i3); + ea(s2, j, k); + ea(t2, k, i3); + ea(n2, b2, j); + f = e + 1600 | 0; + la(f, c2); + ma(b2, d, f); + ea(c2, b2, i3); + ea(s2, j, k); + ea(t2, k, i3); + ea(n2, b2, j); + la(e + 1760 | 0, c2); + y[e + 32 >> 2] = 0; + y[e + 36 >> 2] = 0; + y[e + 24 >> 2] = 0; + y[e + 28 >> 2] = 0; + y[e + 16 >> 2] = 0; + y[e + 20 >> 2] = 0; + y[e + 8 >> 2] = 0; + y[e + 12 >> 2] = 0; + y[e >> 2] = 0; + y[e + 4 >> 2] = 0; + y[e + 44 >> 2] = 0; + y[e + 48 >> 2] = 0; + y[e + 40 >> 2] = 1; + y[e + 52 >> 2] = 0; + y[e + 56 >> 2] = 0; + y[e + 60 >> 2] = 0; + y[e + 64 >> 2] = 0; + y[e + 68 >> 2] = 0; + y[e + 72 >> 2] = 0; + y[e + 76 >> 2] = 0; + y[e + 80 >> 2] = 1; + o(e + 84 | 0, 0, 76); + m2 = e + 120 | 0; + r = e + 2008 | 0; + p = e + 1968 | 0; + c2 = e + 80 | 0; + d = e + 40 | 0; + f = 252; + while (1) { + b2 = y[e + 36 >> 2]; + y[e + 1960 >> 2] = y[e + 32 >> 2]; + y[e + 1964 >> 2] = b2; + b2 = y[e + 28 >> 2]; + y[e + 1952 >> 2] = y[e + 24 >> 2]; + y[e + 1956 >> 2] = b2; + b2 = y[e + 20 >> 2]; + y[e + 1944 >> 2] = y[e + 16 >> 2]; + y[e + 1948 >> 2] = b2; + b2 = y[e + 12 >> 2]; + y[e + 1936 >> 2] = y[e + 8 >> 2]; + y[e + 1940 >> 2] = b2; + b2 = y[e + 4 >> 2]; + y[e + 1928 >> 2] = y[e >> 2]; + y[e + 1932 >> 2] = b2; + b2 = d; + h = y[b2 + 36 >> 2]; + y[p + 32 >> 2] = y[b2 + 32 >> 2]; + y[p + 36 >> 2] = h; + h = y[b2 + 28 >> 2]; + y[p + 24 >> 2] = y[b2 + 24 >> 2]; + y[p + 28 >> 2] = h; + h = y[b2 + 20 >> 2]; + y[p + 16 >> 2] = y[b2 + 16 >> 2]; + y[p + 20 >> 2] = h; + h = y[b2 + 12 >> 2]; + y[p + 8 >> 2] = y[b2 + 8 >> 2]; + y[p + 12 >> 2] = h; + h = y[b2 + 4 >> 2]; + y[p >> 2] = y[b2 >> 2]; + y[p + 4 >> 2] = h; + b2 = c2; + h = y[b2 + 36 >> 2]; + y[r + 32 >> 2] = y[b2 + 32 >> 2]; + y[r + 36 >> 2] = h; + h = y[b2 + 28 >> 2]; + y[r + 24 >> 2] = y[b2 + 24 >> 2]; + y[r + 28 >> 2] = h; + h = y[b2 + 20 >> 2]; + y[r + 16 >> 2] = y[b2 + 16 >> 2]; + y[r + 20 >> 2] = h; + h = y[b2 + 12 >> 2]; + y[r + 8 >> 2] = y[b2 + 8 >> 2]; + y[r + 12 >> 2] = h; + h = y[b2 + 4 >> 2]; + y[r >> 2] = y[b2 >> 2]; + y[r + 4 >> 2] = h; + b2 = f; + f = w[b2 + 33408 | 0]; + h = e + 480 | 0; + ya(h, e + 1928 | 0); + b: { + if ((f | 0) > 0) { + u = e + 320 | 0; + ea(u, h, i3); + ea(s2, j, k); + ea(t2, k, i3); + ea(n2, h, j); + ma(h, u, (e + 640 | 0) + E((f & 254) >>> 1 | 0, 160) | 0); + break b; + } + if ((f | 0) >= 0) { + break b; + } + u = e + 320 | 0; + h = e + 480 | 0; + ea(u, h, i3); + ea(s2, j, k); + ea(t2, k, i3); + ea(n2, h, j); + Qb(h, u, (e + 640 | 0) + E((0 - f & 254) >>> 1 | 0, 160) | 0); + } + h = e + 480 | 0; + ea(e, h, i3); + ea(d, j, k); + ea(c2, k, i3); + ea(m2, h, j); + f = b2 - 1 | 0; + if (b2) { + continue; + } + break; + } + b2 = y[e + 40 >> 2]; + c2 = y[e + 80 >> 2]; + d = y[e + 44 >> 2]; + f = y[e + 84 >> 2]; + i3 = y[e + 48 >> 2]; + j = y[e + 88 >> 2]; + k = y[e + 52 >> 2]; + r = y[e + 92 >> 2]; + p = y[e + 56 >> 2]; + s2 = y[e + 96 >> 2]; + t2 = y[e + 60 >> 2]; + n2 = y[e + 100 >> 2]; + m2 = y[e + 64 >> 2]; + u = y[e + 104 >> 2]; + C2 = y[e + 68 >> 2]; + x2 = y[e + 108 >> 2]; + B2 = y[e + 72 >> 2]; + M2 = y[e + 112 >> 2]; + y[e + 676 >> 2] = y[e + 76 >> 2] - y[e + 116 >> 2]; + y[e + 672 >> 2] = B2 - M2; + y[e + 668 >> 2] = C2 - x2; + y[e + 664 >> 2] = m2 - u; + y[e + 660 >> 2] = t2 - n2; + y[e + 656 >> 2] = p - s2; + y[e + 652 >> 2] = k - r; + y[e + 648 >> 2] = i3 - j; + y[e + 644 >> 2] = d - f; + y[e + 640 >> 2] = b2 - c2; + qa(h, e); + b2 = Fa(h, 32); + qa(h, e + 640 | 0); + c2 = Fa(h, 32); + T = e + 2048 | 0; + if (!(b2 & c2)) { + break a; + } + Ga2 = 0; + N2 = y[g + 172 >> 2]; + y[g + 36 >> 2] = 0 - N2; + s2 = y[g + 168 >> 2]; + y[g + 32 >> 2] = 0 - s2; + O2 = y[g + 164 >> 2]; + y[g + 28 >> 2] = 0 - O2; + j = y[g + 160 >> 2]; + y[g + 24 >> 2] = 0 - j; + P2 = y[g + 156 >> 2]; + y[g + 20 >> 2] = 0 - P2; + k = y[g + 152 >> 2]; + y[g + 16 >> 2] = 0 - k; + Q2 = y[g + 148 >> 2]; + y[g + 12 >> 2] = 0 - Q2; + r = y[g + 144 >> 2]; + y[g + 8 >> 2] = 0 - r; + R2 = y[g + 140 >> 2]; + y[g + 4 >> 2] = 0 - R2; + e = y[g + 136 >> 2]; + y[g >> 2] = 1 - e; + Za(g, g); + t2 = y[g + 4 >> 2]; + K2 = t2 >> 31; + B2 = P2 << 1; + da2 = B2 >> 31; + b2 = te(t2, K2, B2, da2); + c2 = U; + i3 = y[g >> 2]; + D2 = i3 >> 31; + F2 = j >> 31; + d = te(i3, D2, j, F2); + b2 = d + b2 | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + h = y[g + 8 >> 2]; + S2 = h >> 31; + G2 = k >> 31; + f = te(h, S2, k, G2); + d = f + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + C2 = y[g + 12 >> 2]; + X = C2 >> 31; + M2 = Q2 << 1; + fa2 = M2 >> 31; + d = te(C2, X, M2, fa2); + c2 = c2 + d | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + V2 = y[g + 16 >> 2]; + _ = V2 >> 31; + H2 = r >> 31; + d = te(V2, _, r, H2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + f = y[g + 20 >> 2]; + za2 = f; + ga2 = f >> 31; + $2 = R2 << 1; + ha2 = $2 >> 31; + p = te(f, ga2, $2, ha2); + c2 = p + c2 | 0; + d = U + b2 | 0; + d = c2 >>> 0 < p >>> 0 ? d + 1 | 0 : d; + x2 = y[g + 24 >> 2]; + Aa2 = x2; + va2 = x2 >> 31; + p = e + 1 | 0; + I2 = p >> 31; + e = te(x2, va2, p, I2); + b2 = e + c2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + ia2 = y[g + 28 >> 2]; + u = E(ia2, 19); + Y = u >> 31; + aa = N2 << 1; + ja2 = aa >> 31; + e = te(u, Y, aa, ja2); + d = e + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + Ha2 = y[g + 32 >> 2]; + m2 = E(Ha2, 19); + W2 = m2 >> 31; + J2 = s2 >> 31; + d = te(m2, W2, s2, J2); + c2 = c2 + d | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + Ia2 = y[g + 36 >> 2]; + n2 = E(Ia2, 19); + L2 = n2 >> 31; + ba2 = O2 << 1; + ka2 = ba2 >> 31; + d = te(n2, L2, ba2, ka2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + q = c2; + e = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + b2 = te(k, G2, t2, K2); + c2 = U; + na2 = P2 >> 31; + l = te(i3, D2, P2, na2); + b2 = l + b2 | 0; + d = U + c2 | 0; + d = b2 >>> 0 < l >>> 0 ? d + 1 | 0 : d; + oa2 = Q2 >> 31; + l = te(h, S2, Q2, oa2); + b2 = l + b2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + l = te(r, H2, C2, X); + d = l + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + pa2 = R2 >> 31; + d = te(V2, _, R2, pa2); + c2 = c2 + d | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + d = te(p, I2, f, ga2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + x2 = E(x2, 19); + ca2 = x2 >> 31; + ra2 = N2 >> 31; + l = te(x2, ca2, N2, ra2); + c2 = l + c2 | 0; + d = U + b2 | 0; + d = c2 >>> 0 < l >>> 0 ? d + 1 | 0 : d; + l = te(s2, J2, u, Y); + b2 = l + c2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + sa2 = O2 >> 31; + l = te(m2, W2, O2, sa2); + d = l + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + d = te(j, F2, n2, L2); + c2 = c2 + d | 0; + b2 = U + b2 | 0; + Ba2 = c2; + Z = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + b2 = te(t2, K2, M2, fa2); + d = U; + l = te(i3, D2, k, G2); + c2 = l + b2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; + l = te(r, H2, h, S2); + c2 = l + c2 | 0; + d = U + b2 | 0; + d = c2 >>> 0 < l >>> 0 ? d + 1 | 0 : d; + l = te(C2, X, $2, ha2); + b2 = l + c2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; + l = te(p, I2, V2, _); + d = l + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + l = E(f, 19); + ta2 = l >> 31; + d = te(l, ta2, aa, ja2); + c2 = c2 + d | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + d = te(s2, J2, x2, ca2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + f = te(u, Y, ba2, ka2); + c2 = f + c2 | 0; + d = U + b2 | 0; + d = c2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + f = te(j, F2, m2, W2); + b2 = f + c2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + f = te(n2, L2, B2, da2); + d = f + b2 | 0; + b2 = U + c2 | 0; + Ja2 = d; + b2 = d >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + Ka2 = b2; + d = d + 33554432 | 0; + b2 = d >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + La2 = d; + Ma2 = b2; + d = (b2 & 67108863) << 6 | d >>> 26; + f = d + Ba2 | 0; + b2 = (b2 >> 26) + Z | 0; + Ba2 = f; + b2 = d >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; + f = f + 16777216 | 0; + d = f >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + Na2 = f; + c2 = d >> 25; + f = (d & 33554431) << 7 | f >>> 25; + d = f + q | 0; + b2 = c2 + e | 0; + b2 = d >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + c2 = d + 33554432 | 0; + b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + A2 = c2; + f = b2; + y[g + 72 >> 2] = d - (c2 & -67108864); + b2 = te(t2, K2, $2, ha2); + c2 = U; + e = te(i3, D2, r, H2); + b2 = e + b2 | 0; + d = U + c2 | 0; + d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(p, I2, h, S2); + c2 = e + b2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + e = E(C2, 19); + ua2 = e >> 31; + d = te(e, ua2, aa, ja2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + Z = E(V2, 19); + wa2 = Z >> 31; + q = te(Z, wa2, s2, J2); + d = q + c2 | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + q = te(ba2, ka2, l, ta2); + d = q + d | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < q >>> 0 ? b2 + 1 | 0 : b2; + q = te(j, F2, x2, ca2); + c2 = q + d | 0; + d = U + b2 | 0; + d = c2 >>> 0 < q >>> 0 ? d + 1 | 0 : d; + q = te(u, Y, B2, da2); + c2 = q + c2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < q >>> 0 ? b2 + 1 | 0 : b2; + d = te(k, G2, m2, W2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + q = te(n2, L2, M2, fa2); + d = q + c2 | 0; + c2 = U + b2 | 0; + z2 = d; + Ca2 = d >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(p, I2, t2, K2); + c2 = U; + q = te(i3, D2, R2, pa2); + d = q + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < q >>> 0 ? b2 + 1 | 0 : b2; + c2 = E(h, 19); + q = c2; + xa2 = c2 >> 31; + v2 = te(c2, xa2, N2, ra2); + c2 = v2 + d | 0; + d = U + b2 | 0; + d = c2 >>> 0 < v2 >>> 0 ? d + 1 | 0 : d; + v2 = te(e, ua2, s2, J2); + c2 = v2 + c2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < v2 >>> 0 ? b2 + 1 | 0 : b2; + d = te(Z, wa2, O2, sa2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + v2 = te(j, F2, l, ta2); + d = v2 + c2 | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 < v2 >>> 0 ? c2 + 1 | 0 : c2; + v2 = te(x2, ca2, P2, na2); + d = v2 + d | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < v2 >>> 0 ? b2 + 1 | 0 : b2; + v2 = te(k, G2, u, Y); + c2 = v2 + d | 0; + d = U + b2 | 0; + d = c2 >>> 0 < v2 >>> 0 ? d + 1 | 0 : d; + v2 = te(m2, W2, Q2, oa2); + c2 = v2 + c2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < v2 >>> 0 ? b2 + 1 | 0 : b2; + d = te(r, H2, n2, L2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + Da2 = c2; + v2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + b2 = E(t2, 19); + b2 = te(b2, b2 >> 31, aa, ja2); + c2 = U; + d = te(i3, D2, p, I2); + b2 = d + b2 | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + q = te(q, xa2, s2, J2); + d = q + b2 | 0; + b2 = U + c2 | 0; + e = te(e, ua2, ba2, ka2); + c2 = e + d | 0; + d = U + (d >>> 0 < q >>> 0 ? b2 + 1 | 0 : b2) | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(j, F2, Z, wa2); + c2 = e + c2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + d = te(B2, da2, l, ta2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + e = te(k, G2, x2, ca2); + d = e + c2 | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + e = te(u, Y, M2, fa2); + d = e + d | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + e = te(r, H2, m2, W2); + c2 = e + d | 0; + d = U + b2 | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(n2, L2, $2, ha2); + c2 = e + c2 | 0; + b2 = U + d | 0; + q = c2; + b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + ua2 = b2; + c2 = c2 + 33554432 | 0; + b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + xa2 = c2; + Oa2 = b2; + d = b2 >> 26; + b2 = (b2 & 67108863) << 6 | c2 >>> 26; + e = b2 + Da2 | 0; + c2 = d + v2 | 0; + v2 = e; + c2 = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2; + e = e + 16777216 | 0; + b2 = e >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + Da2 = e; + e = (b2 & 33554431) << 7 | e >>> 25; + c2 = e + z2 | 0; + b2 = (b2 >> 25) + Ca2 | 0; + b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + d = c2; + c2 = c2 + 33554432 | 0; + b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + Ca2 = c2; + e = b2; + y[g + 56 >> 2] = d - (c2 & -67108864); + b2 = te(j, F2, t2, K2); + d = U; + z2 = te(i3, D2, O2, sa2); + c2 = z2 + b2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < z2 >>> 0 ? b2 + 1 | 0 : b2; + d = te(h, S2, P2, na2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + d = te(k, G2, C2, X); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + z2 = te(V2, _, Q2, oa2); + c2 = z2 + c2 | 0; + d = U + b2 | 0; + d = c2 >>> 0 < z2 >>> 0 ? d + 1 | 0 : d; + z2 = te(r, H2, za2, ga2); + b2 = z2 + c2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < z2 >>> 0 ? c2 + 1 | 0 : c2; + z2 = te(R2, pa2, Aa2, va2); + d = z2 + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < z2 >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + Ea2 = ia2 >> 31; + d = te(ia2, Ea2, p, I2); + c2 = c2 + d | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + d = te(m2, W2, N2, ra2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + d = c2; + c2 = te(s2, J2, n2, L2); + z2 = d + c2 | 0; + d = U + b2 | 0; + c2 = c2 >>> 0 > z2 >>> 0 ? d + 1 | 0 : d; + b2 = f >> 26; + f = (f & 67108863) << 6 | A2 >>> 26; + d = f + z2 | 0; + c2 = b2 + c2 | 0; + A2 = d; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2; + d = d + 16777216 | 0; + b2 = d >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + z2 = d; + f = b2; + y[g + 76 >> 2] = A2 - (d & -33554432); + b2 = te(r, H2, t2, K2); + c2 = U; + A2 = te(i3, D2, Q2, oa2); + b2 = A2 + b2 | 0; + d = U + c2 | 0; + d = b2 >>> 0 < A2 >>> 0 ? d + 1 | 0 : d; + A2 = te(h, S2, R2, pa2); + b2 = A2 + b2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < A2 >>> 0 ? c2 + 1 | 0 : c2; + A2 = te(p, I2, C2, X); + d = A2 + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < A2 >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + d = te(Z, wa2, N2, ra2); + c2 = c2 + d | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + d = te(s2, J2, l, ta2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + x2 = te(x2, ca2, O2, sa2); + c2 = x2 + c2 | 0; + d = U + b2 | 0; + u = te(j, F2, u, Y); + b2 = u + c2 | 0; + c2 = U + (c2 >>> 0 < x2 >>> 0 ? d + 1 | 0 : d) | 0; + m2 = te(m2, W2, P2, na2); + d = m2 + b2 | 0; + b2 = U + (b2 >>> 0 < u >>> 0 ? c2 + 1 | 0 : c2) | 0; + b2 = d >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + d = te(k, G2, n2, L2); + c2 = c2 + d | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + A2 = c2; + c2 = e >> 26; + d = (e & 67108863) << 6 | Ca2 >>> 26; + e = A2 + d | 0; + b2 = b2 + c2 | 0; + m2 = e; + b2 = d >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; + c2 = e + 16777216 | 0; + d = c2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + u = c2; + e = d; + y[g + 60 >> 2] = m2 - (c2 & -33554432); + b2 = te(t2, K2, ba2, ka2); + d = U; + m2 = te(i3, D2, s2, J2); + c2 = m2 + b2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; + d = te(j, F2, h, S2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + m2 = te(C2, X, B2, da2); + c2 = m2 + c2 | 0; + d = U + b2 | 0; + d = c2 >>> 0 < m2 >>> 0 ? d + 1 | 0 : d; + m2 = te(k, G2, V2, _); + b2 = m2 + c2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + m2 = te(M2, fa2, za2, ga2); + d = m2 + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; + c2 = d; + d = te(r, H2, Aa2, va2); + c2 = c2 + d | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + d = c2; + c2 = te($2, ha2, ia2, Ea2); + d = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; + c2 = Ha2; + m2 = c2; + x2 = c2 >> 31; + B2 = te(c2, x2, p, I2); + c2 = B2 + d | 0; + d = U + b2 | 0; + n2 = te(n2, L2, aa, ja2); + b2 = n2 + c2 | 0; + c2 = U + (c2 >>> 0 < B2 >>> 0 ? d + 1 | 0 : d) | 0; + d = b2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = b2; + b2 = f >> 25; + f = (f & 33554431) << 7 | z2 >>> 25; + c2 = c2 + f | 0; + b2 = b2 + d | 0; + b2 = c2 >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + d = c2; + c2 = c2 + 33554432 | 0; + b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + n2 = c2; + f = b2; + y[g + 80 >> 2] = d - (c2 & -67108864); + B2 = Ba2 - (Na2 & -33554432) | 0; + c2 = e >> 25; + e = (e & 33554431) << 7 | u >>> 25; + b2 = La2 & -67108864; + d = e + (Ja2 - b2 | 0) | 0; + b2 = c2 + (Ka2 - ((b2 >>> 0 > Ja2 >>> 0) + Ma2 | 0) | 0) | 0; + b2 = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + c2 = d + 33554432 | 0; + b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + b2 = ((b2 & 67108863) << 6 | c2 >>> 26) + B2 | 0; + y[g + 68 >> 2] = b2; + y[g + 64 >> 2] = d - (c2 & -67108864); + b2 = te(s2, J2, t2, K2); + d = U; + e = te(i3, D2, N2, ra2); + c2 = e + b2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + e = te(h, S2, O2, sa2); + d = e + c2 | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + e = te(j, F2, C2, X); + b2 = e + d | 0; + d = U + c2 | 0; + d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(V2, _, P2, na2); + c2 = e + b2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + d = te(k, G2, za2, ga2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + d = te(Q2, oa2, Aa2, va2); + c2 = d + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + e = te(r, H2, ia2, Ea2); + d = e + c2 | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(m2, x2, R2, pa2); + e = b2 + d | 0; + d = U + c2 | 0; + d = b2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + c2 = e; + b2 = Ia2; + e = te(b2, b2 >> 31, p, I2); + c2 = c2 + e | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + d = c2; + c2 = f >> 26; + f = (f & 67108863) << 6 | n2 >>> 26; + d = d + f | 0; + b2 = b2 + c2 | 0; + b2 = d >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + c2 = d + 16777216 | 0; + b2 = c2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + y[g + 84 >> 2] = d - (c2 & -33554432); + f = v2 - (Da2 & -33554432) | 0; + d = xa2 & -67108864; + e = q - d | 0; + i3 = ua2 - ((d >>> 0 > q >>> 0) + Oa2 | 0) | 0; + d = b2; + b2 = b2 >> 25; + b2 = te((d & 33554431) << 7 | c2 >>> 25, b2, 19, 0); + d = b2 + e | 0; + c2 = U + i3 | 0; + b2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + c2 = d + 33554432 | 0; + b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + b2 = ((b2 & 67108863) << 6 | c2 >>> 26) + f | 0; + y[g + 52 >> 2] = b2; + y[g + 48 >> 2] = d - (c2 & -67108864); + qa(a2, g + 48 | 0); + } + T = g + 256 | 0; + return Ga2 | 0; + } + function Gb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0; + d = T - 800 | 0; + T = d; + g = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + i3 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + j = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + k = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + l = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); + m2 = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); + n2 = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); + p = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); + q = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); + r = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); + s2 = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); + t2 = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); + u = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); + v2 = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); + o2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + b2 = c2 - -64 | 0; + w2 = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); + y[b2 >> 2] = w2 ^ 33620224; + y[c2 + 56 >> 2] = 1496785429; + y[c2 + 60 >> 2] = 1652156816; + y[c2 + 48 >> 2] = 33620224; + y[c2 + 52 >> 2] = 218629379; + y[c2 + 40 >> 2] = 1110511904; + y[c2 + 44 >> 2] = -584534669; + y[c2 + 32 >> 2] = 1427652059; + y[c2 + 36 >> 2] = -248528275; + o2 = o2 ^ w2; + y[c2 >> 2] = o2; + y[c2 + 92 >> 2] = v2 ^ -584534669; + y[c2 + 88 >> 2] = u ^ 1110511904; + y[c2 + 84 >> 2] = t2 ^ -248528275; + y[c2 + 80 >> 2] = s2 ^ 1427652059; + y[c2 + 76 >> 2] = r ^ 1652156816; + y[c2 + 72 >> 2] = q ^ 1496785429; + y[c2 + 68 >> 2] = p ^ 218629379; + n2 = n2 ^ v2; + y[c2 + 28 >> 2] = n2; + m2 = m2 ^ u; + y[c2 + 24 >> 2] = m2; + l = l ^ t2; + y[c2 + 20 >> 2] = l; + k = k ^ s2; + y[c2 + 16 >> 2] = k; + j = j ^ r; + y[c2 + 12 >> 2] = j; + i3 = i3 ^ q; + y[c2 + 8 >> 2] = i3; + x2 = g ^ p; + y[c2 + 4 >> 2] = x2; + g = 0; + while (1) { + a2 = y[c2 + 92 >> 2]; + y[d + 792 >> 2] = y[c2 + 88 >> 2]; + y[d + 796 >> 2] = a2; + a2 = y[c2 + 84 >> 2]; + y[d + 784 >> 2] = y[c2 + 80 >> 2]; + y[d + 788 >> 2] = a2; + a2 = y[b2 + 4 >> 2]; + y[d + 752 >> 2] = y[b2 >> 2]; + y[d + 756 >> 2] = a2; + a2 = y[b2 + 12 >> 2]; + y[d + 760 >> 2] = y[b2 + 8 >> 2]; + y[d + 764 >> 2] = a2; + a2 = y[c2 + 84 >> 2]; + y[d + 736 >> 2] = y[c2 + 80 >> 2]; + y[d + 740 >> 2] = a2; + a2 = y[c2 + 92 >> 2]; + y[d + 744 >> 2] = y[c2 + 88 >> 2]; + y[d + 748 >> 2] = a2; + a2 = d + 768 | 0; + fa(a2, d + 752 | 0, d + 736 | 0); + e = y[d + 780 >> 2]; + y[c2 + 88 >> 2] = y[d + 776 >> 2]; + y[c2 + 92 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 80 >> 2] = y[d + 768 >> 2]; + y[c2 + 84 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 720 >> 2] = y[c2 + 48 >> 2]; + y[d + 724 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 728 >> 2] = y[c2 + 56 >> 2]; + y[d + 732 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[d + 704 >> 2] = y[b2 >> 2]; + y[d + 708 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[d + 712 >> 2] = y[b2 + 8 >> 2]; + y[d + 716 >> 2] = e; + fa(a2, d + 720 | 0, d + 704 | 0); + e = y[d + 780 >> 2]; + y[b2 + 8 >> 2] = y[d + 776 >> 2]; + y[b2 + 12 >> 2] = e; + e = y[d + 772 >> 2]; + y[b2 >> 2] = y[d + 768 >> 2]; + y[b2 + 4 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 688 >> 2] = y[c2 + 32 >> 2]; + y[d + 692 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 696 >> 2] = y[c2 + 40 >> 2]; + y[d + 700 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 672 >> 2] = y[c2 + 48 >> 2]; + y[d + 676 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 680 >> 2] = y[c2 + 56 >> 2]; + y[d + 684 >> 2] = e; + fa(a2, d + 688 | 0, d + 672 | 0); + e = y[d + 780 >> 2]; + y[c2 + 56 >> 2] = y[d + 776 >> 2]; + y[c2 + 60 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 48 >> 2] = y[d + 768 >> 2]; + y[c2 + 52 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 656 >> 2] = y[c2 + 16 >> 2]; + y[d + 660 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 664 >> 2] = y[c2 + 24 >> 2]; + y[d + 668 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 640 >> 2] = y[c2 + 32 >> 2]; + y[d + 644 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 648 >> 2] = y[c2 + 40 >> 2]; + y[d + 652 >> 2] = e; + fa(a2, d + 656 | 0, d + 640 | 0); + e = y[d + 780 >> 2]; + y[c2 + 40 >> 2] = y[d + 776 >> 2]; + y[c2 + 44 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 32 >> 2] = y[d + 768 >> 2]; + y[c2 + 36 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 624 >> 2] = y[c2 >> 2]; + y[d + 628 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 632 >> 2] = y[c2 + 8 >> 2]; + y[d + 636 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 608 >> 2] = y[c2 + 16 >> 2]; + y[d + 612 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 616 >> 2] = y[c2 + 24 >> 2]; + y[d + 620 >> 2] = e; + fa(a2, d + 624 | 0, d + 608 | 0); + e = y[d + 780 >> 2]; + y[c2 + 24 >> 2] = y[d + 776 >> 2]; + y[c2 + 28 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 16 >> 2] = y[d + 768 >> 2]; + y[c2 + 20 >> 2] = e; + e = y[d + 788 >> 2]; + y[d + 592 >> 2] = y[d + 784 >> 2]; + y[d + 596 >> 2] = e; + e = y[d + 796 >> 2]; + y[d + 600 >> 2] = y[d + 792 >> 2]; + y[d + 604 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 576 >> 2] = y[c2 >> 2]; + y[d + 580 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 584 >> 2] = y[c2 + 8 >> 2]; + y[d + 588 >> 2] = e; + fa(a2, d + 592 | 0, d + 576 | 0); + e = y[d + 768 >> 2]; + f = y[d + 772 >> 2]; + h = y[d + 776 >> 2]; + y[c2 + 12 >> 2] = y[d + 780 >> 2] ^ r; + y[c2 + 8 >> 2] = h ^ q; + y[c2 + 4 >> 2] = f ^ p; + y[c2 >> 2] = e ^ w2; + e = y[c2 + 92 >> 2]; + y[d + 792 >> 2] = y[c2 + 88 >> 2]; + y[d + 796 >> 2] = e; + e = y[c2 + 84 >> 2]; + y[d + 784 >> 2] = y[c2 + 80 >> 2]; + y[d + 788 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[d + 560 >> 2] = y[b2 >> 2]; + y[d + 564 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[d + 568 >> 2] = y[b2 + 8 >> 2]; + y[d + 572 >> 2] = e; + e = y[c2 + 92 >> 2]; + y[d + 552 >> 2] = y[c2 + 88 >> 2]; + y[d + 556 >> 2] = e; + e = y[c2 + 84 >> 2]; + y[d + 544 >> 2] = y[c2 + 80 >> 2]; + y[d + 548 >> 2] = e; + fa(a2, d + 560 | 0, d + 544 | 0); + e = y[d + 780 >> 2]; + y[c2 + 88 >> 2] = y[d + 776 >> 2]; + y[c2 + 92 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 80 >> 2] = y[d + 768 >> 2]; + y[c2 + 84 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 528 >> 2] = y[c2 + 48 >> 2]; + y[d + 532 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 536 >> 2] = y[c2 + 56 >> 2]; + y[d + 540 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[d + 512 >> 2] = y[b2 >> 2]; + y[d + 516 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[d + 520 >> 2] = y[b2 + 8 >> 2]; + y[d + 524 >> 2] = e; + fa(a2, d + 528 | 0, d + 512 | 0); + e = y[d + 780 >> 2]; + y[b2 + 8 >> 2] = y[d + 776 >> 2]; + y[b2 + 12 >> 2] = e; + e = y[d + 772 >> 2]; + y[b2 >> 2] = y[d + 768 >> 2]; + y[b2 + 4 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 496 >> 2] = y[c2 + 32 >> 2]; + y[d + 500 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 504 >> 2] = y[c2 + 40 >> 2]; + y[d + 508 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 480 >> 2] = y[c2 + 48 >> 2]; + y[d + 484 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 488 >> 2] = y[c2 + 56 >> 2]; + y[d + 492 >> 2] = e; + fa(a2, d + 496 | 0, d + 480 | 0); + e = y[d + 780 >> 2]; + y[c2 + 56 >> 2] = y[d + 776 >> 2]; + y[c2 + 60 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 48 >> 2] = y[d + 768 >> 2]; + y[c2 + 52 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 464 >> 2] = y[c2 + 16 >> 2]; + y[d + 468 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 472 >> 2] = y[c2 + 24 >> 2]; + y[d + 476 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 448 >> 2] = y[c2 + 32 >> 2]; + y[d + 452 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 456 >> 2] = y[c2 + 40 >> 2]; + y[d + 460 >> 2] = e; + fa(a2, d + 464 | 0, d + 448 | 0); + e = y[d + 780 >> 2]; + y[c2 + 40 >> 2] = y[d + 776 >> 2]; + y[c2 + 44 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 32 >> 2] = y[d + 768 >> 2]; + y[c2 + 36 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 432 >> 2] = y[c2 >> 2]; + y[d + 436 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 440 >> 2] = y[c2 + 8 >> 2]; + y[d + 444 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 416 >> 2] = y[c2 + 16 >> 2]; + y[d + 420 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 424 >> 2] = y[c2 + 24 >> 2]; + y[d + 428 >> 2] = e; + fa(a2, d + 432 | 0, d + 416 | 0); + e = y[d + 780 >> 2]; + y[c2 + 24 >> 2] = y[d + 776 >> 2]; + y[c2 + 28 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 16 >> 2] = y[d + 768 >> 2]; + y[c2 + 20 >> 2] = e; + e = y[d + 788 >> 2]; + y[d + 400 >> 2] = y[d + 784 >> 2]; + y[d + 404 >> 2] = e; + e = y[d + 796 >> 2]; + y[d + 408 >> 2] = y[d + 792 >> 2]; + y[d + 412 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 384 >> 2] = y[c2 >> 2]; + y[d + 388 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 392 >> 2] = y[c2 + 8 >> 2]; + y[d + 396 >> 2] = e; + fa(a2, d + 400 | 0, d + 384 | 0); + e = y[d + 768 >> 2]; + f = y[d + 772 >> 2]; + h = y[d + 776 >> 2]; + y[c2 + 12 >> 2] = y[d + 780 >> 2] ^ v2; + y[c2 + 8 >> 2] = h ^ u; + y[c2 + 4 >> 2] = f ^ t2; + y[c2 >> 2] = e ^ s2; + e = y[c2 + 92 >> 2]; + y[d + 792 >> 2] = y[c2 + 88 >> 2]; + y[d + 796 >> 2] = e; + e = y[c2 + 84 >> 2]; + y[d + 784 >> 2] = y[c2 + 80 >> 2]; + y[d + 788 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[d + 368 >> 2] = y[b2 >> 2]; + y[d + 372 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[d + 376 >> 2] = y[b2 + 8 >> 2]; + y[d + 380 >> 2] = e; + e = y[c2 + 92 >> 2]; + y[d + 360 >> 2] = y[c2 + 88 >> 2]; + y[d + 364 >> 2] = e; + e = y[c2 + 84 >> 2]; + y[d + 352 >> 2] = y[c2 + 80 >> 2]; + y[d + 356 >> 2] = e; + fa(a2, d + 368 | 0, d + 352 | 0); + e = y[d + 780 >> 2]; + y[c2 + 88 >> 2] = y[d + 776 >> 2]; + y[c2 + 92 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 80 >> 2] = y[d + 768 >> 2]; + y[c2 + 84 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 336 >> 2] = y[c2 + 48 >> 2]; + y[d + 340 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 344 >> 2] = y[c2 + 56 >> 2]; + y[d + 348 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[d + 320 >> 2] = y[b2 >> 2]; + y[d + 324 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[d + 328 >> 2] = y[b2 + 8 >> 2]; + y[d + 332 >> 2] = e; + fa(a2, d + 336 | 0, d + 320 | 0); + e = y[d + 780 >> 2]; + y[b2 + 8 >> 2] = y[d + 776 >> 2]; + y[b2 + 12 >> 2] = e; + e = y[d + 772 >> 2]; + y[b2 >> 2] = y[d + 768 >> 2]; + y[b2 + 4 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 304 >> 2] = y[c2 + 32 >> 2]; + y[d + 308 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 312 >> 2] = y[c2 + 40 >> 2]; + y[d + 316 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 288 >> 2] = y[c2 + 48 >> 2]; + y[d + 292 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 296 >> 2] = y[c2 + 56 >> 2]; + y[d + 300 >> 2] = e; + fa(a2, d + 304 | 0, d + 288 | 0); + e = y[d + 780 >> 2]; + y[c2 + 56 >> 2] = y[d + 776 >> 2]; + y[c2 + 60 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 48 >> 2] = y[d + 768 >> 2]; + y[c2 + 52 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 272 >> 2] = y[c2 + 16 >> 2]; + y[d + 276 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 280 >> 2] = y[c2 + 24 >> 2]; + y[d + 284 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 256 >> 2] = y[c2 + 32 >> 2]; + y[d + 260 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 264 >> 2] = y[c2 + 40 >> 2]; + y[d + 268 >> 2] = e; + fa(a2, d + 272 | 0, d + 256 | 0); + e = y[d + 780 >> 2]; + y[c2 + 40 >> 2] = y[d + 776 >> 2]; + y[c2 + 44 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 32 >> 2] = y[d + 768 >> 2]; + y[c2 + 36 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 240 >> 2] = y[c2 >> 2]; + y[d + 244 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 248 >> 2] = y[c2 + 8 >> 2]; + y[d + 252 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 224 >> 2] = y[c2 + 16 >> 2]; + y[d + 228 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 232 >> 2] = y[c2 + 24 >> 2]; + y[d + 236 >> 2] = e; + fa(a2, d + 240 | 0, d + 224 | 0); + e = y[d + 780 >> 2]; + y[c2 + 24 >> 2] = y[d + 776 >> 2]; + y[c2 + 28 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 16 >> 2] = y[d + 768 >> 2]; + y[c2 + 20 >> 2] = e; + e = y[d + 788 >> 2]; + y[d + 208 >> 2] = y[d + 784 >> 2]; + y[d + 212 >> 2] = e; + e = y[d + 796 >> 2]; + y[d + 216 >> 2] = y[d + 792 >> 2]; + y[d + 220 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 192 >> 2] = y[c2 >> 2]; + y[d + 196 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 200 >> 2] = y[c2 + 8 >> 2]; + y[d + 204 >> 2] = e; + fa(a2, d + 208 | 0, d + 192 | 0); + e = y[d + 768 >> 2]; + f = y[d + 772 >> 2]; + h = y[d + 776 >> 2]; + y[c2 + 12 >> 2] = j ^ y[d + 780 >> 2]; + y[c2 + 8 >> 2] = h ^ i3; + y[c2 + 4 >> 2] = f ^ x2; + y[c2 >> 2] = e ^ o2; + e = y[c2 + 92 >> 2]; + y[d + 792 >> 2] = y[c2 + 88 >> 2]; + y[d + 796 >> 2] = e; + e = y[c2 + 84 >> 2]; + y[d + 784 >> 2] = y[c2 + 80 >> 2]; + y[d + 788 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[d + 176 >> 2] = y[b2 >> 2]; + y[d + 180 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[d + 184 >> 2] = y[b2 + 8 >> 2]; + y[d + 188 >> 2] = e; + e = y[c2 + 92 >> 2]; + y[d + 168 >> 2] = y[c2 + 88 >> 2]; + y[d + 172 >> 2] = e; + e = y[c2 + 84 >> 2]; + y[d + 160 >> 2] = y[c2 + 80 >> 2]; + y[d + 164 >> 2] = e; + fa(a2, d + 176 | 0, d + 160 | 0); + e = y[d + 780 >> 2]; + y[c2 + 88 >> 2] = y[d + 776 >> 2]; + y[c2 + 92 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 80 >> 2] = y[d + 768 >> 2]; + y[c2 + 84 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 144 >> 2] = y[c2 + 48 >> 2]; + y[d + 148 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 152 >> 2] = y[c2 + 56 >> 2]; + y[d + 156 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[d + 128 >> 2] = y[b2 >> 2]; + y[d + 132 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[d + 136 >> 2] = y[b2 + 8 >> 2]; + y[d + 140 >> 2] = e; + fa(a2, d + 144 | 0, d + 128 | 0); + e = y[d + 780 >> 2]; + y[b2 + 8 >> 2] = y[d + 776 >> 2]; + y[b2 + 12 >> 2] = e; + e = y[d + 772 >> 2]; + y[b2 >> 2] = y[d + 768 >> 2]; + y[b2 + 4 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 112 >> 2] = y[c2 + 32 >> 2]; + y[d + 116 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 120 >> 2] = y[c2 + 40 >> 2]; + y[d + 124 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 96 >> 2] = y[c2 + 48 >> 2]; + y[d + 100 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 104 >> 2] = y[c2 + 56 >> 2]; + y[d + 108 >> 2] = e; + fa(a2, d + 112 | 0, d + 96 | 0); + e = y[d + 780 >> 2]; + y[c2 + 56 >> 2] = y[d + 776 >> 2]; + y[c2 + 60 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 48 >> 2] = y[d + 768 >> 2]; + y[c2 + 52 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 80 >> 2] = y[c2 + 16 >> 2]; + y[d + 84 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 88 >> 2] = y[c2 + 24 >> 2]; + y[d + 92 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 64 >> 2] = y[c2 + 32 >> 2]; + y[d + 68 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 72 >> 2] = y[c2 + 40 >> 2]; + y[d + 76 >> 2] = e; + fa(a2, d + 80 | 0, d - -64 | 0); + e = y[d + 780 >> 2]; + y[c2 + 40 >> 2] = y[d + 776 >> 2]; + y[c2 + 44 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 32 >> 2] = y[d + 768 >> 2]; + y[c2 + 36 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 48 >> 2] = y[c2 >> 2]; + y[d + 52 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 56 >> 2] = y[c2 + 8 >> 2]; + y[d + 60 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 32 >> 2] = y[c2 + 16 >> 2]; + y[d + 36 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 40 >> 2] = y[c2 + 24 >> 2]; + y[d + 44 >> 2] = e; + fa(a2, d + 48 | 0, d + 32 | 0); + e = y[d + 780 >> 2]; + y[c2 + 24 >> 2] = y[d + 776 >> 2]; + y[c2 + 28 >> 2] = e; + e = y[d + 772 >> 2]; + y[c2 + 16 >> 2] = y[d + 768 >> 2]; + y[c2 + 20 >> 2] = e; + e = y[d + 788 >> 2]; + y[d + 16 >> 2] = y[d + 784 >> 2]; + y[d + 20 >> 2] = e; + e = y[d + 796 >> 2]; + y[d + 24 >> 2] = y[d + 792 >> 2]; + y[d + 28 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d >> 2] = y[c2 >> 2]; + y[d + 4 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 8 >> 2] = y[c2 + 8 >> 2]; + y[d + 12 >> 2] = e; + fa(a2, d + 16 | 0, d); + a2 = y[d + 768 >> 2]; + e = y[d + 772 >> 2]; + f = y[d + 776 >> 2]; + y[c2 + 12 >> 2] = n2 ^ y[d + 780 >> 2]; + y[c2 + 8 >> 2] = f ^ m2; + y[c2 + 4 >> 2] = e ^ l; + y[c2 >> 2] = a2 ^ k; + g = g + 1 | 0; + if ((g | 0) != 4) { + continue; + } + break; + } + T = d + 800 | 0; + } + function rb(a2, b2, c2, d, e, f) { + var g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, U2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0; + I2 = T - 592 | 0; + T = I2; + u = -1; + h = a2 + 32 | 0; + s2 = 32; + k = 1; + while (1) { + j = s2 - 1 | 0; + n2 = z[j + 2656 | 0]; + i3 = z[h + j | 0]; + j = (i3 ^ n2) - 1 >> 8 & k; + s2 = s2 - 2 | 0; + o2 = z[h + s2 | 0]; + l = z[s2 + 2656 | 0]; + m2 = j & o2 - l >> 8 | (i3 - n2 >> 8 & k | m2); + k = j & (l ^ o2) - 1 >> 8; + if (s2) { + continue; + } + break; + } + a: { + if (!m2) { + break a; + } + if (kb(a2) | !((((z[e + 31 | 0] ^ -1) & 127 | z[e + 1 | 0] & (z[e + 2 | 0] & (z[e + 3 | 0] & (z[e + 4 | 0] & (z[e + 5 | 0] & (z[e + 6 | 0] & (z[e + 7 | 0] & (z[e + 8 | 0] & (z[e + 9 | 0] & (z[e + 10 | 0] & (z[e + 11 | 0] & (z[e + 12 | 0] & (z[e + 13 | 0] & (z[e + 14 | 0] & (z[e + 15 | 0] & (z[e + 16 | 0] & (z[e + 17 | 0] & (z[e + 18 | 0] & (z[e + 19 | 0] & (z[e + 20 | 0] & (z[e + 21 | 0] & (z[e + 22 | 0] & (z[e + 23 | 0] & (z[e + 24 | 0] & (z[e + 25 | 0] & (z[e + 26 | 0] & (z[e + 27 | 0] & (z[e + 28 | 0] & (z[e + 30 | 0] & z[e + 29 | 0])))))))))))))))))))))))))))) ^ 255) - 1 & 236 - z[e | 0] ^ -1) >>> 8 & 1)) { + break a; + } + if (kb(e)) { + break a; + } + k = I2 + 128 | 0; + if (Rb(k, e)) { + break a; + } + j = I2 + 384 | 0; + Aa(j); + if (f) { + ka(j, 39216, 34, 0); + } + ka(j, a2, 32, 0); + ka(j, e, 32, 0); + ka(j, b2, c2, d); + d = I2 + 320 | 0; + sa(j, d); + jb(d); + j = I2 + 8 | 0; + c2 = h; + e = 0; + b2 = 0; + g = T - 2272 | 0; + T = g; + while (1) { + f = g + 2016 | 0; + h = z[d + (e >>> 3 | 0) | 0]; + w[f + e | 0] = h >>> (e & 6) & 1; + i3 = f; + f = e | 1; + w[i3 + f | 0] = h >>> (f & 7) & 1; + e = e + 2 | 0; + if ((e | 0) != 256) { + continue; + } + break; + } + f = 254; + while (1) { + d = b2; + b2 = d + 1 | 0; + e = g + 2016 | 0; + n2 = e + d | 0; + b: { + if (!z[n2 | 0] | d >>> 0 > 254) { + break b; + } + l = b2 + e | 0; + e = w[l | 0]; + c: { + if (!e) { + break c; + } + i3 = e << 1; + h = w[n2 | 0]; + e = i3 + h | 0; + if ((e | 0) <= 15) { + w[n2 | 0] = e; + w[l | 0] = 0; + break c; + } + e = h - i3 | 0; + if ((e | 0) < -15) { + break b; + } + w[n2 | 0] = e; + e = b2; + while (1) { + h = (g + 2016 | 0) + e | 0; + if (!z[h | 0]) { + w[h | 0] = 1; + break c; + } + w[h | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break; + } + } + if (!f) { + break b; + } + e = d + 2 | 0; + o2 = e + (g + 2016 | 0) | 0; + h = w[o2 | 0]; + d: { + if (!h) { + break d; + } + l = h << 2; + i3 = w[n2 | 0]; + h = l + i3 | 0; + if ((h | 0) >= 16) { + h = i3 - l | 0; + if ((h | 0) < -15) { + break b; + } + w[n2 | 0] = h; + while (1) { + h = (g + 2016 | 0) + e | 0; + if (z[h | 0]) { + w[h | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break d; + } + break; + } + w[h | 0] = 1; + break d; + } + w[n2 | 0] = h; + w[o2 | 0] = 0; + } + m2 = (f >>> 0 >= 5 ? 5 : f) + 1 | 0; + if ((m2 | 0) == 2) { + break b; + } + e = d + 3 | 0; + o2 = e + (g + 2016 | 0) | 0; + h = w[o2 | 0]; + e: { + if (!h) { + break e; + } + l = h << 3; + i3 = w[n2 | 0]; + h = l + i3 | 0; + if ((h | 0) >= 16) { + h = i3 - l | 0; + if ((h | 0) < -15) { + break b; + } + w[n2 | 0] = h; + while (1) { + h = (g + 2016 | 0) + e | 0; + if (z[h | 0]) { + w[h | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break e; + } + break; + } + w[h | 0] = 1; + break e; + } + w[n2 | 0] = h; + w[o2 | 0] = 0; + } + if ((m2 | 0) == 3) { + break b; + } + e = d + 4 | 0; + o2 = e + (g + 2016 | 0) | 0; + h = w[o2 | 0]; + f: { + if (!h) { + break f; + } + l = h << 4; + i3 = w[n2 | 0]; + h = l + i3 | 0; + if ((h | 0) >= 16) { + h = i3 - l | 0; + if ((h | 0) < -15) { + break b; + } + w[n2 | 0] = h; + while (1) { + h = (g + 2016 | 0) + e | 0; + if (z[h | 0]) { + w[h | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break f; + } + break; + } + w[h | 0] = 1; + break f; + } + w[n2 | 0] = h; + w[o2 | 0] = 0; + } + if ((m2 | 0) == 4) { + break b; + } + e = d + 5 | 0; + o2 = e + (g + 2016 | 0) | 0; + h = w[o2 | 0]; + g: { + if (!h) { + break g; + } + l = h << 5; + i3 = w[n2 | 0]; + h = l + i3 | 0; + if ((h | 0) >= 16) { + h = i3 - l | 0; + if ((h | 0) < -15) { + break b; + } + w[n2 | 0] = h; + while (1) { + h = (g + 2016 | 0) + e | 0; + if (z[h | 0]) { + w[h | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break g; + } + break; + } + w[h | 0] = 1; + break g; + } + w[n2 | 0] = h; + w[o2 | 0] = 0; + } + if ((m2 | 0) == 5) { + break b; + } + e = d + 6 | 0; + l = e + (g + 2016 | 0) | 0; + d = w[l | 0]; + if (!d) { + break b; + } + i3 = d << 6; + h = w[n2 | 0]; + d = i3 + h | 0; + if ((d | 0) >= 16) { + d = h - i3 | 0; + if ((d | 0) < -15) { + break b; + } + w[n2 | 0] = d; + while (1) { + d = (g + 2016 | 0) + e | 0; + if (z[d | 0]) { + w[d | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break b; + } + break; + } + w[d | 0] = 1; + break b; + } + w[n2 | 0] = d; + w[l | 0] = 0; + } + f = f - 1 | 0; + if ((b2 | 0) != 256) { + continue; + } + break; + } + e = 0; + while (1) { + b2 = g + 1760 | 0; + d = z[c2 + (e >>> 3 | 0) | 0]; + w[b2 + e | 0] = d >>> (e & 6) & 1; + f = b2; + b2 = e | 1; + w[f + b2 | 0] = d >>> (b2 & 7) & 1; + e = e + 2 | 0; + if ((e | 0) != 256) { + continue; + } + break; + } + b2 = 0; + f = 254; + while (1) { + c2 = b2; + b2 = b2 + 1 | 0; + d = g + 1760 | 0; + m2 = d + c2 | 0; + h: { + if (!z[m2 | 0] | c2 >>> 0 > 254) { + break h; + } + i3 = b2 + d | 0; + d = w[i3 | 0]; + i: { + if (!d) { + break i; + } + h = d << 1; + e = w[m2 | 0]; + d = h + e | 0; + if ((d | 0) <= 15) { + w[m2 | 0] = d; + w[i3 | 0] = 0; + break i; + } + d = e - h | 0; + if ((d | 0) < -15) { + break h; + } + w[m2 | 0] = d; + e = b2; + while (1) { + d = (g + 1760 | 0) + e | 0; + if (!z[d | 0]) { + w[d | 0] = 1; + break i; + } + w[d | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break; + } + } + if (!f) { + break h; + } + e = c2 + 2 | 0; + l = e + (g + 1760 | 0) | 0; + d = w[l | 0]; + j: { + if (!d) { + break j; + } + i3 = d << 2; + h = w[m2 | 0]; + d = i3 + h | 0; + if ((d | 0) >= 16) { + d = h - i3 | 0; + if ((d | 0) < -15) { + break h; + } + w[m2 | 0] = d; + while (1) { + d = (g + 1760 | 0) + e | 0; + if (z[d | 0]) { + w[d | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break j; + } + break; + } + w[d | 0] = 1; + break j; + } + w[m2 | 0] = d; + w[l | 0] = 0; + } + o2 = (f >>> 0 >= 5 ? 5 : f) + 1 | 0; + if ((o2 | 0) == 2) { + break h; + } + e = c2 + 3 | 0; + l = e + (g + 1760 | 0) | 0; + d = w[l | 0]; + k: { + if (!d) { + break k; + } + i3 = d << 3; + h = w[m2 | 0]; + d = i3 + h | 0; + if ((d | 0) >= 16) { + d = h - i3 | 0; + if ((d | 0) < -15) { + break h; + } + w[m2 | 0] = d; + while (1) { + d = (g + 1760 | 0) + e | 0; + if (z[d | 0]) { + w[d | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break k; + } + break; + } + w[d | 0] = 1; + break k; + } + w[m2 | 0] = d; + w[l | 0] = 0; + } + if ((o2 | 0) == 3) { + break h; + } + e = c2 + 4 | 0; + l = e + (g + 1760 | 0) | 0; + d = w[l | 0]; + l: { + if (!d) { + break l; + } + i3 = d << 4; + h = w[m2 | 0]; + d = i3 + h | 0; + if ((d | 0) >= 16) { + d = h - i3 | 0; + if ((d | 0) < -15) { + break h; + } + w[m2 | 0] = d; + while (1) { + d = (g + 1760 | 0) + e | 0; + if (z[d | 0]) { + w[d | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break l; + } + break; + } + w[d | 0] = 1; + break l; + } + w[m2 | 0] = d; + w[l | 0] = 0; + } + if ((o2 | 0) == 4) { + break h; + } + e = c2 + 5 | 0; + l = e + (g + 1760 | 0) | 0; + d = w[l | 0]; + m: { + if (!d) { + break m; + } + i3 = d << 5; + h = w[m2 | 0]; + d = i3 + h | 0; + if ((d | 0) >= 16) { + d = h - i3 | 0; + if ((d | 0) < -15) { + break h; + } + w[m2 | 0] = d; + while (1) { + d = (g + 1760 | 0) + e | 0; + if (z[d | 0]) { + w[d | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break m; + } + break; + } + w[d | 0] = 1; + break m; + } + w[m2 | 0] = d; + w[l | 0] = 0; + } + if ((o2 | 0) == 5) { + break h; + } + e = c2 + 6 | 0; + i3 = e + (g + 1760 | 0) | 0; + c2 = w[i3 | 0]; + if (!c2) { + break h; + } + h = c2 << 6; + d = w[m2 | 0]; + c2 = h + d | 0; + if ((c2 | 0) >= 16) { + c2 = d - h | 0; + if ((c2 | 0) < -15) { + break h; + } + w[m2 | 0] = c2; + while (1) { + c2 = (g + 1760 | 0) + e | 0; + if (z[c2 | 0]) { + w[c2 | 0] = 0; + e = e + 1 | 0; + if ((e | 0) != 256) { + continue; + } + break h; + } + break; + } + w[c2 | 0] = 1; + break h; + } + w[m2 | 0] = c2; + w[i3 | 0] = 0; + } + f = f - 1 | 0; + if ((b2 | 0) != 256) { + continue; + } + break; + } + d = g + 480 | 0; + la(d, k); + b2 = y[k + 36 >> 2]; + y[g + 192 >> 2] = y[k + 32 >> 2]; + y[g + 196 >> 2] = b2; + b2 = y[k + 28 >> 2]; + y[g + 184 >> 2] = y[k + 24 >> 2]; + y[g + 188 >> 2] = b2; + b2 = y[k + 20 >> 2]; + y[g + 176 >> 2] = y[k + 16 >> 2]; + y[g + 180 >> 2] = b2; + b2 = y[k + 12 >> 2]; + y[g + 168 >> 2] = y[k + 8 >> 2]; + y[g + 172 >> 2] = b2; + b2 = y[k + 4 >> 2]; + y[g + 160 >> 2] = y[k >> 2]; + y[g + 164 >> 2] = b2; + b2 = y[k + 44 >> 2]; + y[g + 200 >> 2] = y[k + 40 >> 2]; + y[g + 204 >> 2] = b2; + b2 = y[k + 52 >> 2]; + y[g + 208 >> 2] = y[k + 48 >> 2]; + y[g + 212 >> 2] = b2; + b2 = y[k + 60 >> 2]; + y[g + 216 >> 2] = y[k + 56 >> 2]; + y[g + 220 >> 2] = b2; + c2 = k - -64 | 0; + b2 = y[c2 + 4 >> 2]; + y[g + 224 >> 2] = y[c2 >> 2]; + y[g + 228 >> 2] = b2; + b2 = y[k + 76 >> 2]; + y[g + 232 >> 2] = y[k + 72 >> 2]; + y[g + 236 >> 2] = b2; + b2 = y[k + 84 >> 2]; + y[g + 240 >> 2] = y[k + 80 >> 2]; + y[g + 244 >> 2] = b2; + b2 = y[k + 92 >> 2]; + y[g + 248 >> 2] = y[k + 88 >> 2]; + y[g + 252 >> 2] = b2; + b2 = y[k + 100 >> 2]; + y[g + 256 >> 2] = y[k + 96 >> 2]; + y[g + 260 >> 2] = b2; + b2 = y[k + 108 >> 2]; + y[g + 264 >> 2] = y[k + 104 >> 2]; + y[g + 268 >> 2] = b2; + b2 = y[k + 116 >> 2]; + y[g + 272 >> 2] = y[k + 112 >> 2]; + y[g + 276 >> 2] = b2; + e = g + 320 | 0; + c2 = g + 160 | 0; + ya(e, c2); + p = g + 440 | 0; + ea(g, e, p); + q = g + 360 | 0; + r = g + 400 | 0; + ea(g + 40 | 0, q, r); + ea(g + 80 | 0, r, p); + ea(g + 120 | 0, e, q); + ma(e, g, d); + ea(c2, e, p); + v2 = g + 200 | 0; + ea(v2, q, r); + x2 = g + 240 | 0; + ea(x2, r, p); + t2 = g + 280 | 0; + ea(t2, e, q); + b2 = g + 640 | 0; + la(b2, c2); + ma(e, g, b2); + ea(c2, e, p); + ea(v2, q, r); + ea(x2, r, p); + ea(t2, e, q); + b2 = g + 800 | 0; + la(b2, c2); + ma(e, g, b2); + ea(c2, e, p); + ea(v2, q, r); + ea(x2, r, p); + ea(t2, e, q); + b2 = g + 960 | 0; + la(b2, c2); + ma(e, g, b2); + ea(c2, e, p); + ea(v2, q, r); + ea(x2, r, p); + ea(t2, e, q); + b2 = g + 1120 | 0; + la(b2, c2); + ma(e, g, b2); + ea(c2, e, p); + ea(v2, q, r); + ea(x2, r, p); + ea(t2, e, q); + b2 = g + 1280 | 0; + la(b2, c2); + ma(e, g, b2); + ea(c2, e, p); + ea(v2, q, r); + ea(x2, r, p); + ea(t2, e, q); + b2 = g + 1440 | 0; + la(b2, c2); + ma(e, g, b2); + ea(c2, e, p); + ea(v2, q, r); + ea(x2, r, p); + ea(t2, e, q); + la(g + 1600 | 0, c2); + y[j + 32 >> 2] = 0; + y[j + 36 >> 2] = 0; + y[j + 24 >> 2] = 0; + y[j + 28 >> 2] = 0; + y[j + 16 >> 2] = 0; + y[j + 20 >> 2] = 0; + y[j + 8 >> 2] = 0; + y[j + 12 >> 2] = 0; + y[j >> 2] = 0; + y[j + 4 >> 2] = 0; + y[j + 44 >> 2] = 0; + y[j + 48 >> 2] = 0; + L2 = j + 40 | 0; + y[L2 >> 2] = 1; + y[j + 52 >> 2] = 0; + y[j + 56 >> 2] = 0; + y[j + 60 >> 2] = 0; + y[j + 64 >> 2] = 0; + y[j + 68 >> 2] = 0; + y[j + 72 >> 2] = 0; + y[j + 84 >> 2] = 0; + y[j + 88 >> 2] = 0; + y[j + 76 >> 2] = 0; + y[j + 80 >> 2] = 1; + y[j + 92 >> 2] = 0; + y[j + 96 >> 2] = 0; + y[j + 100 >> 2] = 0; + y[j + 104 >> 2] = 0; + y[j + 108 >> 2] = 0; + y[j + 112 >> 2] = 0; + y[j + 116 >> 2] = 0; + S2 = j + 80 | 0; + f = 255; + while (1) { + n: { + o: { + b2 = g + 2016 | 0; + p: { + if (z[b2 + f | 0]) { + break p; + } + c2 = g + 1760 | 0; + if (z[c2 + f | 0]) { + break p; + } + d = b2; + b2 = f - 1 | 0; + if (!(z[d + b2 | 0] | z[b2 + c2 | 0])) { + break o; + } + f = b2; + } + if ((f | 0) < 0) { + break n; + } + while (1) { + d = g + 320 | 0; + ya(d, j); + b2 = f; + e = w[b2 + (g + 2016 | 0) | 0]; + q: { + if ((e | 0) > 0) { + c2 = g + 160 | 0; + ea(c2, d, p); + ea(v2, q, r); + ea(x2, r, p); + ea(t2, d, q); + ma(d, c2, (g + 480 | 0) + E((e & 254) >>> 1 | 0, 160) | 0); + break q; + } + if ((e | 0) >= 0) { + break q; + } + c2 = g + 160 | 0; + d = g + 320 | 0; + ea(c2, d, p); + ea(v2, q, r); + ea(x2, r, p); + ea(t2, d, q); + Qb(d, c2, (g + 480 | 0) + E((0 - e & 254) >>> 1 | 0, 160) | 0); + } + J2 = w[b2 + (g + 1760 | 0) | 0]; + r: { + if ((J2 | 0) > 0) { + c2 = g + 160 | 0; + d = g + 320 | 0; + ea(c2, d, p); + ea(v2, q, r); + ea(x2, r, p); + ea(t2, d, q); + lb(d, c2, E((J2 & 254) >>> 1 | 0, 120) + 1472 | 0); + break r; + } + if ((J2 | 0) >= 0) { + break r; + } + K2 = g + 320 | 0; + ea(g + 160 | 0, K2, p); + ea(v2, q, r); + ea(x2, r, p); + ea(t2, K2, q); + A2 = y[g + 160 >> 2]; + B2 = y[g + 200 >> 2]; + C2 = y[g + 164 >> 2]; + D2 = y[g + 204 >> 2]; + F2 = y[g + 168 >> 2]; + G2 = y[g + 208 >> 2]; + H2 = y[g + 172 >> 2]; + s2 = y[g + 212 >> 2]; + k = y[g + 176 >> 2]; + u = y[g + 216 >> 2]; + n2 = y[g + 180 >> 2]; + m2 = y[g + 220 >> 2]; + o2 = y[g + 184 >> 2]; + l = y[g + 224 >> 2]; + i3 = y[g + 188 >> 2]; + h = y[g + 228 >> 2]; + f = y[g + 192 >> 2]; + e = y[g + 232 >> 2]; + d = y[g + 236 >> 2]; + c2 = y[g + 196 >> 2]; + y[g + 396 >> 2] = d - c2; + y[g + 392 >> 2] = e - f; + y[g + 388 >> 2] = h - i3; + y[g + 384 >> 2] = l - o2; + y[g + 380 >> 2] = m2 - n2; + y[g + 376 >> 2] = u - k; + y[g + 372 >> 2] = s2 - H2; + y[g + 368 >> 2] = G2 - F2; + y[g + 364 >> 2] = D2 - C2; + y[g + 360 >> 2] = B2 - A2; + y[g + 356 >> 2] = c2 + d; + y[g + 352 >> 2] = e + f; + y[g + 348 >> 2] = h + i3; + y[g + 344 >> 2] = l + o2; + y[g + 340 >> 2] = m2 + n2; + y[g + 336 >> 2] = k + u; + y[g + 332 >> 2] = s2 + H2; + y[g + 328 >> 2] = F2 + G2; + y[g + 324 >> 2] = C2 + D2; + y[g + 320 >> 2] = A2 + B2; + c2 = E((0 - J2 & 254) >>> 1 | 0, 120) + 1472 | 0; + ea(r, K2, c2 + 40 | 0); + ea(q, q, c2); + ea(p, c2 + 80 | 0, t2); + U2 = y[g + 276 >> 2]; + V2 = y[g + 272 >> 2]; + J2 = y[g + 268 >> 2]; + K2 = y[g + 264 >> 2]; + o2 = y[g + 260 >> 2]; + l = y[g + 256 >> 2]; + i3 = y[g + 252 >> 2]; + h = y[g + 248 >> 2]; + f = y[g + 244 >> 2]; + e = y[g + 240 >> 2]; + M2 = y[g + 360 >> 2]; + N2 = y[g + 400 >> 2]; + O2 = y[g + 364 >> 2]; + P2 = y[g + 404 >> 2]; + Q2 = y[g + 368 >> 2]; + R2 = y[g + 408 >> 2]; + A2 = y[g + 372 >> 2]; + B2 = y[g + 412 >> 2]; + C2 = y[g + 376 >> 2]; + D2 = y[g + 416 >> 2]; + F2 = y[g + 380 >> 2]; + G2 = y[g + 420 >> 2]; + H2 = y[g + 384 >> 2]; + s2 = y[g + 424 >> 2]; + k = y[g + 388 >> 2]; + u = y[g + 428 >> 2]; + n2 = y[g + 392 >> 2]; + m2 = y[g + 432 >> 2]; + d = y[g + 396 >> 2]; + c2 = y[g + 436 >> 2]; + y[g + 396 >> 2] = d + c2; + y[g + 392 >> 2] = m2 + n2; + y[g + 388 >> 2] = k + u; + y[g + 384 >> 2] = s2 + H2; + y[g + 380 >> 2] = F2 + G2; + y[g + 376 >> 2] = C2 + D2; + y[g + 372 >> 2] = A2 + B2; + y[g + 368 >> 2] = Q2 + R2; + y[g + 364 >> 2] = O2 + P2; + y[g + 360 >> 2] = M2 + N2; + y[g + 356 >> 2] = c2 - d; + y[g + 352 >> 2] = m2 - n2; + y[g + 348 >> 2] = u - k; + y[g + 344 >> 2] = s2 - H2; + y[g + 340 >> 2] = G2 - F2; + y[g + 336 >> 2] = D2 - C2; + y[g + 332 >> 2] = B2 - A2; + y[g + 328 >> 2] = R2 - Q2; + y[g + 324 >> 2] = P2 - O2; + y[g + 320 >> 2] = N2 - M2; + A2 = e << 1; + B2 = y[g + 440 >> 2]; + y[g + 400 >> 2] = A2 - B2; + C2 = f << 1; + D2 = y[g + 444 >> 2]; + y[g + 404 >> 2] = C2 - D2; + F2 = h << 1; + G2 = y[g + 448 >> 2]; + y[g + 408 >> 2] = F2 - G2; + H2 = i3 << 1; + s2 = y[g + 452 >> 2]; + y[g + 412 >> 2] = H2 - s2; + k = l << 1; + u = y[g + 456 >> 2]; + y[g + 416 >> 2] = k - u; + n2 = o2 << 1; + m2 = y[g + 460 >> 2]; + y[g + 420 >> 2] = n2 - m2; + o2 = K2 << 1; + l = y[g + 464 >> 2]; + y[g + 424 >> 2] = o2 - l; + i3 = J2 << 1; + h = y[g + 468 >> 2]; + y[g + 428 >> 2] = i3 - h; + f = V2 << 1; + e = y[g + 472 >> 2]; + y[g + 432 >> 2] = f - e; + d = U2 << 1; + c2 = y[g + 476 >> 2]; + y[g + 436 >> 2] = d - c2; + y[g + 440 >> 2] = A2 + B2; + y[g + 444 >> 2] = C2 + D2; + y[g + 448 >> 2] = F2 + G2; + y[g + 452 >> 2] = s2 + H2; + y[g + 456 >> 2] = k + u; + y[g + 460 >> 2] = m2 + n2; + y[g + 464 >> 2] = l + o2; + y[g + 468 >> 2] = h + i3; + y[g + 472 >> 2] = e + f; + y[g + 476 >> 2] = c2 + d; + } + ea(j, g + 320 | 0, p); + ea(L2, q, r); + ea(S2, r, p); + f = b2 - 1 | 0; + if ((b2 | 0) > 0) { + continue; + } + break; + } + break n; + } + f = f - 2 | 0; + if (b2) { + continue; + } + } + break; + } + T = g + 2272 | 0; + b2 = I2 + 288 | 0; + Ya(b2, j); + u = (W2 = -1, X = _a(b2, a2), Y = (a2 | 0) == (b2 | 0), Y ? W2 : X) | ib(a2, b2, 32); + } + T = I2 + 592 | 0; + return u; + } + function hd(a2) { + a2 = a2 | 0; + var b2 = 0, c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0; + k = T - 16 | 0; + T = k; + a: { + b: { + c: { + d: { + e: { + f: { + g: { + h: { + i: { + j: { + if (a2 >>> 0 <= 244) { + f = y[10049]; + g = a2 >>> 0 < 11 ? 16 : a2 + 11 & 504; + a2 = g >>> 3 | 0; + b2 = f >>> a2 | 0; + if (b2 & 3) { + e = a2 + ((b2 ^ -1) & 1) | 0; + b2 = e << 3; + a2 = b2 + 40236 | 0; + c2 = y[b2 + 40244 >> 2]; + d = y[c2 + 8 >> 2]; + k: { + if ((a2 | 0) == (d | 0)) { + m2 = 40196, n2 = ue(-2, e) & f, y[m2 >> 2] = n2; + break k; + } + y[d + 12 >> 2] = a2; + y[a2 + 8 >> 2] = d; + } + a2 = c2 + 8 | 0; + y[c2 + 4 >> 2] = b2 | 3; + b2 = b2 + c2 | 0; + y[b2 + 4 >> 2] = y[b2 + 4 >> 2] | 1; + break a; + } + i3 = y[10051]; + if (i3 >>> 0 >= g >>> 0) { + break j; + } + if (b2) { + c2 = 2 << a2; + e = se((0 - c2 | c2) & b2 << a2); + a2 = e << 3; + b2 = a2 + 40236 | 0; + c2 = y[a2 + 40244 >> 2]; + d = y[c2 + 8 >> 2]; + l: { + if ((b2 | 0) == (d | 0)) { + f = ue(-2, e) & f; + y[10049] = f; + break l; + } + y[d + 12 >> 2] = b2; + y[b2 + 8 >> 2] = d; + } + y[c2 + 4 >> 2] = g | 3; + h = c2 + g | 0; + e = a2 - g | 0; + y[h + 4 >> 2] = e | 1; + y[a2 + c2 >> 2] = e; + if (i3) { + a2 = (i3 & -8) + 40236 | 0; + d = y[10054]; + b2 = 1 << (i3 >>> 3); + m: { + if (!(b2 & f)) { + y[10049] = b2 | f; + b2 = a2; + break m; + } + b2 = y[a2 + 8 >> 2]; + } + y[a2 + 8 >> 2] = d; + y[b2 + 12 >> 2] = d; + y[d + 12 >> 2] = a2; + y[d + 8 >> 2] = b2; + } + a2 = c2 + 8 | 0; + y[10054] = h; + y[10051] = e; + break a; + } + l = y[10050]; + if (!l) { + break j; + } + b2 = y[(se(l) << 2) + 40500 >> 2]; + e = (y[b2 + 4 >> 2] & -8) - g | 0; + c2 = b2; + while (1) { + n: { + a2 = y[b2 + 16 >> 2]; + if (!a2) { + a2 = y[b2 + 20 >> 2]; + if (!a2) { + break n; + } + } + d = (y[a2 + 4 >> 2] & -8) - g | 0; + b2 = d >>> 0 < e >>> 0; + e = b2 ? d : e; + c2 = b2 ? a2 : c2; + b2 = a2; + continue; + } + break; + } + j = y[c2 + 24 >> 2]; + a2 = y[c2 + 12 >> 2]; + if ((c2 | 0) != (a2 | 0)) { + b2 = y[c2 + 8 >> 2]; + y[b2 + 12 >> 2] = a2; + y[a2 + 8 >> 2] = b2; + break b; + } + b2 = y[c2 + 20 >> 2]; + if (b2) { + d = c2 + 20 | 0; + } else { + b2 = y[c2 + 16 >> 2]; + if (!b2) { + break i; + } + d = c2 + 16 | 0; + } + while (1) { + h = d; + a2 = b2; + d = a2 + 20 | 0; + b2 = y[a2 + 20 >> 2]; + if (b2) { + continue; + } + d = a2 + 16 | 0; + b2 = y[a2 + 16 >> 2]; + if (b2) { + continue; + } + break; + } + y[h >> 2] = 0; + break b; + } + g = -1; + if (a2 >>> 0 > 4294967231) { + break j; + } + b2 = a2 + 11 | 0; + g = b2 & -8; + h = y[10050]; + if (!h) { + break j; + } + i3 = 31; + e = 0 - g | 0; + if (a2 >>> 0 <= 16777204) { + a2 = H(b2 >>> 8 | 0); + i3 = ((g >>> 38 - a2 & 1) - (a2 << 1) | 0) + 62 | 0; + } + b2 = y[(i3 << 2) + 40500 >> 2]; + o: { + p: { + q: { + if (!b2) { + a2 = 0; + break q; + } + a2 = 0; + c2 = g << ((i3 | 0) != 31 ? 25 - (i3 >>> 1 | 0) | 0 : 0); + while (1) { + r: { + f = (y[b2 + 4 >> 2] & -8) - g | 0; + if (f >>> 0 >= e >>> 0) { + break r; + } + d = b2; + e = f; + if (e) { + break r; + } + e = 0; + a2 = b2; + break p; + } + f = y[b2 + 20 >> 2]; + b2 = y[((c2 >>> 29 & 4) + b2 | 0) + 16 >> 2]; + a2 = f ? (f | 0) == (b2 | 0) ? a2 : f : a2; + c2 = c2 << 1; + if (b2) { + continue; + } + break; + } + } + if (!(a2 | d)) { + d = 0; + a2 = 2 << i3; + a2 = (0 - a2 | a2) & h; + if (!a2) { + break j; + } + a2 = y[(se(a2) << 2) + 40500 >> 2]; + } + if (!a2) { + break o; + } + } + while (1) { + c2 = (y[a2 + 4 >> 2] & -8) - g | 0; + b2 = c2 >>> 0 < e >>> 0; + e = b2 ? c2 : e; + d = b2 ? a2 : d; + b2 = y[a2 + 16 >> 2]; + if (b2) { + a2 = b2; + } else { + a2 = y[a2 + 20 >> 2]; + } + if (a2) { + continue; + } + break; + } + } + if (!d | y[10051] - g >>> 0 <= e >>> 0) { + break j; + } + i3 = y[d + 24 >> 2]; + a2 = y[d + 12 >> 2]; + if ((d | 0) != (a2 | 0)) { + b2 = y[d + 8 >> 2]; + y[b2 + 12 >> 2] = a2; + y[a2 + 8 >> 2] = b2; + break c; + } + b2 = y[d + 20 >> 2]; + if (b2) { + c2 = d + 20 | 0; + } else { + b2 = y[d + 16 >> 2]; + if (!b2) { + break h; + } + c2 = d + 16 | 0; + } + while (1) { + f = c2; + a2 = b2; + c2 = a2 + 20 | 0; + b2 = y[a2 + 20 >> 2]; + if (b2) { + continue; + } + c2 = a2 + 16 | 0; + b2 = y[a2 + 16 >> 2]; + if (b2) { + continue; + } + break; + } + y[f >> 2] = 0; + break c; + } + d = y[10051]; + if (d >>> 0 >= g >>> 0) { + a2 = y[10054]; + b2 = d - g | 0; + s: { + if (b2 >>> 0 >= 16) { + c2 = a2 + g | 0; + y[c2 + 4 >> 2] = b2 | 1; + y[a2 + d >> 2] = b2; + y[a2 + 4 >> 2] = g | 3; + break s; + } + y[a2 + 4 >> 2] = d | 3; + b2 = a2 + d | 0; + y[b2 + 4 >> 2] = y[b2 + 4 >> 2] | 1; + b2 = 0; + c2 = 0; + } + y[10051] = b2; + y[10054] = c2; + a2 = a2 + 8 | 0; + break a; + } + c2 = y[10052]; + if (c2 >>> 0 > g >>> 0) { + b2 = c2 - g | 0; + y[10052] = b2; + a2 = y[10055]; + c2 = a2 + g | 0; + y[10055] = c2; + y[c2 + 4 >> 2] = b2 | 1; + y[a2 + 4 >> 2] = g | 3; + a2 = a2 + 8 | 0; + break a; + } + a2 = 0; + e = g + 47 | 0; + if (y[10167]) { + b2 = y[10169]; + } else { + y[10170] = -1; + y[10171] = -1; + y[10168] = 4096; + y[10169] = 4096; + y[10167] = k + 12 & -16 ^ 1431655768; + y[10172] = 0; + y[10160] = 0; + b2 = 4096; + } + f = e + b2 | 0; + h = 0 - b2 | 0; + b2 = f & h; + if (b2 >>> 0 <= g >>> 0) { + break a; + } + i3 = y[10159]; + if (i3) { + j = y[10157]; + d = j + b2 | 0; + if (d >>> 0 <= j >>> 0 | d >>> 0 > i3 >>> 0) { + break a; + } + } + t: { + if (!(z[40640] & 4)) { + u: { + v: { + w: { + x: { + d = y[10055]; + if (d) { + a2 = 40644; + while (1) { + i3 = y[a2 >> 2]; + if (i3 >>> 0 <= d >>> 0 & d >>> 0 < i3 + y[a2 + 4 >> 2] >>> 0) { + break x; + } + a2 = y[a2 + 8 >> 2]; + if (a2) { + continue; + } + break; + } + } + c2 = Ka(0); + if ((c2 | 0) == -1) { + break u; + } + f = b2; + a2 = y[10168]; + d = a2 - 1 | 0; + if (d & c2) { + f = (b2 - c2 | 0) + (c2 + d & 0 - a2) | 0; + } + if (f >>> 0 <= g >>> 0) { + break u; + } + d = y[10159]; + if (d) { + h = y[10157]; + a2 = h + f | 0; + if (a2 >>> 0 <= h >>> 0 | a2 >>> 0 > d >>> 0) { + break u; + } + } + a2 = Ka(f); + if ((c2 | 0) != (a2 | 0)) { + break w; + } + break t; + } + f = h & f - c2; + c2 = Ka(f); + if ((c2 | 0) == (y[a2 >> 2] + y[a2 + 4 >> 2] | 0)) { + break v; + } + a2 = c2; + } + if ((a2 | 0) == -1) { + break u; + } + if (g + 48 >>> 0 <= f >>> 0) { + c2 = a2; + break t; + } + c2 = y[10169]; + c2 = c2 + (e - f | 0) & 0 - c2; + if ((Ka(c2) | 0) == -1) { + break u; + } + f = c2 + f | 0; + c2 = a2; + break t; + } + if ((c2 | 0) != -1) { + break t; + } + } + y[10160] = y[10160] | 4; + } + c2 = Ka(b2); + a2 = Ka(0); + if ((c2 | 0) == -1 | (a2 | 0) == -1 | a2 >>> 0 <= c2 >>> 0) { + break e; + } + f = a2 - c2 | 0; + if (f >>> 0 <= g + 40 >>> 0) { + break e; + } + } + a2 = y[10157] + f | 0; + y[10157] = a2; + if (a2 >>> 0 > B[10158]) { + y[10158] = a2; + } + y: { + e = y[10055]; + if (e) { + a2 = 40644; + while (1) { + b2 = y[a2 >> 2]; + d = y[a2 + 4 >> 2]; + if ((b2 + d | 0) == (c2 | 0)) { + break y; + } + a2 = y[a2 + 8 >> 2]; + if (a2) { + continue; + } + break; + } + break g; + } + a2 = y[10053]; + if (!(a2 >>> 0 <= c2 >>> 0 ? a2 : 0)) { + y[10053] = c2; + } + a2 = 0; + y[10162] = f; + y[10161] = c2; + y[10057] = -1; + y[10058] = y[10167]; + y[10164] = 0; + while (1) { + b2 = a2 << 3; + d = b2 + 40236 | 0; + y[b2 + 40244 >> 2] = d; + y[b2 + 40248 >> 2] = d; + a2 = a2 + 1 | 0; + if ((a2 | 0) != 32) { + continue; + } + break; + } + a2 = f - 40 | 0; + b2 = -8 - c2 & 7; + d = a2 - b2 | 0; + y[10052] = d; + b2 = b2 + c2 | 0; + y[10055] = b2; + y[b2 + 4 >> 2] = d | 1; + y[(a2 + c2 | 0) + 4 >> 2] = 40; + y[10056] = y[10171]; + break f; + } + if (y[a2 + 12 >> 2] & 8 | (c2 >>> 0 <= e >>> 0 | b2 >>> 0 > e >>> 0)) { + break g; + } + y[a2 + 4 >> 2] = d + f; + a2 = -8 - e & 7; + b2 = a2 + e | 0; + y[10055] = b2; + c2 = y[10052] + f | 0; + a2 = c2 - a2 | 0; + y[10052] = a2; + y[b2 + 4 >> 2] = a2 | 1; + y[(c2 + e | 0) + 4 >> 2] = 40; + y[10056] = y[10171]; + break f; + } + a2 = 0; + break b; + } + a2 = 0; + break c; + } + if (B[10053] > c2 >>> 0) { + y[10053] = c2; + } + d = c2 + f | 0; + a2 = 40644; + z: { + while (1) { + b2 = y[a2 >> 2]; + if ((b2 | 0) != (d | 0)) { + a2 = y[a2 + 8 >> 2]; + if (a2) { + continue; + } + break z; + } + break; + } + if (!(z[a2 + 12 | 0] & 8)) { + break d; + } + } + a2 = 40644; + while (1) { + A: { + b2 = y[a2 >> 2]; + if (b2 >>> 0 <= e >>> 0) { + d = b2 + y[a2 + 4 >> 2] | 0; + if (d >>> 0 > e >>> 0) { + break A; + } + } + a2 = y[a2 + 8 >> 2]; + continue; + } + break; + } + a2 = f - 40 | 0; + b2 = -8 - c2 & 7; + h = a2 - b2 | 0; + y[10052] = h; + b2 = b2 + c2 | 0; + y[10055] = b2; + y[b2 + 4 >> 2] = h | 1; + y[(a2 + c2 | 0) + 4 >> 2] = 40; + y[10056] = y[10171]; + a2 = (d + (39 - d & 7) | 0) - 47 | 0; + b2 = a2 >>> 0 < e + 16 >>> 0 ? e : a2; + y[b2 + 4 >> 2] = 27; + a2 = y[10164]; + y[b2 + 16 >> 2] = y[10163]; + y[b2 + 20 >> 2] = a2; + a2 = y[10162]; + y[b2 + 8 >> 2] = y[10161]; + y[b2 + 12 >> 2] = a2; + y[10163] = b2 + 8; + y[10162] = f; + y[10161] = c2; + y[10164] = 0; + a2 = b2 + 24 | 0; + while (1) { + y[a2 + 4 >> 2] = 7; + c2 = a2 + 8 | 0; + a2 = a2 + 4 | 0; + if (c2 >>> 0 < d >>> 0) { + continue; + } + break; + } + if ((b2 | 0) == (e | 0)) { + break f; + } + y[b2 + 4 >> 2] = y[b2 + 4 >> 2] & -2; + c2 = b2 - e | 0; + y[e + 4 >> 2] = c2 | 1; + y[b2 >> 2] = c2; + B: { + if (c2 >>> 0 <= 255) { + a2 = (c2 & 248) + 40236 | 0; + b2 = y[10049]; + c2 = 1 << (c2 >>> 3); + C: { + if (!(b2 & c2)) { + y[10049] = b2 | c2; + b2 = a2; + break C; + } + b2 = y[a2 + 8 >> 2]; + } + y[a2 + 8 >> 2] = e; + y[b2 + 12 >> 2] = e; + d = 8; + c2 = 12; + break B; + } + a2 = 31; + if (c2 >>> 0 <= 16777215) { + a2 = H(c2 >>> 8 | 0); + a2 = (c2 >>> 38 - a2 & 1 | a2 << 1) ^ 62; + } + y[e + 28 >> 2] = a2; + y[e + 16 >> 2] = 0; + y[e + 20 >> 2] = 0; + b2 = (a2 << 2) + 40500 | 0; + D: { + d = y[10050]; + f = 1 << a2; + E: { + if (!(d & f)) { + y[10050] = d | f; + y[b2 >> 2] = e; + break E; + } + a2 = c2 << ((a2 | 0) != 31 ? 25 - (a2 >>> 1 | 0) | 0 : 0); + d = y[b2 >> 2]; + while (1) { + b2 = d; + if ((c2 | 0) == (y[b2 + 4 >> 2] & -8)) { + break D; + } + d = a2 >>> 29 | 0; + a2 = a2 << 1; + f = (d & 4) + b2 | 0; + d = y[f + 16 >> 2]; + if (d) { + continue; + } + break; + } + y[f + 16 >> 2] = e; + } + y[e + 24 >> 2] = b2; + b2 = e; + a2 = b2; + d = 12; + c2 = 8; + break B; + } + a2 = y[b2 + 8 >> 2]; + y[a2 + 12 >> 2] = e; + y[b2 + 8 >> 2] = e; + y[e + 8 >> 2] = a2; + a2 = 0; + d = 12; + c2 = 24; + } + y[e + d >> 2] = b2; + y[c2 + e >> 2] = a2; + } + a2 = y[10052]; + if (a2 >>> 0 <= g >>> 0) { + break e; + } + b2 = a2 - g | 0; + y[10052] = b2; + a2 = y[10055]; + c2 = a2 + g | 0; + y[10055] = c2; + y[c2 + 4 >> 2] = b2 | 1; + y[a2 + 4 >> 2] = g | 3; + a2 = a2 + 8 | 0; + break a; + } + y[10048] = 48; + a2 = 0; + break a; + } + y[a2 >> 2] = c2; + y[a2 + 4 >> 2] = y[a2 + 4 >> 2] + f; + i3 = (-8 - c2 & 7) + c2 | 0; + y[i3 + 4 >> 2] = g | 3; + f = b2 + (-8 - b2 & 7) | 0; + e = g + i3 | 0; + h = f - e | 0; + F: { + if (y[10055] == (f | 0)) { + y[10055] = e; + a2 = y[10052] + h | 0; + y[10052] = a2; + y[e + 4 >> 2] = a2 | 1; + break F; + } + if (y[10054] == (f | 0)) { + y[10054] = e; + a2 = y[10051] + h | 0; + y[10051] = a2; + y[e + 4 >> 2] = a2 | 1; + y[a2 + e >> 2] = a2; + break F; + } + a2 = y[f + 4 >> 2]; + if ((a2 & 3) == 1) { + j = a2 & -8; + c2 = y[f + 12 >> 2]; + G: { + if (a2 >>> 0 <= 255) { + b2 = y[f + 8 >> 2]; + if ((b2 | 0) == (c2 | 0)) { + m2 = 40196, n2 = y[10049] & ue(-2, a2 >>> 3 | 0), y[m2 >> 2] = n2; + break G; + } + y[b2 + 12 >> 2] = c2; + y[c2 + 8 >> 2] = b2; + break G; + } + g = y[f + 24 >> 2]; + H: { + if ((c2 | 0) != (f | 0)) { + a2 = y[f + 8 >> 2]; + y[a2 + 12 >> 2] = c2; + y[c2 + 8 >> 2] = a2; + break H; + } + I: { + a2 = y[f + 20 >> 2]; + if (a2) { + b2 = f + 20 | 0; + } else { + a2 = y[f + 16 >> 2]; + if (!a2) { + break I; + } + b2 = f + 16 | 0; + } + while (1) { + d = b2; + c2 = a2; + b2 = a2 + 20 | 0; + a2 = y[a2 + 20 >> 2]; + if (a2) { + continue; + } + b2 = c2 + 16 | 0; + a2 = y[c2 + 16 >> 2]; + if (a2) { + continue; + } + break; + } + y[d >> 2] = 0; + break H; + } + c2 = 0; + } + if (!g) { + break G; + } + a2 = y[f + 28 >> 2]; + b2 = a2 << 2; + J: { + if (y[b2 + 40500 >> 2] == (f | 0)) { + y[b2 + 40500 >> 2] = c2; + if (c2) { + break J; + } + m2 = 40200, n2 = y[10050] & ue(-2, a2), y[m2 >> 2] = n2; + break G; + } + K: { + if (y[g + 16 >> 2] == (f | 0)) { + y[g + 16 >> 2] = c2; + break K; + } + y[g + 20 >> 2] = c2; + } + if (!c2) { + break G; + } + } + y[c2 + 24 >> 2] = g; + a2 = y[f + 16 >> 2]; + if (a2) { + y[c2 + 16 >> 2] = a2; + y[a2 + 24 >> 2] = c2; + } + a2 = y[f + 20 >> 2]; + if (!a2) { + break G; + } + y[c2 + 20 >> 2] = a2; + y[a2 + 24 >> 2] = c2; + } + h = h + j | 0; + f = f + j | 0; + a2 = y[f + 4 >> 2]; + } + y[f + 4 >> 2] = a2 & -2; + y[e + 4 >> 2] = h | 1; + y[e + h >> 2] = h; + if (h >>> 0 <= 255) { + a2 = (h & 248) + 40236 | 0; + b2 = y[10049]; + c2 = 1 << (h >>> 3); + L: { + if (!(b2 & c2)) { + y[10049] = b2 | c2; + b2 = a2; + break L; + } + b2 = y[a2 + 8 >> 2]; + } + y[a2 + 8 >> 2] = e; + y[b2 + 12 >> 2] = e; + y[e + 12 >> 2] = a2; + y[e + 8 >> 2] = b2; + break F; + } + c2 = 31; + if (h >>> 0 <= 16777215) { + a2 = H(h >>> 8 | 0); + c2 = (h >>> 38 - a2 & 1 | a2 << 1) ^ 62; + } + y[e + 28 >> 2] = c2; + y[e + 16 >> 2] = 0; + y[e + 20 >> 2] = 0; + a2 = (c2 << 2) + 40500 | 0; + M: { + b2 = y[10050]; + d = 1 << c2; + N: { + if (!(b2 & d)) { + y[10050] = b2 | d; + y[a2 >> 2] = e; + break N; + } + c2 = h << ((c2 | 0) != 31 ? 25 - (c2 >>> 1 | 0) | 0 : 0); + b2 = y[a2 >> 2]; + while (1) { + a2 = b2; + if ((y[a2 + 4 >> 2] & -8) == (h | 0)) { + break M; + } + b2 = c2 >>> 29 | 0; + c2 = c2 << 1; + d = (b2 & 4) + a2 | 0; + b2 = y[d + 16 >> 2]; + if (b2) { + continue; + } + break; + } + y[d + 16 >> 2] = e; + } + y[e + 24 >> 2] = a2; + y[e + 12 >> 2] = e; + y[e + 8 >> 2] = e; + break F; + } + b2 = y[a2 + 8 >> 2]; + y[b2 + 12 >> 2] = e; + y[a2 + 8 >> 2] = e; + y[e + 24 >> 2] = 0; + y[e + 12 >> 2] = a2; + y[e + 8 >> 2] = b2; + } + a2 = i3 + 8 | 0; + break a; + } + O: { + if (!i3) { + break O; + } + b2 = y[d + 28 >> 2]; + c2 = b2 << 2; + P: { + if (y[c2 + 40500 >> 2] == (d | 0)) { + y[c2 + 40500 >> 2] = a2; + if (a2) { + break P; + } + h = ue(-2, b2) & h; + y[10050] = h; + break O; + } + Q: { + if (y[i3 + 16 >> 2] == (d | 0)) { + y[i3 + 16 >> 2] = a2; + break Q; + } + y[i3 + 20 >> 2] = a2; + } + if (!a2) { + break O; + } + } + y[a2 + 24 >> 2] = i3; + b2 = y[d + 16 >> 2]; + if (b2) { + y[a2 + 16 >> 2] = b2; + y[b2 + 24 >> 2] = a2; + } + b2 = y[d + 20 >> 2]; + if (!b2) { + break O; + } + y[a2 + 20 >> 2] = b2; + y[b2 + 24 >> 2] = a2; + } + R: { + if (e >>> 0 <= 15) { + a2 = e + g | 0; + y[d + 4 >> 2] = a2 | 3; + a2 = a2 + d | 0; + y[a2 + 4 >> 2] = y[a2 + 4 >> 2] | 1; + break R; + } + y[d + 4 >> 2] = g | 3; + f = d + g | 0; + y[f + 4 >> 2] = e | 1; + y[e + f >> 2] = e; + if (e >>> 0 <= 255) { + a2 = (e & 248) + 40236 | 0; + b2 = y[10049]; + c2 = 1 << (e >>> 3); + S: { + if (!(b2 & c2)) { + y[10049] = b2 | c2; + b2 = a2; + break S; + } + b2 = y[a2 + 8 >> 2]; + } + y[a2 + 8 >> 2] = f; + y[b2 + 12 >> 2] = f; + y[f + 12 >> 2] = a2; + y[f + 8 >> 2] = b2; + break R; + } + a2 = 31; + if (e >>> 0 <= 16777215) { + a2 = H(e >>> 8 | 0); + a2 = (e >>> 38 - a2 & 1 | a2 << 1) ^ 62; + } + y[f + 28 >> 2] = a2; + y[f + 16 >> 2] = 0; + y[f + 20 >> 2] = 0; + b2 = (a2 << 2) + 40500 | 0; + T: { + c2 = 1 << a2; + U: { + if (!(c2 & h)) { + y[10050] = c2 | h; + y[b2 >> 2] = f; + y[f + 24 >> 2] = b2; + break U; + } + a2 = e << ((a2 | 0) != 31 ? 25 - (a2 >>> 1 | 0) | 0 : 0); + b2 = y[b2 >> 2]; + while (1) { + c2 = b2; + if ((y[b2 + 4 >> 2] & -8) == (e | 0)) { + break T; + } + h = a2 >>> 29 | 0; + a2 = a2 << 1; + h = b2 + (h & 4) | 0; + b2 = y[h + 16 >> 2]; + if (b2) { + continue; + } + break; + } + y[h + 16 >> 2] = f; + y[f + 24 >> 2] = c2; + } + y[f + 12 >> 2] = f; + y[f + 8 >> 2] = f; + break R; + } + a2 = y[c2 + 8 >> 2]; + y[a2 + 12 >> 2] = f; + y[c2 + 8 >> 2] = f; + y[f + 24 >> 2] = 0; + y[f + 12 >> 2] = c2; + y[f + 8 >> 2] = a2; + } + a2 = d + 8 | 0; + break a; + } + V: { + if (!j) { + break V; + } + b2 = y[c2 + 28 >> 2]; + d = b2 << 2; + W: { + if (y[d + 40500 >> 2] == (c2 | 0)) { + y[d + 40500 >> 2] = a2; + if (a2) { + break W; + } + m2 = 40200, n2 = ue(-2, b2) & l, y[m2 >> 2] = n2; + break V; + } + X: { + if (y[j + 16 >> 2] == (c2 | 0)) { + y[j + 16 >> 2] = a2; + break X; + } + y[j + 20 >> 2] = a2; + } + if (!a2) { + break V; + } + } + y[a2 + 24 >> 2] = j; + b2 = y[c2 + 16 >> 2]; + if (b2) { + y[a2 + 16 >> 2] = b2; + y[b2 + 24 >> 2] = a2; + } + b2 = y[c2 + 20 >> 2]; + if (!b2) { + break V; + } + y[a2 + 20 >> 2] = b2; + y[b2 + 24 >> 2] = a2; + } + Y: { + if (e >>> 0 <= 15) { + a2 = e + g | 0; + y[c2 + 4 >> 2] = a2 | 3; + a2 = a2 + c2 | 0; + y[a2 + 4 >> 2] = y[a2 + 4 >> 2] | 1; + break Y; + } + y[c2 + 4 >> 2] = g | 3; + h = c2 + g | 0; + y[h + 4 >> 2] = e | 1; + y[e + h >> 2] = e; + if (i3) { + a2 = (i3 & -8) + 40236 | 0; + d = y[10054]; + b2 = 1 << (i3 >>> 3); + Z: { + if (!(b2 & f)) { + y[10049] = b2 | f; + b2 = a2; + break Z; + } + b2 = y[a2 + 8 >> 2]; + } + y[a2 + 8 >> 2] = d; + y[b2 + 12 >> 2] = d; + y[d + 12 >> 2] = a2; + y[d + 8 >> 2] = b2; + } + y[10054] = h; + y[10051] = e; + } + a2 = c2 + 8 | 0; + } + T = k + 16 | 0; + return a2 | 0; + } + function vc(a2, b2, c2, d, e, f, g, h, i3) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + var j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0; + j = T - 544 | 0; + T = j; + Gb(i3, h, j + 432 | 0); + i3 = 0; + if (g >>> 0 > 31) { + h = 32; + while (1) { + Eb(f + i3 | 0, j + 432 | 0); + i3 = h; + h = h + 32 | 0; + if (h >>> 0 <= g >>> 0) { + continue; + } + break; + } + } + h = i3 | 16; + if (h >>> 0 <= g >>> 0) { + while (1) { + i3 = f + i3 | 0; + l = z[i3 | 0] | z[i3 + 1 | 0] << 8 | (z[i3 + 2 | 0] << 16 | z[i3 + 3 | 0] << 24); + m2 = z[i3 + 4 | 0] | z[i3 + 5 | 0] << 8 | (z[i3 + 6 | 0] << 16 | z[i3 + 7 | 0] << 24); + p = z[i3 + 8 | 0] | z[i3 + 9 | 0] << 8 | (z[i3 + 10 | 0] << 16 | z[i3 + 11 | 0] << 24); + n2 = z[i3 + 12 | 0] | z[i3 + 13 | 0] << 8 | (z[i3 + 14 | 0] << 16 | z[i3 + 15 | 0] << 24); + i3 = y[j + 524 >> 2]; + y[j + 392 >> 2] = y[j + 520 >> 2]; + y[j + 396 >> 2] = i3; + i3 = y[j + 516 >> 2]; + y[j + 384 >> 2] = y[j + 512 >> 2]; + y[j + 388 >> 2] = i3; + i3 = y[j + 500 >> 2]; + y[j + 368 >> 2] = y[j + 496 >> 2]; + y[j + 372 >> 2] = i3; + i3 = y[j + 508 >> 2]; + y[j + 376 >> 2] = y[j + 504 >> 2]; + y[j + 380 >> 2] = i3; + i3 = y[j + 516 >> 2]; + y[j + 352 >> 2] = y[j + 512 >> 2]; + y[j + 356 >> 2] = i3; + i3 = y[j + 524 >> 2]; + y[j + 360 >> 2] = y[j + 520 >> 2]; + y[j + 364 >> 2] = i3; + i3 = j + 528 | 0; + fa(i3, j + 368 | 0, j + 352 | 0); + k = y[j + 540 >> 2]; + y[j + 520 >> 2] = y[j + 536 >> 2]; + y[j + 524 >> 2] = k; + k = y[j + 532 >> 2]; + y[j + 512 >> 2] = y[j + 528 >> 2]; + y[j + 516 >> 2] = k; + k = y[j + 484 >> 2]; + y[j + 336 >> 2] = y[j + 480 >> 2]; + y[j + 340 >> 2] = k; + k = y[j + 492 >> 2]; + y[j + 344 >> 2] = y[j + 488 >> 2]; + y[j + 348 >> 2] = k; + k = y[j + 500 >> 2]; + y[j + 320 >> 2] = y[j + 496 >> 2]; + y[j + 324 >> 2] = k; + k = y[j + 508 >> 2]; + y[j + 328 >> 2] = y[j + 504 >> 2]; + y[j + 332 >> 2] = k; + fa(i3, j + 336 | 0, j + 320 | 0); + k = y[j + 540 >> 2]; + y[j + 504 >> 2] = y[j + 536 >> 2]; + y[j + 508 >> 2] = k; + k = y[j + 532 >> 2]; + y[j + 496 >> 2] = y[j + 528 >> 2]; + y[j + 500 >> 2] = k; + k = y[j + 468 >> 2]; + y[j + 304 >> 2] = y[j + 464 >> 2]; + y[j + 308 >> 2] = k; + k = y[j + 476 >> 2]; + y[j + 312 >> 2] = y[j + 472 >> 2]; + y[j + 316 >> 2] = k; + k = y[j + 484 >> 2]; + y[j + 288 >> 2] = y[j + 480 >> 2]; + y[j + 292 >> 2] = k; + k = y[j + 492 >> 2]; + y[j + 296 >> 2] = y[j + 488 >> 2]; + y[j + 300 >> 2] = k; + fa(i3, j + 304 | 0, j + 288 | 0); + k = y[j + 540 >> 2]; + y[j + 488 >> 2] = y[j + 536 >> 2]; + y[j + 492 >> 2] = k; + k = y[j + 532 >> 2]; + y[j + 480 >> 2] = y[j + 528 >> 2]; + y[j + 484 >> 2] = k; + k = y[j + 452 >> 2]; + y[j + 272 >> 2] = y[j + 448 >> 2]; + y[j + 276 >> 2] = k; + k = y[j + 460 >> 2]; + y[j + 280 >> 2] = y[j + 456 >> 2]; + y[j + 284 >> 2] = k; + k = y[j + 468 >> 2]; + y[j + 256 >> 2] = y[j + 464 >> 2]; + y[j + 260 >> 2] = k; + k = y[j + 476 >> 2]; + y[j + 264 >> 2] = y[j + 472 >> 2]; + y[j + 268 >> 2] = k; + fa(i3, j + 272 | 0, j + 256 | 0); + k = y[j + 540 >> 2]; + y[j + 472 >> 2] = y[j + 536 >> 2]; + y[j + 476 >> 2] = k; + k = y[j + 532 >> 2]; + y[j + 464 >> 2] = y[j + 528 >> 2]; + y[j + 468 >> 2] = k; + k = y[j + 436 >> 2]; + y[j + 240 >> 2] = y[j + 432 >> 2]; + y[j + 244 >> 2] = k; + k = y[j + 444 >> 2]; + y[j + 248 >> 2] = y[j + 440 >> 2]; + y[j + 252 >> 2] = k; + k = y[j + 452 >> 2]; + y[j + 224 >> 2] = y[j + 448 >> 2]; + y[j + 228 >> 2] = k; + k = y[j + 460 >> 2]; + y[j + 232 >> 2] = y[j + 456 >> 2]; + y[j + 236 >> 2] = k; + fa(i3, j + 240 | 0, j + 224 | 0); + k = y[j + 540 >> 2]; + y[j + 456 >> 2] = y[j + 536 >> 2]; + y[j + 460 >> 2] = k; + k = y[j + 532 >> 2]; + y[j + 448 >> 2] = y[j + 528 >> 2]; + y[j + 452 >> 2] = k; + k = y[j + 388 >> 2]; + y[j + 208 >> 2] = y[j + 384 >> 2]; + y[j + 212 >> 2] = k; + k = y[j + 396 >> 2]; + y[j + 216 >> 2] = y[j + 392 >> 2]; + y[j + 220 >> 2] = k; + k = y[j + 436 >> 2]; + y[j + 192 >> 2] = y[j + 432 >> 2]; + y[j + 196 >> 2] = k; + k = y[j + 444 >> 2]; + y[j + 200 >> 2] = y[j + 440 >> 2]; + y[j + 204 >> 2] = k; + fa(i3, j + 208 | 0, j + 192 | 0); + y[j + 444 >> 2] = n2 ^ y[j + 540 >> 2]; + y[j + 440 >> 2] = p ^ y[j + 536 >> 2]; + y[j + 436 >> 2] = m2 ^ y[j + 532 >> 2]; + y[j + 432 >> 2] = l ^ y[j + 528 >> 2]; + i3 = h; + h = h + 16 | 0; + if (h >>> 0 <= g >>> 0) { + continue; + } + break; + } + } + h = g & 15; + if (h) { + l = 16 - h | 0; + if (l) { + o(h | j + 416, 0, l); + } + if (h) { + t(j + 416 | 0, f + i3 | 0, h); + } + m2 = y[j + 416 >> 2]; + p = y[j + 420 >> 2]; + n2 = y[j + 424 >> 2]; + k = y[j + 428 >> 2]; + h = y[j + 524 >> 2]; + i3 = y[j + 520 >> 2]; + y[j + 392 >> 2] = i3; + y[j + 396 >> 2] = h; + l = y[j + 516 >> 2]; + f = y[j + 512 >> 2]; + y[j + 384 >> 2] = f; + y[j + 388 >> 2] = l; + q = y[j + 500 >> 2]; + y[j + 176 >> 2] = y[j + 496 >> 2]; + y[j + 180 >> 2] = q; + q = y[j + 508 >> 2]; + y[j + 184 >> 2] = y[j + 504 >> 2]; + y[j + 188 >> 2] = q; + y[j + 160 >> 2] = f; + y[j + 164 >> 2] = l; + y[j + 168 >> 2] = i3; + y[j + 172 >> 2] = h; + f = j + 528 | 0; + fa(f, j + 176 | 0, j + 160 | 0); + h = y[j + 540 >> 2]; + y[j + 520 >> 2] = y[j + 536 >> 2]; + y[j + 524 >> 2] = h; + h = y[j + 532 >> 2]; + y[j + 512 >> 2] = y[j + 528 >> 2]; + y[j + 516 >> 2] = h; + h = y[j + 484 >> 2]; + y[j + 144 >> 2] = y[j + 480 >> 2]; + y[j + 148 >> 2] = h; + h = y[j + 492 >> 2]; + y[j + 152 >> 2] = y[j + 488 >> 2]; + y[j + 156 >> 2] = h; + h = y[j + 500 >> 2]; + y[j + 128 >> 2] = y[j + 496 >> 2]; + y[j + 132 >> 2] = h; + h = y[j + 508 >> 2]; + y[j + 136 >> 2] = y[j + 504 >> 2]; + y[j + 140 >> 2] = h; + fa(f, j + 144 | 0, j + 128 | 0); + h = y[j + 540 >> 2]; + y[j + 504 >> 2] = y[j + 536 >> 2]; + y[j + 508 >> 2] = h; + h = y[j + 532 >> 2]; + y[j + 496 >> 2] = y[j + 528 >> 2]; + y[j + 500 >> 2] = h; + h = y[j + 468 >> 2]; + y[j + 112 >> 2] = y[j + 464 >> 2]; + y[j + 116 >> 2] = h; + h = y[j + 476 >> 2]; + y[j + 120 >> 2] = y[j + 472 >> 2]; + y[j + 124 >> 2] = h; + h = y[j + 484 >> 2]; + y[j + 96 >> 2] = y[j + 480 >> 2]; + y[j + 100 >> 2] = h; + h = y[j + 492 >> 2]; + y[j + 104 >> 2] = y[j + 488 >> 2]; + y[j + 108 >> 2] = h; + fa(f, j + 112 | 0, j + 96 | 0); + h = y[j + 540 >> 2]; + y[j + 488 >> 2] = y[j + 536 >> 2]; + y[j + 492 >> 2] = h; + h = y[j + 532 >> 2]; + y[j + 480 >> 2] = y[j + 528 >> 2]; + y[j + 484 >> 2] = h; + h = y[j + 452 >> 2]; + y[j + 80 >> 2] = y[j + 448 >> 2]; + y[j + 84 >> 2] = h; + h = y[j + 460 >> 2]; + y[j + 88 >> 2] = y[j + 456 >> 2]; + y[j + 92 >> 2] = h; + h = y[j + 468 >> 2]; + y[j + 64 >> 2] = y[j + 464 >> 2]; + y[j + 68 >> 2] = h; + h = y[j + 476 >> 2]; + y[j + 72 >> 2] = y[j + 472 >> 2]; + y[j + 76 >> 2] = h; + fa(f, j + 80 | 0, j - -64 | 0); + h = y[j + 540 >> 2]; + y[j + 472 >> 2] = y[j + 536 >> 2]; + y[j + 476 >> 2] = h; + h = y[j + 532 >> 2]; + y[j + 464 >> 2] = y[j + 528 >> 2]; + y[j + 468 >> 2] = h; + h = y[j + 436 >> 2]; + y[j + 48 >> 2] = y[j + 432 >> 2]; + y[j + 52 >> 2] = h; + h = y[j + 444 >> 2]; + y[j + 56 >> 2] = y[j + 440 >> 2]; + y[j + 60 >> 2] = h; + h = y[j + 452 >> 2]; + y[j + 32 >> 2] = y[j + 448 >> 2]; + y[j + 36 >> 2] = h; + h = y[j + 460 >> 2]; + y[j + 40 >> 2] = y[j + 456 >> 2]; + y[j + 44 >> 2] = h; + fa(f, j + 48 | 0, j + 32 | 0); + h = y[j + 540 >> 2]; + y[j + 456 >> 2] = y[j + 536 >> 2]; + y[j + 460 >> 2] = h; + h = y[j + 532 >> 2]; + y[j + 448 >> 2] = y[j + 528 >> 2]; + y[j + 452 >> 2] = h; + h = y[j + 388 >> 2]; + y[j + 16 >> 2] = y[j + 384 >> 2]; + y[j + 20 >> 2] = h; + h = y[j + 396 >> 2]; + y[j + 24 >> 2] = y[j + 392 >> 2]; + y[j + 28 >> 2] = h; + h = y[j + 436 >> 2]; + y[j >> 2] = y[j + 432 >> 2]; + y[j + 4 >> 2] = h; + h = y[j + 444 >> 2]; + y[j + 8 >> 2] = y[j + 440 >> 2]; + y[j + 12 >> 2] = h; + fa(f, j + 16 | 0, j); + y[j + 444 >> 2] = k ^ y[j + 540 >> 2]; + y[j + 440 >> 2] = n2 ^ y[j + 536 >> 2]; + y[j + 436 >> 2] = p ^ y[j + 532 >> 2]; + y[j + 432 >> 2] = m2 ^ y[j + 528 >> 2]; + } + a: { + if (!a2) { + i3 = 16; + h = 0; + if (c2 >>> 0 < 16) { + break a; + } + while (1) { + Bb(j + 528 | 0, b2 + h | 0, j + 432 | 0); + h = i3; + i3 = h + 16 | 0; + if (i3 >>> 0 <= c2 >>> 0) { + continue; + } + break; + } + break a; + } + i3 = 16; + h = 0; + if (c2 >>> 0 < 16) { + break a; + } + while (1) { + Bb(a2 + h | 0, b2 + h | 0, j + 432 | 0); + h = i3; + i3 = h + 16 | 0; + if (i3 >>> 0 <= c2 >>> 0) { + continue; + } + break; + } + } + i3 = c2 & 15; + if (i3) { + p = a2 ? a2 + h | 0 : j + 528 | 0; + h = b2 + h | 0; + f = j + 432 | 0; + b2 = T - 240 | 0; + T = b2; + l = i3 + (b2 + 192 | 0) | 0; + m2 = 16 - i3 | 0; + n2 = !m2; + if (!n2) { + o(l, 0, m2); + } + k = !i3; + if (!k) { + t(b2 + 192 | 0, h, i3); + } + q = y[f + 16 >> 2]; + h = f - -64 | 0; + r = y[h >> 2]; + s2 = y[f + 80 >> 2]; + u = y[f + 32 >> 2]; + v2 = y[f + 48 >> 2]; + w2 = y[f + 20 >> 2]; + x2 = y[f + 68 >> 2]; + A2 = y[f + 84 >> 2]; + B2 = y[f + 36 >> 2]; + C2 = y[f + 52 >> 2]; + D2 = y[f + 24 >> 2]; + E2 = y[f + 72 >> 2]; + F2 = y[f + 88 >> 2]; + G2 = y[f + 40 >> 2]; + H2 = y[f + 56 >> 2]; + I2 = y[b2 + 192 >> 2]; + J2 = y[b2 + 196 >> 2]; + K2 = y[b2 + 200 >> 2]; + y[b2 + 204 >> 2] = y[f + 44 >> 2] & y[f + 60 >> 2] ^ (y[f + 28 >> 2] ^ (y[f + 76 >> 2] ^ (y[f + 92 >> 2] ^ y[b2 + 204 >> 2]))); + y[b2 + 200 >> 2] = G2 & H2 ^ (E2 ^ (F2 ^ K2) ^ D2); + y[b2 + 196 >> 2] = B2 & C2 ^ (A2 ^ J2 ^ x2 ^ w2); + y[b2 + 192 >> 2] = u & v2 ^ (s2 ^ I2 ^ r ^ q); + if (!n2) { + o(l, 0, m2); + } + if (!k) { + t(p, b2 + 192 | 0, i3); + } + l = y[b2 + 192 >> 2]; + m2 = y[b2 + 196 >> 2]; + p = y[b2 + 200 >> 2]; + n2 = y[b2 + 204 >> 2]; + i3 = y[f + 92 >> 2]; + y[b2 + 232 >> 2] = y[f + 88 >> 2]; + y[b2 + 236 >> 2] = i3; + i3 = y[f + 84 >> 2]; + y[b2 + 224 >> 2] = y[f + 80 >> 2]; + y[b2 + 228 >> 2] = i3; + i3 = y[h + 4 >> 2]; + y[b2 + 176 >> 2] = y[h >> 2]; + y[b2 + 180 >> 2] = i3; + i3 = y[f + 76 >> 2]; + y[b2 + 184 >> 2] = y[f + 72 >> 2]; + y[b2 + 188 >> 2] = i3; + i3 = y[f + 84 >> 2]; + y[b2 + 160 >> 2] = y[f + 80 >> 2]; + y[b2 + 164 >> 2] = i3; + i3 = y[f + 92 >> 2]; + y[b2 + 168 >> 2] = y[f + 88 >> 2]; + y[b2 + 172 >> 2] = i3; + i3 = b2 + 208 | 0; + fa(i3, b2 + 176 | 0, b2 + 160 | 0); + k = y[b2 + 220 >> 2]; + y[f + 88 >> 2] = y[b2 + 216 >> 2]; + y[f + 92 >> 2] = k; + k = y[b2 + 212 >> 2]; + y[f + 80 >> 2] = y[b2 + 208 >> 2]; + y[f + 84 >> 2] = k; + k = y[f + 52 >> 2]; + y[b2 + 144 >> 2] = y[f + 48 >> 2]; + y[b2 + 148 >> 2] = k; + k = y[f + 60 >> 2]; + y[b2 + 152 >> 2] = y[f + 56 >> 2]; + y[b2 + 156 >> 2] = k; + k = y[h + 4 >> 2]; + y[b2 + 128 >> 2] = y[h >> 2]; + y[b2 + 132 >> 2] = k; + k = y[f + 76 >> 2]; + y[b2 + 136 >> 2] = y[f + 72 >> 2]; + y[b2 + 140 >> 2] = k; + fa(i3, b2 + 144 | 0, b2 + 128 | 0); + k = y[b2 + 220 >> 2]; + y[f + 72 >> 2] = y[b2 + 216 >> 2]; + y[f + 76 >> 2] = k; + k = y[b2 + 212 >> 2]; + y[h >> 2] = y[b2 + 208 >> 2]; + y[h + 4 >> 2] = k; + h = y[f + 36 >> 2]; + y[b2 + 112 >> 2] = y[f + 32 >> 2]; + y[b2 + 116 >> 2] = h; + h = y[f + 44 >> 2]; + y[b2 + 120 >> 2] = y[f + 40 >> 2]; + y[b2 + 124 >> 2] = h; + h = y[f + 52 >> 2]; + y[b2 + 96 >> 2] = y[f + 48 >> 2]; + y[b2 + 100 >> 2] = h; + h = y[f + 60 >> 2]; + y[b2 + 104 >> 2] = y[f + 56 >> 2]; + y[b2 + 108 >> 2] = h; + fa(i3, b2 + 112 | 0, b2 + 96 | 0); + h = y[b2 + 220 >> 2]; + y[f + 56 >> 2] = y[b2 + 216 >> 2]; + y[f + 60 >> 2] = h; + h = y[b2 + 212 >> 2]; + y[f + 48 >> 2] = y[b2 + 208 >> 2]; + y[f + 52 >> 2] = h; + h = y[f + 20 >> 2]; + y[b2 + 80 >> 2] = y[f + 16 >> 2]; + y[b2 + 84 >> 2] = h; + h = y[f + 28 >> 2]; + y[b2 + 88 >> 2] = y[f + 24 >> 2]; + y[b2 + 92 >> 2] = h; + h = y[f + 36 >> 2]; + y[b2 + 64 >> 2] = y[f + 32 >> 2]; + y[b2 + 68 >> 2] = h; + h = y[f + 44 >> 2]; + y[b2 + 72 >> 2] = y[f + 40 >> 2]; + y[b2 + 76 >> 2] = h; + fa(i3, b2 + 80 | 0, b2 - -64 | 0); + h = y[b2 + 220 >> 2]; + y[f + 40 >> 2] = y[b2 + 216 >> 2]; + y[f + 44 >> 2] = h; + h = y[b2 + 212 >> 2]; + y[f + 32 >> 2] = y[b2 + 208 >> 2]; + y[f + 36 >> 2] = h; + h = y[f + 4 >> 2]; + y[b2 + 48 >> 2] = y[f >> 2]; + y[b2 + 52 >> 2] = h; + h = y[f + 12 >> 2]; + y[b2 + 56 >> 2] = y[f + 8 >> 2]; + y[b2 + 60 >> 2] = h; + h = y[f + 20 >> 2]; + y[b2 + 32 >> 2] = y[f + 16 >> 2]; + y[b2 + 36 >> 2] = h; + h = y[f + 28 >> 2]; + y[b2 + 40 >> 2] = y[f + 24 >> 2]; + y[b2 + 44 >> 2] = h; + fa(i3, b2 + 48 | 0, b2 + 32 | 0); + h = y[b2 + 220 >> 2]; + y[f + 24 >> 2] = y[b2 + 216 >> 2]; + y[f + 28 >> 2] = h; + h = y[b2 + 212 >> 2]; + y[f + 16 >> 2] = y[b2 + 208 >> 2]; + y[f + 20 >> 2] = h; + h = y[b2 + 228 >> 2]; + y[b2 + 16 >> 2] = y[b2 + 224 >> 2]; + y[b2 + 20 >> 2] = h; + h = y[b2 + 236 >> 2]; + y[b2 + 24 >> 2] = y[b2 + 232 >> 2]; + y[b2 + 28 >> 2] = h; + h = y[f + 4 >> 2]; + y[b2 >> 2] = y[f >> 2]; + y[b2 + 4 >> 2] = h; + h = y[f + 12 >> 2]; + y[b2 + 8 >> 2] = y[f + 8 >> 2]; + y[b2 + 12 >> 2] = h; + fa(i3, b2 + 16 | 0, b2); + h = y[b2 + 208 >> 2]; + i3 = y[b2 + 212 >> 2]; + k = y[b2 + 216 >> 2]; + y[f + 12 >> 2] = n2 ^ y[b2 + 220 >> 2]; + y[f + 8 >> 2] = k ^ p; + y[f + 4 >> 2] = i3 ^ m2; + y[f >> 2] = h ^ l; + T = b2 + 240 | 0; + } + Cb(j + 384 | 0, e, g, c2, j + 432 | 0); + h = -1; + b: { + c: { + b2 = e - 16 | 0; + if (b2) { + if ((b2 | 0) == 16) { + break c; + } + break b; + } + h = Ha(j + 384 | 0, d); + break b; + } + h = _a(j + 384 | 0, d); + } + if (!(!c2 | (!a2 | !h))) { + o(a2, 0, c2); + } + T = j + 544 | 0; + return h | 0; + } + function ea(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, T2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0, ea2 = 0, fa2 = 0, ga2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, ka2 = 0, la2 = 0, ma2 = 0, na2 = 0, oa2 = 0, pa2 = 0, qa2 = 0, ra2 = 0, sa2 = 0, ta2 = 0, ua2 = 0, va2 = 0, wa2 = 0, xa2 = 0, ya2 = 0, za2 = 0, Aa2 = 0, Ba2 = 0, Ca2 = 0, Da2 = 0; + s2 = y[c2 + 4 >> 2]; + D2 = s2 >> 31; + L2 = y[b2 + 20 >> 2]; + F2 = L2 << 1; + ba2 = F2 >> 31; + d = te(s2, D2, F2, ba2); + f = U; + r = y[c2 >> 2]; + v2 = r >> 31; + t2 = y[b2 + 24 >> 2]; + w2 = t2 >> 31; + p = te(r, v2, t2, w2); + e = p + d | 0; + d = U + f | 0; + d = e >>> 0 < p >>> 0 ? d + 1 | 0 : d; + x2 = y[c2 + 8 >> 2]; + I2 = x2 >> 31; + p = y[b2 + 16 >> 2]; + z2 = p >> 31; + l = te(x2, I2, p, z2); + e = l + e | 0; + f = U + d | 0; + f = e >>> 0 < l >>> 0 ? f + 1 | 0 : f; + G2 = y[c2 + 12 >> 2]; + M2 = G2 >> 31; + N2 = y[b2 + 12 >> 2]; + V2 = N2 << 1; + ca2 = V2 >> 31; + l = te(G2, M2, V2, ca2); + d = l + e | 0; + e = U + f | 0; + e = d >>> 0 < l >>> 0 ? e + 1 | 0 : e; + J2 = y[c2 + 16 >> 2]; + W2 = J2 >> 31; + l = y[b2 + 8 >> 2]; + A2 = l >> 31; + q = te(J2, W2, l, A2); + f = q + d | 0; + d = U + e | 0; + d = f >>> 0 < q >>> 0 ? d + 1 | 0 : d; + e = f; + O2 = y[c2 + 20 >> 2]; + da2 = O2 >> 31; + P2 = y[b2 + 4 >> 2]; + X = P2 << 1; + ea2 = X >> 31; + f = te(O2, da2, X, ea2); + e = e + f | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + j = y[c2 + 24 >> 2]; + ta2 = j; + pa2 = j >> 31; + q = y[b2 >> 2]; + B2 = q >> 31; + m2 = te(j, pa2, q, B2); + f = m2 + e | 0; + e = U + d | 0; + e = f >>> 0 < m2 >>> 0 ? e + 1 | 0 : e; + fa2 = y[c2 + 28 >> 2]; + o2 = E(fa2, 19); + Q2 = o2 >> 31; + R2 = y[b2 + 36 >> 2]; + Y = R2 << 1; + ga2 = Y >> 31; + m2 = te(o2, Q2, Y, ga2); + d = m2 + f | 0; + f = U + e | 0; + f = d >>> 0 < m2 >>> 0 ? f + 1 | 0 : f; + qa2 = y[c2 + 32 >> 2]; + g = E(qa2, 19); + K2 = g >> 31; + m2 = y[b2 + 32 >> 2]; + C2 = m2 >> 31; + k = te(g, K2, m2, C2); + e = k + d | 0; + d = U + f | 0; + d = e >>> 0 < k >>> 0 ? d + 1 | 0 : d; + ua2 = y[c2 + 36 >> 2]; + k = E(ua2, 19); + H2 = k >> 31; + S2 = y[b2 + 28 >> 2]; + Z = S2 << 1; + ha2 = Z >> 31; + c2 = te(k, H2, Z, ha2); + b2 = c2 + e | 0; + d = U + d | 0; + h = b2; + c2 = b2 >>> 0 < c2 >>> 0 ? d + 1 | 0 : d; + b2 = te(p, z2, s2, D2); + d = U; + ia2 = L2 >> 31; + e = te(r, v2, L2, ia2); + b2 = e + b2 | 0; + f = U + d | 0; + f = b2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; + ja2 = N2 >> 31; + d = te(x2, I2, N2, ja2); + b2 = d + b2 | 0; + e = U + f | 0; + e = b2 >>> 0 < d >>> 0 ? e + 1 | 0 : e; + f = te(l, A2, G2, M2); + b2 = f + b2 | 0; + d = U + e | 0; + d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + ka2 = P2 >> 31; + e = te(J2, W2, P2, ka2); + b2 = e + b2 | 0; + d = U + d | 0; + d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(q, B2, O2, da2); + b2 = e + b2 | 0; + d = U + d | 0; + d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + j = E(j, 19); + _ = j >> 31; + la2 = R2 >> 31; + e = te(j, _, R2, la2); + b2 = e + b2 | 0; + f = U + d | 0; + f = b2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; + d = te(m2, C2, o2, Q2); + b2 = d + b2 | 0; + e = U + f | 0; + e = b2 >>> 0 < d >>> 0 ? e + 1 | 0 : e; + ma2 = S2 >> 31; + f = te(g, K2, S2, ma2); + b2 = f + b2 | 0; + d = U + e | 0; + d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + e = te(k, H2, t2, w2); + b2 = e + b2 | 0; + d = U + d | 0; + va2 = b2; + T2 = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + b2 = te(s2, D2, V2, ca2); + d = U; + e = te(r, v2, p, z2); + b2 = e + b2 | 0; + d = U + d | 0; + d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(l, A2, x2, I2); + b2 = e + b2 | 0; + f = U + d | 0; + f = b2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; + d = te(G2, M2, X, ea2); + b2 = d + b2 | 0; + e = U + f | 0; + e = b2 >>> 0 < d >>> 0 ? e + 1 | 0 : e; + f = te(q, B2, J2, W2); + b2 = f + b2 | 0; + d = U + e | 0; + d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + $2 = E(O2, 19); + na2 = $2 >> 31; + e = te($2, na2, Y, ga2); + b2 = e + b2 | 0; + d = U + d | 0; + d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(m2, C2, j, _); + b2 = e + b2 | 0; + d = U + d | 0; + d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(o2, Q2, Z, ha2); + b2 = e + b2 | 0; + f = U + d | 0; + f = b2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; + d = te(g, K2, t2, w2); + b2 = d + b2 | 0; + e = U + f | 0; + e = b2 >>> 0 < d >>> 0 ? e + 1 | 0 : e; + f = te(k, H2, F2, ba2); + b2 = f + b2 | 0; + d = U + e | 0; + ya2 = b2; + d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + za2 = d; + b2 = b2 + 33554432 | 0; + d = b2 >>> 0 < 33554432 ? d + 1 | 0 : d; + Aa2 = b2; + Ba2 = d; + f = (d & 67108863) << 6 | b2 >>> 26; + b2 = f + va2 | 0; + d = (d >> 26) + T2 | 0; + va2 = b2; + d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + b2 = b2 + 16777216 | 0; + f = b2 >>> 0 < 16777216 ? d + 1 | 0 : d; + Ca2 = b2; + e = f >> 25; + f = (f & 33554431) << 7 | b2 >>> 25; + b2 = f + h | 0; + d = c2 + e | 0; + d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + e = b2; + c2 = e + 33554432 | 0; + d = c2 >>> 0 < 33554432 ? d + 1 | 0 : d; + aa = c2; + b2 = d; + y[a2 + 24 >> 2] = e - (c2 & -67108864); + c2 = te(s2, D2, X, ea2); + d = U; + e = te(r, v2, l, A2); + c2 = e + c2 | 0; + f = U + d | 0; + f = c2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; + d = c2; + c2 = te(q, B2, x2, I2); + e = d + c2 | 0; + d = U + f | 0; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + c2 = E(G2, 19); + oa2 = c2 >> 31; + f = te(c2, oa2, Y, ga2); + e = f + e | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + T2 = E(J2, 19); + ra2 = T2 >> 31; + h = te(m2, C2, T2, ra2); + f = h + e | 0; + e = U + d | 0; + e = f >>> 0 < h >>> 0 ? e + 1 | 0 : e; + h = te(Z, ha2, $2, na2); + f = h + f | 0; + d = U + e | 0; + d = f >>> 0 < h >>> 0 ? d + 1 | 0 : d; + h = te(t2, w2, j, _); + e = h + f | 0; + f = U + d | 0; + f = e >>> 0 < h >>> 0 ? f + 1 | 0 : f; + h = te(o2, Q2, F2, ba2); + e = h + e | 0; + d = U + f | 0; + d = e >>> 0 < h >>> 0 ? d + 1 | 0 : d; + f = te(g, K2, p, z2); + e = f + e | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + h = te(k, H2, V2, ca2); + f = h + e | 0; + e = U + d | 0; + n2 = f; + wa2 = f >>> 0 < h >>> 0 ? e + 1 | 0 : e; + d = te(q, B2, s2, D2); + e = U; + h = te(r, v2, P2, ka2); + f = h + d | 0; + d = U + e | 0; + d = f >>> 0 < h >>> 0 ? d + 1 | 0 : d; + e = E(x2, 19); + h = e; + sa2 = e >> 31; + i3 = te(e, sa2, R2, la2); + e = i3 + f | 0; + f = U + d | 0; + f = e >>> 0 < i3 >>> 0 ? f + 1 | 0 : f; + i3 = te(m2, C2, c2, oa2); + e = i3 + e | 0; + d = U + f | 0; + d = e >>> 0 < i3 >>> 0 ? d + 1 | 0 : d; + f = te(T2, ra2, S2, ma2); + e = f + e | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + i3 = te(t2, w2, $2, na2); + f = i3 + e | 0; + e = U + d | 0; + e = f >>> 0 < i3 >>> 0 ? e + 1 | 0 : e; + i3 = te(j, _, L2, ia2); + f = i3 + f | 0; + d = U + e | 0; + d = f >>> 0 < i3 >>> 0 ? d + 1 | 0 : d; + i3 = te(p, z2, o2, Q2); + e = i3 + f | 0; + f = U + d | 0; + f = e >>> 0 < i3 >>> 0 ? f + 1 | 0 : f; + i3 = te(g, K2, N2, ja2); + e = i3 + e | 0; + d = U + f | 0; + d = e >>> 0 < i3 >>> 0 ? d + 1 | 0 : d; + f = te(k, H2, l, A2); + e = f + e | 0; + d = U + d | 0; + xa2 = e; + i3 = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + d = E(s2, 19); + d = te(d, d >> 31, Y, ga2); + e = U; + f = te(r, v2, q, B2); + d = f + d | 0; + e = U + e | 0; + e = d >>> 0 < f >>> 0 ? e + 1 | 0 : e; + h = te(m2, C2, h, sa2); + f = h + d | 0; + d = U + e | 0; + e = te(c2, oa2, Z, ha2); + c2 = e + f | 0; + f = U + (f >>> 0 < h >>> 0 ? d + 1 | 0 : d) | 0; + f = c2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; + e = te(t2, w2, T2, ra2); + c2 = e + c2 | 0; + d = U + f | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(F2, ba2, $2, na2); + c2 = e + c2 | 0; + d = U + d | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + f = te(p, z2, j, _); + c2 = f + c2 | 0; + e = U + d | 0; + e = c2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + f = te(o2, Q2, V2, ca2); + c2 = f + c2 | 0; + d = U + e | 0; + d = c2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + e = te(g, K2, l, A2); + c2 = e + c2 | 0; + f = U + d | 0; + f = c2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; + e = te(k, H2, X, ea2); + c2 = e + c2 | 0; + d = U + f | 0; + h = c2; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + oa2 = d; + c2 = c2 + 33554432 | 0; + d = c2 >>> 0 < 33554432 ? d + 1 | 0 : d; + sa2 = c2; + Da2 = d; + f = d >> 26; + d = (d & 67108863) << 6 | c2 >>> 26; + c2 = d + xa2 | 0; + e = f + i3 | 0; + i3 = c2; + d = c2 >>> 0 < d >>> 0 ? e + 1 | 0 : e; + c2 = c2 + 16777216 | 0; + d = c2 >>> 0 < 16777216 ? d + 1 | 0 : d; + xa2 = c2; + e = (d & 33554431) << 7 | c2 >>> 25; + c2 = e + n2 | 0; + d = (d >> 25) + wa2 | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + f = c2; + e = f + 33554432 | 0; + d = e >>> 0 < 33554432 ? d + 1 | 0 : d; + wa2 = e; + c2 = d; + y[a2 + 8 >> 2] = f - (e & -67108864); + d = te(t2, w2, s2, D2); + f = U; + n2 = te(r, v2, S2, ma2); + e = n2 + d | 0; + d = U + f | 0; + d = e >>> 0 < n2 >>> 0 ? d + 1 | 0 : d; + f = te(x2, I2, L2, ia2); + e = f + e | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + f = te(p, z2, G2, M2); + e = f + e | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + n2 = te(J2, W2, N2, ja2); + e = n2 + e | 0; + f = U + d | 0; + f = e >>> 0 < n2 >>> 0 ? f + 1 | 0 : f; + n2 = te(l, A2, O2, da2); + d = n2 + e | 0; + e = U + f | 0; + e = d >>> 0 < n2 >>> 0 ? e + 1 | 0 : e; + n2 = te(P2, ka2, ta2, pa2); + f = n2 + d | 0; + d = U + e | 0; + d = f >>> 0 < n2 >>> 0 ? d + 1 | 0 : d; + e = f; + n2 = fa2 >> 31; + f = te(q, B2, fa2, n2); + e = e + f | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + f = te(g, K2, R2, la2); + e = f + e | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + u = te(k, H2, m2, C2); + e = u + e | 0; + f = U + d | 0; + d = b2 >> 26; + aa = (b2 & 67108863) << 6 | aa >>> 26; + b2 = aa + e | 0; + e = d + (e >>> 0 < u >>> 0 ? f + 1 | 0 : f) | 0; + f = b2; + d = f >>> 0 < aa >>> 0 ? e + 1 | 0 : e; + e = f + 16777216 | 0; + d = e >>> 0 < 16777216 ? d + 1 | 0 : d; + aa = e; + b2 = d; + y[a2 + 28 >> 2] = f - (e & -33554432); + d = te(l, A2, s2, D2); + e = U; + u = te(r, v2, N2, ja2); + d = u + d | 0; + f = U + e | 0; + f = d >>> 0 < u >>> 0 ? f + 1 | 0 : f; + u = te(x2, I2, P2, ka2); + d = u + d | 0; + e = U + f | 0; + e = d >>> 0 < u >>> 0 ? e + 1 | 0 : e; + u = te(q, B2, G2, M2); + f = u + d | 0; + d = U + e | 0; + d = f >>> 0 < u >>> 0 ? d + 1 | 0 : d; + e = f; + f = te(T2, ra2, R2, la2); + e = e + f | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + f = te(m2, C2, $2, na2); + e = f + e | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + j = te(j, _, S2, ma2); + e = j + e | 0; + f = U + d | 0; + o2 = te(t2, w2, o2, Q2); + d = o2 + e | 0; + e = U + (e >>> 0 < j >>> 0 ? f + 1 | 0 : f) | 0; + g = te(g, K2, L2, ia2); + f = g + d | 0; + d = U + (d >>> 0 < o2 >>> 0 ? e + 1 | 0 : e) | 0; + d = f >>> 0 < g >>> 0 ? d + 1 | 0 : d; + e = f; + f = te(k, H2, p, z2); + e = e + f | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + g = e; + e = c2 >> 26; + f = (c2 & 67108863) << 6 | wa2 >>> 26; + c2 = g + f | 0; + d = d + e | 0; + g = c2; + d = c2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + e = c2 + 16777216 | 0; + f = e >>> 0 < 16777216 ? d + 1 | 0 : d; + o2 = e; + c2 = f; + y[a2 + 12 >> 2] = g - (e & -33554432); + d = te(s2, D2, Z, ha2); + f = U; + g = te(r, v2, m2, C2); + e = g + d | 0; + d = U + f | 0; + d = e >>> 0 < g >>> 0 ? d + 1 | 0 : d; + f = te(t2, w2, x2, I2); + e = f + e | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + g = te(G2, M2, F2, ba2); + e = g + e | 0; + f = U + d | 0; + f = e >>> 0 < g >>> 0 ? f + 1 | 0 : f; + g = te(p, z2, J2, W2); + d = g + e | 0; + e = U + f | 0; + e = d >>> 0 < g >>> 0 ? e + 1 | 0 : e; + g = te(V2, ca2, O2, da2); + f = g + d | 0; + d = U + e | 0; + d = f >>> 0 < g >>> 0 ? d + 1 | 0 : d; + e = f; + f = te(l, A2, ta2, pa2); + e = e + f | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + f = te(fa2, n2, X, ea2); + e = f + e | 0; + d = U + d | 0; + d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; + g = qa2; + j = g >> 31; + F2 = te(q, B2, g, j); + e = F2 + e | 0; + f = U + d | 0; + k = te(k, H2, Y, ga2); + d = k + e | 0; + e = U + (e >>> 0 < F2 >>> 0 ? f + 1 | 0 : f) | 0; + e = d >>> 0 < k >>> 0 ? e + 1 | 0 : e; + qa2 = d; + d = b2 >> 25; + f = (b2 & 33554431) << 7 | aa >>> 25; + b2 = qa2 + f | 0; + d = d + e | 0; + d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + f = b2; + e = f + 33554432 | 0; + d = e >>> 0 < 33554432 ? d + 1 | 0 : d; + k = e; + b2 = d; + y[a2 + 32 >> 2] = f - (e & -67108864); + f = va2 - (Ca2 & -33554432) | 0; + e = c2 >> 25; + o2 = (c2 & 33554431) << 7 | o2 >>> 25; + d = Aa2 & -67108864; + c2 = o2 + (ya2 - d | 0) | 0; + d = e + (za2 - ((d >>> 0 > ya2 >>> 0) + Ba2 | 0) | 0) | 0; + d = c2 >>> 0 < o2 >>> 0 ? d + 1 | 0 : d; + e = c2; + c2 = e + 33554432 | 0; + d = c2 >>> 0 < 33554432 ? d + 1 | 0 : d; + d = ((d & 67108863) << 6 | c2 >>> 26) + f | 0; + y[a2 + 20 >> 2] = d; + y[a2 + 16 >> 2] = e - (c2 & -67108864); + c2 = te(m2, C2, s2, D2); + d = U; + e = te(r, v2, R2, la2); + c2 = e + c2 | 0; + d = U + d | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + f = te(x2, I2, S2, ma2); + c2 = f + c2 | 0; + e = U + d | 0; + e = c2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + d = te(t2, w2, G2, M2); + c2 = d + c2 | 0; + f = U + e | 0; + f = c2 >>> 0 < d >>> 0 ? f + 1 | 0 : f; + e = te(J2, W2, L2, ia2); + c2 = e + c2 | 0; + d = U + f | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(p, z2, O2, da2); + c2 = e + c2 | 0; + d = U + d | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(N2, ja2, ta2, pa2); + c2 = e + c2 | 0; + d = U + d | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + f = te(l, A2, fa2, n2); + c2 = f + c2 | 0; + e = U + d | 0; + e = c2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; + d = te(g, j, P2, ka2); + c2 = d + c2 | 0; + f = U + e | 0; + f = c2 >>> 0 < d >>> 0 ? f + 1 | 0 : f; + e = te(q, B2, ua2, ua2 >> 31); + c2 = e + c2 | 0; + d = U + f | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = b2 >> 26; + f = c2; + c2 = (b2 & 67108863) << 6 | k >>> 26; + b2 = f + c2 | 0; + d = d + e | 0; + d = b2 >>> 0 < c2 >>> 0 ? d + 1 | 0 : d; + c2 = b2; + b2 = c2 + 16777216 | 0; + d = b2 >>> 0 < 16777216 ? d + 1 | 0 : d; + y[a2 + 36 >> 2] = c2 - (b2 & -33554432); + f = i3 - (xa2 & -33554432) | 0; + c2 = sa2 & -67108864; + e = h - c2 | 0; + r = oa2 - ((c2 >>> 0 > h >>> 0) + Da2 | 0) | 0; + c2 = d; + d = d >> 25; + c2 = te((c2 & 33554431) << 7 | b2 >>> 25, d, 19, 0); + b2 = c2 + e | 0; + e = U + r | 0; + d = b2 >>> 0 < c2 >>> 0 ? e + 1 | 0 : e; + c2 = b2; + b2 = c2 + 33554432 | 0; + d = b2 >>> 0 < 33554432 ? d + 1 | 0 : d; + d = ((d & 67108863) << 6 | b2 >>> 26) + f | 0; + y[a2 + 4 >> 2] = d; + y[a2 >> 2] = c2 - (b2 & -67108864); + } + function Cc(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, fa2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, ka2 = 0, la2 = 0, ma2 = 0, na2 = 0, oa2 = 0, pa2 = 0, ra2 = 0, sa2 = 0, ta2 = 0, ua2 = 0, va2 = 0, wa2 = 0; + d = T - 368 | 0; + T = d; + while (1) { + k = z[c2 + e | 0]; + i3 = e + 33664 | 0; + p = k ^ z[i3 | 0] | p; + q = k ^ z[i3 + 192 | 0] | q; + o2 = k ^ z[i3 + 160 | 0] | o2; + j = k ^ z[i3 + 128 | 0] | j; + h = k ^ z[i3 + 96 | 0] | h; + g = k ^ z[i3 - -64 | 0] | g; + f = k ^ z[i3 + 32 | 0] | f; + e = e + 1 | 0; + if ((e | 0) != 31) { + continue; + } + break; + } + e = -1; + i3 = z[c2 + 31 | 0] & 127; + k = i3 ^ 127; + if (!((((k | q) & 255) - 1 | (((k | o2) & 255) - 1 | (((j | k) & 255) - 1 | (((i3 ^ 87 | h) & 255) - 1 | (((g | i3) & 255) - 1 | (((f | i3) & 255) - 1 | ((i3 | p) & 255) - 1)))))) & 256)) { + e = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + f = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + y[d + 336 >> 2] = f; + y[d + 340 >> 2] = e; + e = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); + y[d + 360 >> 2] = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); + y[d + 364 >> 2] = e; + e = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); + y[d + 352 >> 2] = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + y[d + 356 >> 2] = e; + e = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + y[d + 344 >> 2] = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + y[d + 348 >> 2] = e; + w[d + 336 | 0] = f & 248; + w[d + 367 | 0] = z[d + 367 | 0] & 63 | 64; + Sb(d + 288 | 0, c2); + y[d + 244 >> 2] = 0; + y[d + 248 >> 2] = 0; + y[d + 240 >> 2] = 1; + y[d + 252 >> 2] = 0; + y[d + 256 >> 2] = 0; + y[d + 260 >> 2] = 0; + y[d + 264 >> 2] = 0; + y[d + 268 >> 2] = 0; + y[d + 272 >> 2] = 0; + y[d + 276 >> 2] = 0; + y[d + 192 >> 2] = 0; + y[d + 196 >> 2] = 0; + y[d + 200 >> 2] = 0; + y[d + 204 >> 2] = 0; + y[d + 208 >> 2] = 0; + y[d + 212 >> 2] = 0; + y[d + 216 >> 2] = 0; + y[d + 220 >> 2] = 0; + y[d + 224 >> 2] = 0; + y[d + 228 >> 2] = 0; + b2 = y[d + 292 >> 2]; + y[d + 144 >> 2] = y[d + 288 >> 2]; + y[d + 148 >> 2] = b2; + b2 = y[d + 300 >> 2]; + y[d + 152 >> 2] = y[d + 296 >> 2]; + y[d + 156 >> 2] = b2; + b2 = y[d + 308 >> 2]; + y[d + 160 >> 2] = y[d + 304 >> 2]; + y[d + 164 >> 2] = b2; + b2 = y[d + 316 >> 2]; + y[d + 168 >> 2] = y[d + 312 >> 2]; + y[d + 172 >> 2] = b2; + b2 = y[d + 324 >> 2]; + y[d + 176 >> 2] = y[d + 320 >> 2]; + y[d + 180 >> 2] = b2; + y[d + 100 >> 2] = 0; + y[d + 104 >> 2] = 0; + y[d + 96 >> 2] = 1; + y[d + 108 >> 2] = 0; + y[d + 112 >> 2] = 0; + y[d + 116 >> 2] = 0; + y[d + 120 >> 2] = 0; + y[d + 124 >> 2] = 0; + y[d + 128 >> 2] = 0; + y[d + 132 >> 2] = 0; + c2 = 254; + while (1) { + P2 = y[d + 144 >> 2]; + Q2 = y[d + 240 >> 2]; + R2 = y[d + 96 >> 2]; + S2 = y[d + 192 >> 2]; + V2 = y[d + 148 >> 2]; + W2 = y[d + 244 >> 2]; + X = y[d + 100 >> 2]; + Y = y[d + 196 >> 2]; + Z = y[d + 152 >> 2]; + _ = y[d + 248 >> 2]; + $2 = y[d + 104 >> 2]; + aa = y[d + 200 >> 2]; + ba2 = y[d + 156 >> 2]; + ca2 = y[d + 252 >> 2]; + fa2 = y[d + 108 >> 2]; + ha2 = y[d + 204 >> 2]; + ia2 = y[d + 160 >> 2]; + E2 = y[d + 256 >> 2]; + ja2 = y[d + 112 >> 2]; + l = y[d + 208 >> 2]; + ka2 = y[d + 164 >> 2]; + r = y[d + 260 >> 2]; + la2 = y[d + 116 >> 2]; + v2 = y[d + 212 >> 2]; + ma2 = y[d + 168 >> 2]; + x2 = y[d + 264 >> 2]; + G2 = y[d + 120 >> 2]; + n2 = y[d + 216 >> 2]; + t2 = y[d + 172 >> 2]; + s2 = y[d + 268 >> 2]; + m2 = y[d + 124 >> 2]; + i3 = y[d + 220 >> 2]; + f = y[d + 176 >> 2]; + k = y[d + 272 >> 2]; + p = y[d + 128 >> 2]; + q = y[d + 224 >> 2]; + b2 = O2; + na2 = c2; + oa2 = d + 336 | 0; + O2 = z[oa2 + (c2 >>> 3 | 0) | 0] >>> (c2 & 7) & 1; + u = 0 - (b2 ^ O2) | 0; + e = y[d + 180 >> 2]; + h = y[d + 276 >> 2]; + o2 = u & (e ^ h); + b2 = y[d + 132 >> 2]; + g = y[d + 228 >> 2]; + j = u & (b2 ^ g); + pa2 = e ^ o2; + ra2 = b2 ^ j; + y[d + 84 >> 2] = pa2 - ra2; + b2 = f; + f = u & (f ^ k); + sa2 = b2 ^ f; + e = u & (p ^ q); + ta2 = e ^ p; + y[d + 80 >> 2] = sa2 - ta2; + c2 = u & (s2 ^ t2); + ua2 = c2 ^ t2; + b2 = u & (i3 ^ m2); + A2 = b2 ^ m2; + y[d + 76 >> 2] = ua2 - A2; + B2 = h ^ o2; + F2 = g ^ j; + y[d + 36 >> 2] = B2 - F2; + I2 = f ^ k; + J2 = e ^ q; + y[d + 32 >> 2] = I2 - J2; + va2 = c2 ^ s2; + wa2 = b2 ^ i3; + y[d + 28 >> 2] = va2 - wa2; + H2 = u & (x2 ^ ma2); + K2 = H2 ^ x2; + j = u & (n2 ^ G2); + L2 = j ^ n2; + y[d + 24 >> 2] = K2 - L2; + C2 = u & (r ^ ka2); + M2 = C2 ^ r; + h = u & (v2 ^ la2); + N2 = h ^ v2; + y[d + 20 >> 2] = M2 - N2; + D2 = u & (E2 ^ ia2); + E2 = D2 ^ E2; + g = u & (l ^ ja2); + l = g ^ l; + y[d + 16 >> 2] = E2 - l; + r = u & (ba2 ^ ca2); + v2 = ca2 ^ r; + f = u & (fa2 ^ ha2); + x2 = ha2 ^ f; + y[d + 12 >> 2] = v2 - x2; + n2 = u & (Z ^ _); + t2 = _ ^ n2; + e = u & ($2 ^ aa); + s2 = aa ^ e; + y[d + 8 >> 2] = t2 - s2; + m2 = u & (V2 ^ W2); + i3 = W2 ^ m2; + c2 = u & (X ^ Y); + k = Y ^ c2; + y[d + 4 >> 2] = i3 - k; + p = u & (P2 ^ Q2); + q = Q2 ^ p; + b2 = u & (R2 ^ S2); + o2 = S2 ^ b2; + y[d >> 2] = q - o2; + G2 = j ^ G2; + y[d + 120 >> 2] = G2; + j = H2 ^ ma2; + y[d + 72 >> 2] = j - G2; + H2 = h ^ la2; + y[d + 116 >> 2] = H2; + h = C2 ^ ka2; + y[d + 68 >> 2] = h - H2; + C2 = g ^ ja2; + y[d + 112 >> 2] = C2; + g = D2 ^ ia2; + y[d + 64 >> 2] = g - C2; + D2 = f ^ fa2; + y[d + 108 >> 2] = D2; + f = r ^ ba2; + y[d + 60 >> 2] = f - D2; + r = e ^ $2; + y[d + 104 >> 2] = r; + e = n2 ^ Z; + y[d + 56 >> 2] = e - r; + n2 = c2 ^ X; + y[d + 100 >> 2] = n2; + c2 = m2 ^ V2; + y[d + 52 >> 2] = c2 - n2; + m2 = b2 ^ R2; + y[d + 96 >> 2] = m2; + b2 = p ^ P2; + y[d + 48 >> 2] = b2 - m2; + y[d + 276 >> 2] = B2 + F2; + y[d + 272 >> 2] = I2 + J2; + y[d + 268 >> 2] = va2 + wa2; + y[d + 264 >> 2] = K2 + L2; + y[d + 260 >> 2] = M2 + N2; + y[d + 256 >> 2] = l + E2; + y[d + 252 >> 2] = v2 + x2; + y[d + 248 >> 2] = s2 + t2; + y[d + 244 >> 2] = i3 + k; + y[d + 240 >> 2] = o2 + q; + y[d + 228 >> 2] = pa2 + ra2; + y[d + 224 >> 2] = sa2 + ta2; + y[d + 220 >> 2] = A2 + ua2; + y[d + 216 >> 2] = j + G2; + y[d + 212 >> 2] = h + H2; + y[d + 208 >> 2] = g + C2; + y[d + 200 >> 2] = e + r; + y[d + 196 >> 2] = c2 + n2; + y[d + 192 >> 2] = b2 + m2; + y[d + 204 >> 2] = f + D2; + J2 = d + 96 | 0; + F2 = d + 48 | 0; + B2 = d + 240 | 0; + ea(J2, F2, B2); + A2 = d + 192 | 0; + ea(A2, A2, d); + da(F2, d); + da(d, B2); + l = y[d + 192 >> 2]; + r = y[d + 96 >> 2]; + v2 = y[d + 196 >> 2]; + x2 = y[d + 100 >> 2]; + n2 = y[d + 200 >> 2]; + t2 = y[d + 104 >> 2]; + s2 = y[d + 204 >> 2]; + m2 = y[d + 108 >> 2]; + i3 = y[d + 208 >> 2]; + k = y[d + 112 >> 2]; + p = y[d + 212 >> 2]; + q = y[d + 116 >> 2]; + o2 = y[d + 216 >> 2]; + j = y[d + 120 >> 2]; + h = y[d + 220 >> 2]; + g = y[d + 124 >> 2]; + f = y[d + 224 >> 2]; + e = y[d + 128 >> 2]; + c2 = y[d + 228 >> 2]; + b2 = y[d + 132 >> 2]; + y[d + 180 >> 2] = c2 + b2; + y[d + 176 >> 2] = e + f; + y[d + 172 >> 2] = g + h; + y[d + 168 >> 2] = j + o2; + y[d + 164 >> 2] = p + q; + y[d + 160 >> 2] = i3 + k; + y[d + 156 >> 2] = m2 + s2; + y[d + 152 >> 2] = n2 + t2; + y[d + 148 >> 2] = v2 + x2; + y[d + 144 >> 2] = l + r; + y[d + 228 >> 2] = b2 - c2; + y[d + 224 >> 2] = e - f; + y[d + 220 >> 2] = g - h; + y[d + 216 >> 2] = j - o2; + y[d + 212 >> 2] = q - p; + y[d + 208 >> 2] = k - i3; + y[d + 204 >> 2] = m2 - s2; + y[d + 200 >> 2] = t2 - n2; + y[d + 196 >> 2] = x2 - v2; + y[d + 192 >> 2] = r - l; + ea(B2, d, F2); + m2 = y[d + 72 >> 2]; + n2 = y[d + 24 >> 2]; + K2 = y[d + 68 >> 2]; + t2 = y[d + 20 >> 2]; + i3 = y[d + 64 >> 2]; + s2 = y[d + 16 >> 2]; + L2 = y[d + 60 >> 2]; + o2 = y[d + 12 >> 2]; + k = y[d + 56 >> 2]; + j = y[d + 8 >> 2]; + C2 = y[d + 52 >> 2]; + h = y[d + 4 >> 2]; + M2 = y[d + 84 >> 2]; + g = y[d + 36 >> 2]; + I2 = y[d + 48 >> 2]; + e = y[d >> 2]; + N2 = y[d + 76 >> 2]; + b2 = y[d + 28 >> 2]; + f = y[d + 80 >> 2]; + c2 = y[d + 32 >> 2] - f | 0; + y[d + 32 >> 2] = c2; + b2 = b2 - N2 | 0; + y[d + 28 >> 2] = b2; + r = e - I2 | 0; + y[d >> 2] = r; + v2 = g - M2 | 0; + y[d + 36 >> 2] = v2; + p = h - C2 | 0; + y[d + 4 >> 2] = p; + q = j - k | 0; + y[d + 8 >> 2] = q; + o2 = o2 - L2 | 0; + y[d + 12 >> 2] = o2; + j = s2 - i3 | 0; + y[d + 16 >> 2] = j; + h = t2 - K2 | 0; + y[d + 20 >> 2] = h; + g = n2 - m2 | 0; + y[d + 24 >> 2] = g; + da(A2, A2); + e = d + 144 | 0; + da(e, e); + e = te(c2, c2 >> 31, 121666, 0); + s2 = U; + c2 = te(b2, b2 >> 31, 121666, 0); + b2 = U; + D2 = c2; + x2 = c2 + 16777216 | 0; + b2 = x2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + c2 = (b2 & 33554431) << 7 | x2 >>> 25; + e = c2 + e | 0; + b2 = (b2 >> 25) + s2 | 0; + b2 = c2 >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; + n2 = e + 33554432 | 0; + c2 = n2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + y[d + 80 >> 2] = (e - (n2 & -67108864) | 0) + f; + f = m2; + g = te(g, g >> 31, 121666, 0); + m2 = U; + e = te(h, h >> 31, 121666, 0); + b2 = U; + h = g; + E2 = e; + t2 = e + 16777216 | 0; + b2 = t2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + g = (b2 & 33554431) << 7 | t2 >>> 25; + e = h + g | 0; + b2 = (b2 >> 25) + m2 | 0; + b2 = e >>> 0 < g >>> 0 ? b2 + 1 | 0 : b2; + s2 = e + 33554432 | 0; + g = s2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + y[d + 72 >> 2] = (e - (s2 & -67108864) | 0) + f; + h = i3; + f = te(j, j >> 31, 121666, 0); + j = U; + e = te(o2, o2 >> 31, 121666, 0); + b2 = U; + i3 = f; + l = e; + m2 = e + 16777216 | 0; + b2 = m2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + f = (b2 & 33554431) << 7 | m2 >>> 25; + e = i3 + f | 0; + b2 = (b2 >> 25) + j | 0; + b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + i3 = e + 33554432 | 0; + f = i3 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + y[d + 64 >> 2] = (e - (i3 & -67108864) | 0) + h; + j = k; + e = te(q, q >> 31, 121666, 0); + o2 = U; + k = te(p, p >> 31, 121666, 0); + b2 = U; + h = e; + p = k + 16777216 | 0; + b2 = p >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + e = (b2 & 33554431) << 7 | p >>> 25; + h = h + e | 0; + b2 = (b2 >> 25) + o2 | 0; + b2 = e >>> 0 > h >>> 0 ? b2 + 1 | 0 : b2; + q = h + 33554432 | 0; + e = q >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + y[d + 56 >> 2] = (h - (q & -67108864) | 0) + j; + o2 = M2; + j = c2; + c2 = te(v2, v2 >> 31, 121666, 0); + j = (j & 67108863) << 6 | n2 >>> 26; + n2 = c2 + j | 0; + h = U; + b2 = h; + j = c2 + 16777216 | 0; + c2 = j >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + y[d + 84 >> 2] = (n2 - (j & -33554432) | 0) + o2; + h = N2; + g = D2 + ((g & 67108863) << 6 | s2 >>> 26) | 0; + y[d + 76 >> 2] = (g - (x2 & -33554432) | 0) + h; + g = K2; + f = E2 + ((f & 67108863) << 6 | i3 >>> 26) | 0; + y[d + 68 >> 2] = (f - (t2 & -33554432) | 0) + g; + f = L2; + e = l + ((e & 67108863) << 6 | q >>> 26) | 0; + y[d + 60 >> 2] = (e - (m2 & -33554432) | 0) + f; + f = C2; + g = k - (p & -33554432) | 0; + c2 = te((c2 & 33554431) << 7 | j >>> 25, c2 >> 25, 19, 0); + b2 = U; + e = c2; + c2 = te(r, r >> 31, 121666, 0); + e = e + c2 | 0; + b2 = U + b2 | 0; + b2 = c2 >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; + c2 = e + 33554432 | 0; + b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + g = ((b2 & 67108863) << 6 | c2 >>> 26) + g | 0; + y[d + 52 >> 2] = f + g; + y[d + 48 >> 2] = (e - (c2 & -67108864) | 0) + I2; + c2 = na2 - 1 | 0; + ea(J2, d + 288 | 0, A2); + ea(A2, d, F2); + if (na2) { + continue; + } + break; + } + p = y[d + 144 >> 2]; + r = y[d + 240 >> 2]; + q = y[d + 148 >> 2]; + v2 = y[d + 244 >> 2]; + o2 = y[d + 152 >> 2]; + x2 = y[d + 248 >> 2]; + j = y[d + 156 >> 2]; + n2 = y[d + 252 >> 2]; + h = y[d + 160 >> 2]; + t2 = y[d + 256 >> 2]; + g = y[d + 164 >> 2]; + s2 = y[d + 260 >> 2]; + f = y[d + 168 >> 2]; + m2 = y[d + 264 >> 2]; + e = y[d + 172 >> 2]; + i3 = y[d + 268 >> 2]; + c2 = y[d + 176 >> 2]; + k = y[d + 272 >> 2]; + l = 0 - O2 | 0; + b2 = y[d + 276 >> 2]; + y[d + 276 >> 2] = l & (b2 ^ y[d + 180 >> 2]) ^ b2; + y[d + 272 >> 2] = k ^ l & (c2 ^ k); + y[d + 268 >> 2] = i3 ^ l & (e ^ i3); + y[d + 264 >> 2] = m2 ^ l & (f ^ m2); + y[d + 260 >> 2] = s2 ^ l & (g ^ s2); + y[d + 256 >> 2] = t2 ^ l & (h ^ t2); + y[d + 252 >> 2] = n2 ^ l & (j ^ n2); + y[d + 248 >> 2] = x2 ^ l & (o2 ^ x2); + y[d + 244 >> 2] = v2 ^ l & (q ^ v2); + y[d + 240 >> 2] = r ^ l & (p ^ r); + r = y[d + 192 >> 2]; + p = y[d + 96 >> 2]; + v2 = y[d + 196 >> 2]; + q = y[d + 100 >> 2]; + x2 = y[d + 200 >> 2]; + o2 = y[d + 104 >> 2]; + n2 = y[d + 204 >> 2]; + j = y[d + 108 >> 2]; + t2 = y[d + 208 >> 2]; + h = y[d + 112 >> 2]; + s2 = y[d + 212 >> 2]; + g = y[d + 116 >> 2]; + m2 = y[d + 216 >> 2]; + f = y[d + 120 >> 2]; + i3 = y[d + 220 >> 2]; + e = y[d + 124 >> 2]; + k = y[d + 224 >> 2]; + c2 = y[d + 128 >> 2]; + b2 = y[d + 228 >> 2]; + y[d + 228 >> 2] = l & (b2 ^ y[d + 132 >> 2]) ^ b2; + y[d + 224 >> 2] = k ^ l & (c2 ^ k); + y[d + 220 >> 2] = i3 ^ l & (e ^ i3); + y[d + 216 >> 2] = m2 ^ l & (f ^ m2); + y[d + 212 >> 2] = s2 ^ l & (g ^ s2); + y[d + 208 >> 2] = t2 ^ l & (h ^ t2); + y[d + 204 >> 2] = n2 ^ l & (j ^ n2); + y[d + 200 >> 2] = x2 ^ l & (o2 ^ x2); + y[d + 196 >> 2] = v2 ^ l & (q ^ v2); + y[d + 192 >> 2] = r ^ l & (p ^ r); + Za(A2, A2); + ea(B2, B2, A2); + qa(a2, B2); + ga(oa2, 32); + e = 0; + } + T = d + 368 | 0; + return e | 0; + } + function ya(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, ea2 = 0, fa2 = 0, ga2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, ka2 = 0, la2 = 0; + z2 = T - 48 | 0; + T = z2; + da(a2, b2); + da(a2 + 80 | 0, b2 + 40 | 0); + A2 = y[b2 + 92 >> 2]; + p = A2 << 1; + J2 = p >> 31; + f = y[b2 + 84 >> 2]; + j = f << 1; + F2 = j >> 31; + c2 = te(p, J2, j, F2); + e = U; + s2 = y[b2 + 88 >> 2]; + K2 = s2; + u = s2 >> 31; + m2 = te(s2, u, s2, u); + d = m2 + c2 | 0; + c2 = U + e | 0; + c2 = d >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + g = y[b2 + 96 >> 2]; + L2 = g >> 31; + k = y[b2 + 80 >> 2]; + m2 = k << 1; + G2 = m2 >> 31; + e = te(g, L2, m2, G2); + d = e + d | 0; + c2 = U + c2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + H2 = y[b2 + 108 >> 2]; + n2 = E(H2, 38); + S2 = n2 >> 31; + aa = H2 >> 31; + e = te(n2, S2, H2, aa); + d = e + d | 0; + c2 = U + c2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + e = d; + B2 = y[b2 + 112 >> 2]; + h = E(B2, 19); + M2 = h >> 31; + v2 = y[b2 + 104 >> 2]; + d = v2 << 1; + l = te(h, M2, d, d >> 31); + e = e + l | 0; + d = U + c2 | 0; + d = e >>> 0 < l >>> 0 ? d + 1 | 0 : d; + V2 = y[b2 + 116 >> 2]; + l = E(V2, 38); + I2 = l >> 31; + w2 = y[b2 + 100 >> 2]; + t2 = w2 << 1; + P2 = t2 >> 31; + c2 = te(l, I2, t2, P2); + e = c2 + e | 0; + d = U + d | 0; + c2 = (c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) << 1 | e >>> 31; + W2 = c2; + ba2 = e << 1; + e = ba2 + 33554432 | 0; + c2 = e >>> 0 < 33554432 ? c2 + 1 | 0 : c2; + X = e; + Y = c2; + i3 = (c2 & 67108863) << 6 | e >>> 26; + x2 = c2 >> 26; + c2 = te(j, F2, g, L2); + e = U; + s2 = s2 << 1; + Q2 = s2 >> 31; + ca2 = A2 >> 31; + C2 = te(s2, Q2, A2, ca2); + d = C2 + c2 | 0; + c2 = U + e | 0; + c2 = d >>> 0 < C2 >>> 0 ? c2 + 1 | 0 : c2; + Z = w2 >> 31; + C2 = te(w2, Z, m2, G2); + e = C2 + d | 0; + d = U + c2 | 0; + d = e >>> 0 < C2 >>> 0 ? d + 1 | 0 : d; + C2 = H2 << 1; + ea2 = C2 >> 31; + N2 = te(h, M2, C2, ea2); + e = N2 + e | 0; + c2 = U + d | 0; + c2 = e >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; + O2 = v2 >> 31; + d = te(l, I2, v2, O2); + e = d + e | 0; + c2 = U + c2 | 0; + d = (d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2) << 1 | e >>> 31; + c2 = e << 1; + e = c2 + i3 | 0; + d = d + x2 | 0; + N2 = e; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + c2 = d; + e = e + 16777216 | 0; + c2 = e >>> 0 < 16777216 ? c2 + 1 | 0 : c2; + _ = e; + i3 = (c2 & 33554431) << 7 | e >>> 25; + x2 = c2 >> 25; + c2 = te(p, J2, A2, ca2); + e = U; + o2 = te(g, L2, s2, Q2); + d = o2 + c2 | 0; + c2 = U + e | 0; + c2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + e = te(j, F2, t2, P2); + d = e + d | 0; + c2 = U + c2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + o2 = te(m2, G2, v2, O2); + e = o2 + d | 0; + d = U + c2 | 0; + d = e >>> 0 < o2 >>> 0 ? d + 1 | 0 : d; + $2 = B2 >> 31; + o2 = te(h, M2, B2, $2); + e = o2 + e | 0; + c2 = U + d | 0; + c2 = e >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = te(l, I2, C2, ea2); + e = o2 + e | 0; + d = U + c2 | 0; + d = (e >>> 0 < o2 >>> 0 ? d + 1 | 0 : d) << 1 | e >>> 31; + c2 = i3; + i3 = e << 1; + e = c2 + i3 | 0; + c2 = d + x2 | 0; + c2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + x2 = e; + d = e + 33554432 | 0; + c2 = d >>> 0 < 33554432 ? c2 + 1 | 0 : c2; + o2 = d; + e = c2; + y[a2 + 144 >> 2] = x2 - (d & -67108864); + c2 = E(w2, 38); + x2 = te(c2, c2 >> 31, w2, Z); + i3 = U; + c2 = k; + d = c2 >> 31; + k = te(c2, d, c2, d); + c2 = k + x2 | 0; + d = U + i3 | 0; + d = c2 >>> 0 < k >>> 0 ? d + 1 | 0 : d; + k = E(v2, 19); + fa2 = k >> 31; + x2 = g << 1; + ga2 = x2 >> 31; + D2 = te(k, fa2, x2, ga2); + i3 = D2 + c2 | 0; + c2 = U + d | 0; + c2 = i3 >>> 0 < D2 >>> 0 ? c2 + 1 | 0 : c2; + d = i3; + i3 = te(p, J2, n2, S2); + d = d + i3 | 0; + c2 = U + c2 | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + D2 = te(h, M2, s2, Q2); + i3 = D2 + d | 0; + d = U + c2 | 0; + d = i3 >>> 0 < D2 >>> 0 ? d + 1 | 0 : d; + D2 = te(j, F2, l, I2); + i3 = D2 + i3 | 0; + c2 = U + d | 0; + c2 = (i3 >>> 0 < D2 >>> 0 ? c2 + 1 | 0 : c2) << 1 | i3 >>> 31; + D2 = c2; + ha2 = i3 << 1; + i3 = ha2 + 33554432 | 0; + d = i3 >>> 0 < 33554432 ? c2 + 1 | 0 : c2; + ka2 = d; + R2 = (d & 67108863) << 6 | i3 >>> 26; + ia2 = d >> 26; + c2 = te(k, fa2, t2, P2); + q = U; + r = f; + ja2 = f >> 31; + f = te(m2, G2, f, ja2); + d = f + c2 | 0; + c2 = U + q | 0; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + q = te(g, L2, n2, S2); + f = q + d | 0; + d = U + c2 | 0; + d = f >>> 0 < q >>> 0 ? d + 1 | 0 : d; + q = te(h, M2, p, J2); + f = q + f | 0; + c2 = U + d | 0; + c2 = f >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + q = te(l, I2, K2, u); + f = q + f | 0; + d = U + c2 | 0; + d = (f >>> 0 < q >>> 0 ? d + 1 | 0 : d) << 1 | f >>> 31; + c2 = R2; + R2 = f << 1; + f = c2 + R2 | 0; + c2 = d + ia2 | 0; + c2 = f >>> 0 < R2 >>> 0 ? c2 + 1 | 0 : c2; + ia2 = f; + f = f + 16777216 | 0; + c2 = f >>> 0 < 16777216 ? c2 + 1 | 0 : c2; + R2 = f; + la2 = (c2 & 33554431) << 7 | f >>> 25; + q = c2 >> 25; + c2 = te(m2, G2, K2, u); + f = U; + r = te(j, F2, r, ja2); + d = r + c2 | 0; + c2 = U + f | 0; + k = te(k, fa2, v2, O2); + f = k + d | 0; + d = U + (d >>> 0 < r >>> 0 ? c2 + 1 | 0 : c2) | 0; + d = f >>> 0 < k >>> 0 ? d + 1 | 0 : d; + k = te(t2, P2, n2, S2); + f = k + f | 0; + c2 = U + d | 0; + c2 = f >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + d = f; + f = te(h, M2, x2, ga2); + d = d + f | 0; + c2 = U + c2 | 0; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + k = te(l, I2, p, J2); + f = k + d | 0; + d = U + c2 | 0; + c2 = (f >>> 0 < k >>> 0 ? d + 1 | 0 : d) << 1 | f >>> 31; + d = f << 1; + f = d + la2 | 0; + c2 = c2 + q | 0; + r = f; + c2 = d >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; + k = f + 33554432 | 0; + f = k >>> 0 < 33554432 ? c2 + 1 | 0 : c2; + y[a2 + 128 >> 2] = r - (k & -67108864); + c2 = te(s2, Q2, w2, Z); + d = U; + r = te(g, L2, p, J2); + c2 = r + c2 | 0; + d = U + d | 0; + d = c2 >>> 0 < r >>> 0 ? d + 1 | 0 : d; + q = te(j, F2, v2, O2); + r = q + c2 | 0; + c2 = U + d | 0; + c2 = r >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; + q = te(m2, G2, H2, aa); + r = q + r | 0; + d = U + c2 | 0; + d = r >>> 0 < q >>> 0 ? d + 1 | 0 : d; + q = te(l, I2, B2, $2); + r = q + r | 0; + c2 = U + d | 0; + d = e >> 26; + o2 = (e & 67108863) << 6 | o2 >>> 26; + e = o2 + (r << 1) | 0; + c2 = d + ((r >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2) << 1 | r >>> 31) | 0; + c2 = e >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + o2 = e; + d = c2; + c2 = e + 16777216 | 0; + d = c2 >>> 0 < 16777216 ? d + 1 | 0 : d; + r = c2; + e = d; + y[a2 + 148 >> 2] = o2 - (c2 & -33554432); + c2 = te(m2, G2, A2, ca2); + A2 = U; + u = te(j, F2, K2, u); + d = u + c2 | 0; + c2 = U + A2 | 0; + c2 = d >>> 0 < u >>> 0 ? c2 + 1 | 0 : c2; + n2 = te(v2, O2, n2, S2); + d = n2 + d | 0; + c2 = U + c2 | 0; + c2 = d >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + n2 = te(h, M2, t2, P2); + h = n2 + d | 0; + d = U + c2 | 0; + d = h >>> 0 < n2 >>> 0 ? d + 1 | 0 : d; + c2 = h; + h = te(l, I2, g, L2); + c2 = c2 + h | 0; + d = U + d | 0; + d = (c2 >>> 0 < h >>> 0 ? d + 1 | 0 : d) << 1; + h = c2; + c2 = d | c2 >>> 31; + d = f >> 26; + o2 = h << 1; + h = (f & 67108863) << 6 | k >>> 26; + f = o2 + h | 0; + c2 = c2 + d | 0; + c2 = f >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + h = f; + d = f + 16777216 | 0; + c2 = d >>> 0 < 16777216 ? c2 + 1 | 0 : c2; + n2 = d; + f = c2; + y[a2 + 132 >> 2] = h - (d & -33554432); + c2 = te(v2, O2, s2, Q2); + h = U; + g = te(g, L2, g, L2); + d = g + c2 | 0; + c2 = U + h | 0; + c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + g = te(p, J2, t2, P2); + d = g + d | 0; + c2 = U + c2 | 0; + c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + g = te(j, F2, C2, ea2); + d = g + d | 0; + c2 = U + c2 | 0; + c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + h = te(m2, G2, B2, $2); + g = h + d | 0; + d = U + c2 | 0; + d = g >>> 0 < h >>> 0 ? d + 1 | 0 : d; + c2 = g; + g = l; + l = V2; + t2 = l >> 31; + g = te(g, I2, l, t2); + c2 = c2 + g | 0; + d = U + d | 0; + d = (c2 >>> 0 < g >>> 0 ? d + 1 | 0 : d) << 1; + g = c2; + c2 = d | c2 >>> 31; + d = e >> 25; + h = g << 1; + g = (e & 33554431) << 7 | r >>> 25; + e = h + g | 0; + c2 = c2 + d | 0; + c2 = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + g = e; + d = e + 33554432 | 0; + c2 = d >>> 0 < 33554432 ? c2 + 1 | 0 : c2; + h = d; + e = c2; + y[a2 + 152 >> 2] = g - (d & -67108864); + u = N2 - (_ & -33554432) | 0; + c2 = X & -67108864; + d = ba2 - c2 | 0; + g = W2 - ((c2 >>> 0 > ba2 >>> 0) + Y | 0) | 0; + c2 = f >> 25; + n2 = (f & 33554431) << 7 | n2 >>> 25; + f = n2 + d | 0; + d = c2 + g | 0; + g = f; + d = f >>> 0 < n2 >>> 0 ? d + 1 | 0 : d; + c2 = d; + f = f + 33554432 | 0; + c2 = f >>> 0 < 33554432 ? c2 + 1 | 0 : c2; + c2 = ((c2 & 67108863) << 6 | f >>> 26) + u | 0; + y[a2 + 140 >> 2] = c2; + y[a2 + 136 >> 2] = g - (f & -67108864); + c2 = te(p, J2, v2, O2); + d = U; + f = te(w2, Z, x2, ga2); + c2 = f + c2 | 0; + d = U + d | 0; + d = c2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + p = te(s2, Q2, H2, aa); + f = p + c2 | 0; + c2 = U + d | 0; + c2 = f >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + j = te(j, F2, B2, $2); + f = j + f | 0; + d = U + c2 | 0; + d = f >>> 0 < j >>> 0 ? d + 1 | 0 : d; + j = te(m2, G2, l, t2); + f = j + f | 0; + c2 = U + d | 0; + c2 = (f >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2) << 1 | f >>> 31; + d = e >> 26; + g = f << 1; + f = (e & 67108863) << 6 | h >>> 26; + e = g + f | 0; + c2 = c2 + d | 0; + d = e >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + c2 = e + 16777216 | 0; + d = c2 >>> 0 < 16777216 ? d + 1 | 0 : d; + y[a2 + 156 >> 2] = e - (c2 & -33554432); + f = ia2 - (R2 & -33554432) | 0; + e = i3 & -67108864; + j = ha2 - e | 0; + m2 = D2 - ((e >>> 0 > ha2 >>> 0) + ka2 | 0) | 0; + e = te((d & 33554431) << 7 | c2 >>> 25, d >> 25, 19, 0); + c2 = e + j | 0; + d = U + m2 | 0; + d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = c2; + c2 = c2 + 33554432 | 0; + d = c2 >>> 0 < 33554432 ? d + 1 | 0 : d; + d = ((d & 67108863) << 6 | c2 >>> 26) + f | 0; + y[a2 + 124 >> 2] = d; + y[a2 + 120 >> 2] = e - (c2 & -67108864); + c2 = y[b2 + 40 >> 2]; + d = y[b2 + 44 >> 2]; + e = y[b2 + 4 >> 2]; + f = y[b2 + 48 >> 2]; + j = y[b2 + 8 >> 2]; + m2 = y[b2 + 52 >> 2]; + l = y[b2 + 12 >> 2]; + p = y[b2 + 56 >> 2]; + g = y[b2 + 16 >> 2]; + h = y[b2 + 60 >> 2]; + v2 = y[b2 + 20 >> 2]; + t2 = y[b2 - -64 >> 2]; + s2 = y[b2 + 24 >> 2]; + n2 = y[b2 + 68 >> 2]; + u = y[b2 + 28 >> 2]; + w2 = y[b2 + 72 >> 2]; + B2 = y[b2 + 32 >> 2]; + K2 = y[b2 >> 2]; + y[a2 + 76 >> 2] = y[b2 + 76 >> 2] + y[b2 + 36 >> 2]; + y[a2 + 72 >> 2] = w2 + B2; + y[a2 + 68 >> 2] = n2 + u; + H2 = a2 - -64 | 0; + y[H2 >> 2] = s2 + t2; + y[a2 + 60 >> 2] = h + v2; + y[a2 + 56 >> 2] = g + p; + y[a2 + 52 >> 2] = l + m2; + y[a2 + 48 >> 2] = f + j; + y[a2 + 44 >> 2] = d + e; + b2 = a2 + 40 | 0; + y[b2 >> 2] = c2 + K2; + da(z2, b2); + c2 = y[a2 + 80 >> 2]; + d = y[a2 + 4 >> 2]; + e = y[a2 + 84 >> 2]; + f = y[a2 + 8 >> 2]; + j = y[a2 + 88 >> 2]; + m2 = y[a2 + 12 >> 2]; + l = y[a2 + 92 >> 2]; + p = y[a2 + 16 >> 2]; + g = y[a2 + 96 >> 2]; + h = y[a2 + 20 >> 2]; + v2 = y[a2 + 100 >> 2]; + t2 = y[a2 + 24 >> 2]; + s2 = y[a2 + 104 >> 2]; + n2 = y[a2 + 28 >> 2]; + u = y[a2 + 108 >> 2]; + w2 = y[a2 + 32 >> 2]; + B2 = y[a2 + 112 >> 2]; + K2 = y[a2 >> 2]; + A2 = y[a2 + 116 >> 2]; + C2 = y[a2 + 36 >> 2]; + k = A2 - C2 | 0; + y[a2 + 116 >> 2] = k; + x2 = B2 - w2 | 0; + y[a2 + 112 >> 2] = x2; + i3 = u - n2 | 0; + y[a2 + 108 >> 2] = i3; + V2 = s2 - t2 | 0; + y[a2 + 104 >> 2] = V2; + W2 = v2 - h | 0; + y[a2 + 100 >> 2] = W2; + X = g - p | 0; + y[a2 + 96 >> 2] = X; + Y = l - m2 | 0; + y[a2 + 92 >> 2] = Y; + N2 = j - f | 0; + y[a2 + 88 >> 2] = N2; + _ = e - d | 0; + y[a2 + 84 >> 2] = _; + o2 = c2 - K2 | 0; + y[a2 + 80 >> 2] = o2; + A2 = A2 + C2 | 0; + y[a2 + 76 >> 2] = A2; + w2 = w2 + B2 | 0; + y[a2 + 72 >> 2] = w2; + n2 = n2 + u | 0; + y[a2 + 68 >> 2] = n2; + t2 = s2 + t2 | 0; + y[H2 >> 2] = t2; + h = h + v2 | 0; + y[a2 + 60 >> 2] = h; + p = g + p | 0; + y[a2 + 56 >> 2] = p; + m2 = l + m2 | 0; + y[a2 + 52 >> 2] = m2; + f = f + j | 0; + y[a2 + 48 >> 2] = f; + d = d + e | 0; + y[a2 + 44 >> 2] = d; + e = b2; + b2 = c2 + K2 | 0; + y[e >> 2] = b2; + c2 = y[z2 >> 2]; + e = y[z2 + 4 >> 2]; + j = y[z2 + 8 >> 2]; + l = y[z2 + 12 >> 2]; + g = y[z2 + 16 >> 2]; + v2 = y[z2 + 20 >> 2]; + s2 = y[z2 + 24 >> 2]; + u = y[z2 + 28 >> 2]; + B2 = y[z2 + 32 >> 2]; + y[a2 + 36 >> 2] = y[z2 + 36 >> 2] - A2; + y[a2 + 32 >> 2] = B2 - w2; + y[a2 + 28 >> 2] = u - n2; + y[a2 + 24 >> 2] = s2 - t2; + y[a2 + 20 >> 2] = v2 - h; + y[a2 + 16 >> 2] = g - p; + y[a2 + 12 >> 2] = l - m2; + y[a2 + 8 >> 2] = j - f; + y[a2 + 4 >> 2] = e - d; + y[a2 >> 2] = c2 - b2; + b2 = y[a2 + 120 >> 2]; + c2 = y[a2 + 124 >> 2]; + d = y[a2 + 128 >> 2]; + e = y[a2 + 132 >> 2]; + f = y[a2 + 136 >> 2]; + j = y[a2 + 140 >> 2]; + m2 = y[a2 + 144 >> 2]; + l = y[a2 + 148 >> 2]; + p = y[a2 + 152 >> 2]; + y[a2 + 156 >> 2] = y[a2 + 156 >> 2] - k; + y[a2 + 152 >> 2] = p - x2; + y[a2 + 148 >> 2] = l - i3; + y[a2 + 144 >> 2] = m2 - V2; + y[a2 + 140 >> 2] = j - W2; + y[a2 + 136 >> 2] = f - X; + y[a2 + 132 >> 2] = e - Y; + y[a2 + 128 >> 2] = d - N2; + y[a2 + 124 >> 2] = c2 - _; + y[a2 + 120 >> 2] = b2 - o2; + T = z2 + 48 | 0; + } + function cb(a2, b2, c2, d) { + var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0; + e = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 >> 2] = E2; + e = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 4 >> 2] = E2; + e = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 8 >> 2] = E2; + e = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 12 >> 2] = E2; + e = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 16 >> 2] = E2; + e = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 20 >> 2] = E2; + e = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 24 >> 2] = E2; + e = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 28 >> 2] = E2; + e = z[b2 + 32 | 0] | z[b2 + 33 | 0] << 8 | (z[b2 + 34 | 0] << 16 | z[b2 + 35 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 32 >> 2] = E2; + e = z[b2 + 36 | 0] | z[b2 + 37 | 0] << 8 | (z[b2 + 38 | 0] << 16 | z[b2 + 39 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 36 >> 2] = E2; + e = z[b2 + 40 | 0] | z[b2 + 41 | 0] << 8 | (z[b2 + 42 | 0] << 16 | z[b2 + 43 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 40 >> 2] = E2; + e = z[b2 + 44 | 0] | z[b2 + 45 | 0] << 8 | (z[b2 + 46 | 0] << 16 | z[b2 + 47 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 44 >> 2] = E2; + e = z[b2 + 48 | 0] | z[b2 + 49 | 0] << 8 | (z[b2 + 50 | 0] << 16 | z[b2 + 51 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 48 >> 2] = E2; + e = z[b2 + 52 | 0] | z[b2 + 53 | 0] << 8 | (z[b2 + 54 | 0] << 16 | z[b2 + 55 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 52 >> 2] = E2; + e = z[b2 + 56 | 0] | z[b2 + 57 | 0] << 8 | (z[b2 + 58 | 0] << 16 | z[b2 + 59 | 0] << 24); + D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 56 >> 2] = E2; + b2 = z[b2 + 60 | 0] | z[b2 + 61 | 0] << 8 | (z[b2 + 62 | 0] << 16 | z[b2 + 63 | 0] << 24); + D2 = c2, E2 = we(b2 & 16711935, 8) | we(b2, 24) & 16711935, y[D2 + 60 >> 2] = E2; + b2 = y[a2 + 28 >> 2]; + y[d + 24 >> 2] = y[a2 + 24 >> 2]; + y[d + 28 >> 2] = b2; + b2 = y[a2 + 20 >> 2]; + y[d + 16 >> 2] = y[a2 + 16 >> 2]; + y[d + 20 >> 2] = b2; + b2 = y[a2 + 12 >> 2]; + y[d + 8 >> 2] = y[a2 + 8 >> 2]; + y[d + 12 >> 2] = b2; + b2 = y[a2 + 4 >> 2]; + y[d >> 2] = y[a2 >> 2]; + y[d + 4 >> 2] = b2; + while (1) { + h = y[d + 28 >> 2]; + e = s2 << 2; + b2 = e + c2 | 0; + i3 = y[d + 16 >> 2]; + g = y[b2 >> 2] + (ue(i3, 26) ^ ue(i3, 21) ^ ue(i3, 7)) | 0; + f = y[e + 38880 >> 2] + g | 0; + g = y[d + 24 >> 2]; + n2 = y[d + 20 >> 2]; + h = (f + (i3 & (g ^ n2) ^ g) | 0) + h | 0; + k = h + y[d + 12 >> 2] | 0; + y[d + 12 >> 2] = k; + f = y[d >> 2]; + l = h + (ue(f, 30) ^ ue(f, 19) ^ ue(f, 10)) | 0; + m2 = y[d + 8 >> 2]; + j = y[d + 4 >> 2]; + h = l + (f & (m2 | j) | j & m2) | 0; + y[d + 28 >> 2] = h; + l = m2; + m2 = e | 4; + q = m2 + c2 | 0; + g = (y[q >> 2] + ((g + (n2 ^ k & (i3 ^ n2)) | 0) + (ue(k, 26) ^ ue(k, 21) ^ ue(k, 7)) | 0) | 0) + y[m2 + 38880 >> 2] | 0; + m2 = l + g | 0; + y[d + 8 >> 2] = m2; + g = (g + (h & (f | j) | f & j) | 0) + (ue(h, 30) ^ ue(h, 19) ^ ue(h, 10)) | 0; + y[d + 24 >> 2] = g; + l = j; + j = e | 8; + j = (((n2 + y[j + c2 >> 2] | 0) + y[j + 38880 >> 2] | 0) + (i3 ^ m2 & (i3 ^ k)) | 0) + (ue(m2, 26) ^ ue(m2, 21) ^ ue(m2, 7)) | 0; + n2 = l + j | 0; + y[d + 4 >> 2] = n2; + j = j + ((g & (f | h) | f & h) + (ue(g, 30) ^ ue(g, 19) ^ ue(g, 10)) | 0) | 0; + y[d + 20 >> 2] = j; + l = f; + f = e | 12; + f = (((i3 + y[f + c2 >> 2] | 0) + y[f + 38880 >> 2] | 0) + (k ^ n2 & (m2 ^ k)) | 0) + (ue(n2, 26) ^ ue(n2, 21) ^ ue(n2, 7)) | 0; + i3 = l + f | 0; + y[d >> 2] = i3; + f = f + ((j & (g | h) | g & h) + (ue(j, 30) ^ ue(j, 19) ^ ue(j, 10)) | 0) | 0; + y[d + 16 >> 2] = f; + l = k; + k = e | 16; + l = (((l + y[k + c2 >> 2] | 0) + y[k + 38880 >> 2] | 0) + (m2 ^ i3 & (m2 ^ n2)) | 0) + (ue(i3, 26) ^ ue(i3, 21) ^ ue(i3, 7)) | 0; + k = l + ((f & (g | j) | g & j) + (ue(f, 30) ^ ue(f, 19) ^ ue(f, 10)) | 0) | 0; + y[d + 12 >> 2] = k; + l = h + l | 0; + y[d + 28 >> 2] = l; + h = e | 20; + m2 = (((m2 + y[h + c2 >> 2] | 0) + y[h + 38880 >> 2] | 0) + (n2 ^ l & (i3 ^ n2)) | 0) + (ue(l, 26) ^ ue(l, 21) ^ ue(l, 7)) | 0; + h = m2 + ((k & (f | j) | f & j) + (ue(k, 30) ^ ue(k, 19) ^ ue(k, 10)) | 0) | 0; + y[d + 8 >> 2] = h; + m2 = g + m2 | 0; + y[d + 24 >> 2] = m2; + g = e | 24; + n2 = (((n2 + y[g + c2 >> 2] | 0) + y[g + 38880 >> 2] | 0) + (i3 ^ m2 & (i3 ^ l)) | 0) + (ue(m2, 26) ^ ue(m2, 21) ^ ue(m2, 7)) | 0; + g = n2 + ((h & (f | k) | f & k) + (ue(h, 30) ^ ue(h, 19) ^ ue(h, 10)) | 0) | 0; + y[d + 4 >> 2] = g; + n2 = j + n2 | 0; + y[d + 20 >> 2] = n2; + j = e | 28; + i3 = (((i3 + y[j + c2 >> 2] | 0) + y[j + 38880 >> 2] | 0) + (l ^ n2 & (m2 ^ l)) | 0) + (ue(n2, 26) ^ ue(n2, 21) ^ ue(n2, 7)) | 0; + j = i3 + ((g & (h | k) | h & k) + (ue(g, 30) ^ ue(g, 19) ^ ue(g, 10)) | 0) | 0; + y[d >> 2] = j; + i3 = f + i3 | 0; + y[d + 16 >> 2] = i3; + f = e | 32; + l = (((l + y[f + c2 >> 2] | 0) + y[f + 38880 >> 2] | 0) + (m2 ^ i3 & (m2 ^ n2)) | 0) + (ue(i3, 26) ^ ue(i3, 21) ^ ue(i3, 7)) | 0; + f = l + ((j & (g | h) | g & h) + (ue(j, 30) ^ ue(j, 19) ^ ue(j, 10)) | 0) | 0; + y[d + 28 >> 2] = f; + l = k + l | 0; + y[d + 12 >> 2] = l; + k = e | 36; + r = k + c2 | 0; + m2 = (((m2 + y[r >> 2] | 0) + y[k + 38880 >> 2] | 0) + (n2 ^ l & (i3 ^ n2)) | 0) + (ue(l, 26) ^ ue(l, 21) ^ ue(l, 7)) | 0; + k = m2 + ((f & (g | j) | g & j) + (ue(f, 30) ^ ue(f, 19) ^ ue(f, 10)) | 0) | 0; + y[d + 24 >> 2] = k; + m2 = h + m2 | 0; + y[d + 8 >> 2] = m2; + h = e | 40; + v2 = h + c2 | 0; + n2 = (((n2 + y[v2 >> 2] | 0) + y[h + 38880 >> 2] | 0) + (i3 ^ m2 & (i3 ^ l)) | 0) + (ue(m2, 26) ^ ue(m2, 21) ^ ue(m2, 7)) | 0; + h = n2 + ((k & (f | j) | f & j) + (ue(k, 30) ^ ue(k, 19) ^ ue(k, 10)) | 0) | 0; + y[d + 20 >> 2] = h; + n2 = g + n2 | 0; + y[d + 4 >> 2] = n2; + g = e | 44; + w2 = g + c2 | 0; + i3 = ((i3 + (y[g + 38880 >> 2] + y[w2 >> 2] | 0) | 0) + (l ^ n2 & (m2 ^ l)) | 0) + (ue(n2, 26) ^ ue(n2, 21) ^ ue(n2, 7)) | 0; + g = i3 + ((h & (f | k) | f & k) + (ue(h, 30) ^ ue(h, 19) ^ ue(h, 10)) | 0) | 0; + y[d + 16 >> 2] = g; + j = i3 + j | 0; + y[d >> 2] = j; + i3 = e | 48; + x2 = i3 + c2 | 0; + l = ((l + (y[i3 + 38880 >> 2] + y[x2 >> 2] | 0) | 0) + (m2 ^ j & (m2 ^ n2)) | 0) + (ue(j, 26) ^ ue(j, 21) ^ ue(j, 7)) | 0; + i3 = l + ((g & (h | k) | h & k) + (ue(g, 30) ^ ue(g, 19) ^ ue(g, 10)) | 0) | 0; + y[d + 12 >> 2] = i3; + f = f + l | 0; + y[d + 28 >> 2] = f; + l = e | 52; + A2 = l + c2 | 0; + l = (((y[l + 38880 >> 2] + y[A2 >> 2] | 0) + m2 | 0) + (n2 ^ f & (j ^ n2)) | 0) + (ue(f, 26) ^ ue(f, 21) ^ ue(f, 7)) | 0; + m2 = l + ((i3 & (g | h) | g & h) + (ue(i3, 30) ^ ue(i3, 19) ^ ue(i3, 10)) | 0) | 0; + y[d + 8 >> 2] = m2; + k = k + l | 0; + y[d + 24 >> 2] = k; + o2 = e | 56; + l = o2 + c2 | 0; + o2 = (((y[o2 + 38880 >> 2] + y[l >> 2] | 0) + n2 | 0) + (j ^ k & (f ^ j)) | 0) + (ue(k, 26) ^ ue(k, 21) ^ ue(k, 7)) | 0; + n2 = o2 + ((m2 & (g | i3) | g & i3) + (ue(m2, 30) ^ ue(m2, 19) ^ ue(m2, 10)) | 0) | 0; + y[d + 4 >> 2] = n2; + h = h + o2 | 0; + y[d + 20 >> 2] = h; + e = e | 60; + B2 = e + c2 | 0; + e = ((j + (y[e + 38880 >> 2] + y[B2 >> 2] | 0) | 0) + (f ^ h & (f ^ k)) | 0) + (ue(h, 26) ^ ue(h, 21) ^ ue(h, 7)) | 0; + h = e + ((n2 & (i3 | m2) | i3 & m2) + (ue(n2, 30) ^ ue(n2, 19) ^ ue(n2, 10)) | 0) | 0; + y[d >> 2] = h; + y[d + 16 >> 2] = e + g; + if ((s2 | 0) != 48) { + s2 = s2 + 16 | 0; + C2 = y[r >> 2]; + r = y[l >> 2]; + f = y[b2 >> 2] + (C2 + (ue(r, 15) ^ ue(r, 13) ^ r >>> 10) | 0) | 0; + h = y[q >> 2]; + e = f + (ue(h, 25) ^ ue(h, 14) ^ h >>> 3) | 0; + y[(s2 << 2) + c2 >> 2] = e; + g = y[b2 + 8 >> 2]; + j = y[b2 + 44 >> 2]; + f = g + (j + (ue(e, 15) ^ ue(e, 13) ^ e >>> 10) | 0) | 0; + i3 = y[b2 + 12 >> 2]; + f = f + (ue(i3, 25) ^ ue(i3, 14) ^ i3 >>> 3) | 0; + y[b2 + 72 >> 2] = f; + q = y[b2 + 40 >> 2]; + k = q + h | 0; + h = y[b2 + 60 >> 2]; + g = (k + (ue(h, 15) ^ ue(h, 13) ^ h >>> 10) | 0) + (ue(g, 25) ^ ue(g, 14) ^ g >>> 3) | 0; + y[b2 + 68 >> 2] = g; + k = y[b2 + 16 >> 2]; + m2 = y[b2 + 52 >> 2]; + l = k + (m2 + (ue(f, 15) ^ ue(f, 13) ^ f >>> 10) | 0) | 0; + o2 = y[b2 + 20 >> 2]; + n2 = l + (ue(o2, 25) ^ ue(o2, 14) ^ o2 >>> 3) | 0; + y[b2 + 80 >> 2] = n2; + t2 = y[b2 + 48 >> 2]; + k = (i3 + (t2 + (ue(g, 15) ^ ue(g, 13) ^ g >>> 10) | 0) | 0) + (ue(k, 25) ^ ue(k, 14) ^ k >>> 3) | 0; + y[b2 + 76 >> 2] = k; + i3 = y[b2 + 24 >> 2]; + l = i3 + (h + (ue(n2, 15) ^ ue(n2, 13) ^ n2 >>> 10) | 0) | 0; + p = y[b2 + 28 >> 2]; + l = l + (ue(p, 25) ^ ue(p, 14) ^ p >>> 3) | 0; + y[b2 + 88 >> 2] = l; + u = y[b2 + 56 >> 2]; + i3 = (o2 + (u + (ue(k, 15) ^ ue(k, 13) ^ k >>> 10) | 0) | 0) + (ue(i3, 25) ^ ue(i3, 14) ^ i3 >>> 3) | 0; + y[b2 + 84 >> 2] = i3; + o2 = (e + p | 0) + (ue(i3, 15) ^ ue(i3, 13) ^ i3 >>> 10) | 0; + p = y[b2 + 32 >> 2]; + o2 = o2 + (ue(p, 25) ^ ue(p, 14) ^ p >>> 3) | 0; + y[b2 + 92 >> 2] = o2; + p = (g + p | 0) + (ue(l, 15) ^ ue(l, 13) ^ l >>> 10) | 0; + g = y[b2 + 36 >> 2]; + g = p + (ue(g, 25) ^ ue(g, 14) ^ g >>> 3) | 0; + y[b2 + 96 >> 2] = g; + f = (f + ((ue(q, 25) ^ ue(q, 14) ^ q >>> 3) + C2 | 0) | 0) + (ue(o2, 15) ^ ue(o2, 13) ^ o2 >>> 10) | 0; + y[b2 + 100 >> 2] = f; + j = (y[v2 >> 2] + (k + (ue(j, 25) ^ ue(j, 14) ^ j >>> 3) | 0) | 0) + (ue(g, 15) ^ ue(g, 13) ^ g >>> 10) | 0; + y[b2 + 104 >> 2] = j; + f = (y[w2 >> 2] + (n2 + (ue(t2, 25) ^ ue(t2, 14) ^ t2 >>> 3) | 0) | 0) + (ue(f, 15) ^ ue(f, 13) ^ f >>> 10) | 0; + y[b2 + 108 >> 2] = f; + j = (y[x2 >> 2] + (i3 + (ue(m2, 25) ^ ue(m2, 14) ^ m2 >>> 3) | 0) | 0) + (ue(j, 15) ^ ue(j, 13) ^ j >>> 10) | 0; + y[b2 + 112 >> 2] = j; + f = (y[A2 >> 2] + (l + (ue(u, 25) ^ ue(u, 14) ^ u >>> 3) | 0) | 0) + (ue(f, 15) ^ ue(f, 13) ^ f >>> 10) | 0; + y[b2 + 116 >> 2] = f; + D2 = b2, E2 = (o2 + (r + (ue(h, 25) ^ ue(h, 14) ^ h >>> 3) | 0) | 0) + (ue(j, 15) ^ ue(j, 13) ^ j >>> 10) | 0, y[D2 + 120 >> 2] = E2; + D2 = b2, E2 = (y[B2 >> 2] + (g + (ue(e, 25) ^ ue(e, 14) ^ e >>> 3) | 0) | 0) + (ue(f, 15) ^ ue(f, 13) ^ f >>> 10) | 0, y[D2 + 124 >> 2] = E2; + continue; + } + break; + } + y[a2 >> 2] = h + y[a2 >> 2]; + y[a2 + 4 >> 2] = y[a2 + 4 >> 2] + y[d + 4 >> 2]; + y[a2 + 8 >> 2] = y[a2 + 8 >> 2] + y[d + 8 >> 2]; + y[a2 + 12 >> 2] = y[a2 + 12 >> 2] + y[d + 12 >> 2]; + y[a2 + 16 >> 2] = y[a2 + 16 >> 2] + y[d + 16 >> 2]; + y[a2 + 20 >> 2] = y[a2 + 20 >> 2] + y[d + 20 >> 2]; + y[a2 + 24 >> 2] = y[a2 + 24 >> 2] + y[d + 24 >> 2]; + y[a2 + 28 >> 2] = y[a2 + 28 >> 2] + y[d + 28 >> 2]; + } + function Mb(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0; + c2 = T - 544 | 0; + T = c2; + g = z[a2 + 60 | 0] | z[a2 + 61 | 0] << 8 | (z[a2 + 62 | 0] << 16 | z[a2 + 63 | 0] << 24); + h = z[a2 + 56 | 0] | z[a2 + 57 | 0] << 8 | (z[a2 + 58 | 0] << 16 | z[a2 + 59 | 0] << 24); + i3 = z[a2 + 52 | 0] | z[a2 + 53 | 0] << 8 | (z[a2 + 54 | 0] << 16 | z[a2 + 55 | 0] << 24); + j = z[a2 + 48 | 0] | z[a2 + 49 | 0] << 8 | (z[a2 + 50 | 0] << 16 | z[a2 + 51 | 0] << 24); + k = z[a2 + 32 | 0] | z[a2 + 33 | 0] << 8 | (z[a2 + 34 | 0] << 16 | z[a2 + 35 | 0] << 24); + l = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); + m2 = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); + n2 = z[a2 + 44 | 0] | z[a2 + 45 | 0] << 8 | (z[a2 + 46 | 0] << 16 | z[a2 + 47 | 0] << 24); + d = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); + o2 = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); + p = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); + q = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); + r = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); + s2 = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); + t2 = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); + u = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); + a2 = y[b2 + 124 >> 2]; + y[c2 + 536 >> 2] = y[b2 + 120 >> 2]; + y[c2 + 540 >> 2] = a2; + a2 = y[b2 + 116 >> 2]; + y[c2 + 528 >> 2] = y[b2 + 112 >> 2]; + y[c2 + 532 >> 2] = a2; + a2 = y[b2 + 100 >> 2]; + y[c2 + 496 >> 2] = y[b2 + 96 >> 2]; + y[c2 + 500 >> 2] = a2; + a2 = y[b2 + 108 >> 2]; + y[c2 + 504 >> 2] = y[b2 + 104 >> 2]; + y[c2 + 508 >> 2] = a2; + a2 = y[b2 + 116 >> 2]; + y[c2 + 480 >> 2] = y[b2 + 112 >> 2]; + y[c2 + 484 >> 2] = a2; + a2 = y[b2 + 124 >> 2]; + y[c2 + 488 >> 2] = y[b2 + 120 >> 2]; + y[c2 + 492 >> 2] = a2; + a2 = c2 + 512 | 0; + fa(a2, c2 + 496 | 0, c2 + 480 | 0); + f = y[c2 + 524 >> 2]; + y[b2 + 120 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 124 >> 2] = f; + f = y[c2 + 516 >> 2]; + y[b2 + 112 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 116 >> 2] = f; + f = y[b2 + 84 >> 2]; + y[c2 + 464 >> 2] = y[b2 + 80 >> 2]; + y[c2 + 468 >> 2] = f; + f = y[b2 + 92 >> 2]; + y[c2 + 472 >> 2] = y[b2 + 88 >> 2]; + y[c2 + 476 >> 2] = f; + f = y[b2 + 100 >> 2]; + y[c2 + 448 >> 2] = y[b2 + 96 >> 2]; + y[c2 + 452 >> 2] = f; + f = y[b2 + 108 >> 2]; + y[c2 + 456 >> 2] = y[b2 + 104 >> 2]; + y[c2 + 460 >> 2] = f; + fa(a2, c2 + 464 | 0, c2 + 448 | 0); + f = y[c2 + 524 >> 2]; + y[b2 + 104 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 108 >> 2] = f; + f = y[c2 + 516 >> 2]; + y[b2 + 96 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 100 >> 2] = f; + f = b2 - -64 | 0; + e = y[f + 4 >> 2]; + y[c2 + 432 >> 2] = y[f >> 2]; + y[c2 + 436 >> 2] = e; + e = y[b2 + 76 >> 2]; + y[c2 + 440 >> 2] = y[b2 + 72 >> 2]; + y[c2 + 444 >> 2] = e; + e = y[b2 + 84 >> 2]; + y[c2 + 416 >> 2] = y[b2 + 80 >> 2]; + y[c2 + 420 >> 2] = e; + e = y[b2 + 92 >> 2]; + y[c2 + 424 >> 2] = y[b2 + 88 >> 2]; + y[c2 + 428 >> 2] = e; + fa(a2, c2 + 432 | 0, c2 + 416 | 0); + e = y[c2 + 524 >> 2]; + y[b2 + 88 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 92 >> 2] = e; + e = y[c2 + 516 >> 2]; + y[b2 + 80 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 84 >> 2] = e; + e = y[b2 + 52 >> 2]; + y[c2 + 400 >> 2] = y[b2 + 48 >> 2]; + y[c2 + 404 >> 2] = e; + e = y[b2 + 60 >> 2]; + y[c2 + 408 >> 2] = y[b2 + 56 >> 2]; + y[c2 + 412 >> 2] = e; + e = y[f + 4 >> 2]; + y[c2 + 384 >> 2] = y[f >> 2]; + y[c2 + 388 >> 2] = e; + e = y[b2 + 76 >> 2]; + y[c2 + 392 >> 2] = y[b2 + 72 >> 2]; + y[c2 + 396 >> 2] = e; + fa(a2, c2 + 400 | 0, c2 + 384 | 0); + e = y[c2 + 524 >> 2]; + y[b2 + 72 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 76 >> 2] = e; + e = y[c2 + 516 >> 2]; + y[f >> 2] = y[c2 + 512 >> 2]; + y[f + 4 >> 2] = e; + e = y[b2 + 36 >> 2]; + y[c2 + 368 >> 2] = y[b2 + 32 >> 2]; + y[c2 + 372 >> 2] = e; + e = y[b2 + 44 >> 2]; + y[c2 + 376 >> 2] = y[b2 + 40 >> 2]; + y[c2 + 380 >> 2] = e; + e = y[b2 + 52 >> 2]; + y[c2 + 352 >> 2] = y[b2 + 48 >> 2]; + y[c2 + 356 >> 2] = e; + e = y[b2 + 60 >> 2]; + y[c2 + 360 >> 2] = y[b2 + 56 >> 2]; + y[c2 + 364 >> 2] = e; + fa(a2, c2 + 368 | 0, c2 + 352 | 0); + e = y[c2 + 524 >> 2]; + y[b2 + 56 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 60 >> 2] = e; + e = y[c2 + 516 >> 2]; + y[b2 + 48 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 52 >> 2] = e; + e = y[b2 + 20 >> 2]; + y[c2 + 336 >> 2] = y[b2 + 16 >> 2]; + y[c2 + 340 >> 2] = e; + e = y[b2 + 28 >> 2]; + y[c2 + 344 >> 2] = y[b2 + 24 >> 2]; + y[c2 + 348 >> 2] = e; + e = y[b2 + 36 >> 2]; + y[c2 + 320 >> 2] = y[b2 + 32 >> 2]; + y[c2 + 324 >> 2] = e; + e = y[b2 + 44 >> 2]; + y[c2 + 328 >> 2] = y[b2 + 40 >> 2]; + y[c2 + 332 >> 2] = e; + fa(a2, c2 + 336 | 0, c2 + 320 | 0); + e = y[c2 + 524 >> 2]; + y[b2 + 40 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 44 >> 2] = e; + e = y[c2 + 516 >> 2]; + y[b2 + 32 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 36 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[c2 + 304 >> 2] = y[b2 >> 2]; + y[c2 + 308 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[c2 + 312 >> 2] = y[b2 + 8 >> 2]; + y[c2 + 316 >> 2] = e; + e = y[b2 + 20 >> 2]; + y[c2 + 288 >> 2] = y[b2 + 16 >> 2]; + y[c2 + 292 >> 2] = e; + e = y[b2 + 28 >> 2]; + y[c2 + 296 >> 2] = y[b2 + 24 >> 2]; + y[c2 + 300 >> 2] = e; + fa(a2, c2 + 304 | 0, c2 + 288 | 0); + e = y[c2 + 524 >> 2]; + y[b2 + 24 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 28 >> 2] = e; + e = y[c2 + 516 >> 2]; + y[b2 + 16 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 20 >> 2] = e; + e = y[c2 + 532 >> 2]; + y[c2 + 272 >> 2] = y[c2 + 528 >> 2]; + y[c2 + 276 >> 2] = e; + e = y[c2 + 540 >> 2]; + y[c2 + 280 >> 2] = y[c2 + 536 >> 2]; + y[c2 + 284 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[c2 + 256 >> 2] = y[b2 >> 2]; + y[c2 + 260 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[c2 + 264 >> 2] = y[b2 + 8 >> 2]; + y[c2 + 268 >> 2] = e; + fa(a2, c2 + 272 | 0, c2 + 256 | 0); + e = y[c2 + 524 >> 2]; + y[b2 + 8 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 12 >> 2] = e; + e = y[c2 + 516 >> 2]; + y[b2 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 4 >> 2] = e; + y[b2 + 12 >> 2] = y[b2 + 12 >> 2] ^ t2; + y[b2 + 8 >> 2] = y[b2 + 8 >> 2] ^ s2; + y[b2 + 4 >> 2] = y[b2 + 4 >> 2] ^ r; + y[b2 >> 2] = y[b2 >> 2] ^ u; + y[f >> 2] = y[f >> 2] ^ q; + y[b2 + 68 >> 2] = y[b2 + 68 >> 2] ^ p; + y[b2 + 72 >> 2] = y[b2 + 72 >> 2] ^ o2; + y[b2 + 76 >> 2] = y[b2 + 76 >> 2] ^ d; + d = y[b2 + 124 >> 2]; + y[c2 + 536 >> 2] = y[b2 + 120 >> 2]; + y[c2 + 540 >> 2] = d; + d = y[b2 + 116 >> 2]; + y[c2 + 528 >> 2] = y[b2 + 112 >> 2]; + y[c2 + 532 >> 2] = d; + d = y[b2 + 100 >> 2]; + y[c2 + 240 >> 2] = y[b2 + 96 >> 2]; + y[c2 + 244 >> 2] = d; + d = y[b2 + 108 >> 2]; + y[c2 + 248 >> 2] = y[b2 + 104 >> 2]; + y[c2 + 252 >> 2] = d; + d = y[b2 + 116 >> 2]; + y[c2 + 224 >> 2] = y[b2 + 112 >> 2]; + y[c2 + 228 >> 2] = d; + d = y[b2 + 124 >> 2]; + y[c2 + 232 >> 2] = y[b2 + 120 >> 2]; + y[c2 + 236 >> 2] = d; + fa(a2, c2 + 240 | 0, c2 + 224 | 0); + d = y[c2 + 524 >> 2]; + y[b2 + 120 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 124 >> 2] = d; + d = y[c2 + 516 >> 2]; + y[b2 + 112 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 116 >> 2] = d; + d = y[b2 + 84 >> 2]; + y[c2 + 208 >> 2] = y[b2 + 80 >> 2]; + y[c2 + 212 >> 2] = d; + d = y[b2 + 92 >> 2]; + y[c2 + 216 >> 2] = y[b2 + 88 >> 2]; + y[c2 + 220 >> 2] = d; + d = y[b2 + 100 >> 2]; + y[c2 + 192 >> 2] = y[b2 + 96 >> 2]; + y[c2 + 196 >> 2] = d; + d = y[b2 + 108 >> 2]; + y[c2 + 200 >> 2] = y[b2 + 104 >> 2]; + y[c2 + 204 >> 2] = d; + fa(a2, c2 + 208 | 0, c2 + 192 | 0); + d = y[c2 + 524 >> 2]; + y[b2 + 104 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 108 >> 2] = d; + d = y[c2 + 516 >> 2]; + y[b2 + 96 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 100 >> 2] = d; + d = y[f + 4 >> 2]; + y[c2 + 176 >> 2] = y[f >> 2]; + y[c2 + 180 >> 2] = d; + d = y[b2 + 76 >> 2]; + y[c2 + 184 >> 2] = y[b2 + 72 >> 2]; + y[c2 + 188 >> 2] = d; + d = y[b2 + 84 >> 2]; + y[c2 + 160 >> 2] = y[b2 + 80 >> 2]; + y[c2 + 164 >> 2] = d; + d = y[b2 + 92 >> 2]; + y[c2 + 168 >> 2] = y[b2 + 88 >> 2]; + y[c2 + 172 >> 2] = d; + fa(a2, c2 + 176 | 0, c2 + 160 | 0); + d = y[c2 + 524 >> 2]; + y[b2 + 88 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 92 >> 2] = d; + d = y[c2 + 516 >> 2]; + y[b2 + 80 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 84 >> 2] = d; + d = y[b2 + 52 >> 2]; + y[c2 + 144 >> 2] = y[b2 + 48 >> 2]; + y[c2 + 148 >> 2] = d; + d = y[b2 + 60 >> 2]; + y[c2 + 152 >> 2] = y[b2 + 56 >> 2]; + y[c2 + 156 >> 2] = d; + d = y[f + 4 >> 2]; + y[c2 + 128 >> 2] = y[f >> 2]; + y[c2 + 132 >> 2] = d; + d = y[b2 + 76 >> 2]; + y[c2 + 136 >> 2] = y[b2 + 72 >> 2]; + y[c2 + 140 >> 2] = d; + fa(a2, c2 + 144 | 0, c2 + 128 | 0); + d = y[c2 + 524 >> 2]; + y[b2 + 72 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 76 >> 2] = d; + d = y[c2 + 516 >> 2]; + y[f >> 2] = y[c2 + 512 >> 2]; + y[f + 4 >> 2] = d; + d = y[b2 + 36 >> 2]; + y[c2 + 112 >> 2] = y[b2 + 32 >> 2]; + y[c2 + 116 >> 2] = d; + d = y[b2 + 44 >> 2]; + y[c2 + 120 >> 2] = y[b2 + 40 >> 2]; + y[c2 + 124 >> 2] = d; + d = y[b2 + 52 >> 2]; + y[c2 + 96 >> 2] = y[b2 + 48 >> 2]; + y[c2 + 100 >> 2] = d; + d = y[b2 + 60 >> 2]; + y[c2 + 104 >> 2] = y[b2 + 56 >> 2]; + y[c2 + 108 >> 2] = d; + fa(a2, c2 + 112 | 0, c2 + 96 | 0); + d = y[c2 + 524 >> 2]; + y[b2 + 56 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 60 >> 2] = d; + d = y[c2 + 516 >> 2]; + y[b2 + 48 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 52 >> 2] = d; + d = y[b2 + 20 >> 2]; + y[c2 + 80 >> 2] = y[b2 + 16 >> 2]; + y[c2 + 84 >> 2] = d; + d = y[b2 + 28 >> 2]; + y[c2 + 88 >> 2] = y[b2 + 24 >> 2]; + y[c2 + 92 >> 2] = d; + d = y[b2 + 36 >> 2]; + y[c2 + 64 >> 2] = y[b2 + 32 >> 2]; + y[c2 + 68 >> 2] = d; + d = y[b2 + 44 >> 2]; + y[c2 + 72 >> 2] = y[b2 + 40 >> 2]; + y[c2 + 76 >> 2] = d; + fa(a2, c2 + 80 | 0, c2 - -64 | 0); + d = y[c2 + 524 >> 2]; + y[b2 + 40 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 44 >> 2] = d; + d = y[c2 + 516 >> 2]; + y[b2 + 32 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 36 >> 2] = d; + d = y[b2 + 4 >> 2]; + y[c2 + 48 >> 2] = y[b2 >> 2]; + y[c2 + 52 >> 2] = d; + d = y[b2 + 12 >> 2]; + y[c2 + 56 >> 2] = y[b2 + 8 >> 2]; + y[c2 + 60 >> 2] = d; + d = y[b2 + 20 >> 2]; + y[c2 + 32 >> 2] = y[b2 + 16 >> 2]; + y[c2 + 36 >> 2] = d; + d = y[b2 + 28 >> 2]; + y[c2 + 40 >> 2] = y[b2 + 24 >> 2]; + y[c2 + 44 >> 2] = d; + fa(a2, c2 + 48 | 0, c2 + 32 | 0); + d = y[c2 + 524 >> 2]; + y[b2 + 24 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 28 >> 2] = d; + d = y[c2 + 516 >> 2]; + y[b2 + 16 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 20 >> 2] = d; + d = y[c2 + 532 >> 2]; + y[c2 + 16 >> 2] = y[c2 + 528 >> 2]; + y[c2 + 20 >> 2] = d; + d = y[c2 + 540 >> 2]; + y[c2 + 24 >> 2] = y[c2 + 536 >> 2]; + y[c2 + 28 >> 2] = d; + d = y[b2 + 4 >> 2]; + y[c2 >> 2] = y[b2 >> 2]; + y[c2 + 4 >> 2] = d; + d = y[b2 + 12 >> 2]; + y[c2 + 8 >> 2] = y[b2 + 8 >> 2]; + y[c2 + 12 >> 2] = d; + fa(a2, c2 + 16 | 0, c2); + a2 = y[c2 + 524 >> 2]; + y[b2 + 8 >> 2] = y[c2 + 520 >> 2]; + y[b2 + 12 >> 2] = a2; + a2 = y[c2 + 516 >> 2]; + y[b2 >> 2] = y[c2 + 512 >> 2]; + y[b2 + 4 >> 2] = a2; + y[b2 + 12 >> 2] = y[b2 + 12 >> 2] ^ n2; + y[b2 + 8 >> 2] = y[b2 + 8 >> 2] ^ m2; + y[b2 + 4 >> 2] = y[b2 + 4 >> 2] ^ l; + y[b2 >> 2] = y[b2 >> 2] ^ k; + y[f >> 2] = y[f >> 2] ^ j; + y[b2 + 68 >> 2] = y[b2 + 68 >> 2] ^ i3; + y[b2 + 72 >> 2] = y[b2 + 72 >> 2] ^ h; + y[b2 + 76 >> 2] = y[b2 + 76 >> 2] ^ g; + T = c2 + 544 | 0; + } + function wc(a2, b2, c2, d, e, f, g, h, i3) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + var j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0; + j = T - 528 | 0; + T = j; + Gb(i3, h, j + 400 | 0); + i3 = 0; + if (g >>> 0 > 31) { + h = 32; + while (1) { + Eb(f + i3 | 0, j + 400 | 0); + i3 = h; + h = h + 32 | 0; + if (h >>> 0 <= g >>> 0) { + continue; + } + break; + } + } + h = i3 | 16; + if (h >>> 0 <= g >>> 0) { + while (1) { + i3 = f + i3 | 0; + l = z[i3 | 0] | z[i3 + 1 | 0] << 8 | (z[i3 + 2 | 0] << 16 | z[i3 + 3 | 0] << 24); + m2 = z[i3 + 4 | 0] | z[i3 + 5 | 0] << 8 | (z[i3 + 6 | 0] << 16 | z[i3 + 7 | 0] << 24); + n2 = z[i3 + 8 | 0] | z[i3 + 9 | 0] << 8 | (z[i3 + 10 | 0] << 16 | z[i3 + 11 | 0] << 24); + p = z[i3 + 12 | 0] | z[i3 + 13 | 0] << 8 | (z[i3 + 14 | 0] << 16 | z[i3 + 15 | 0] << 24); + i3 = y[j + 492 >> 2]; + y[j + 520 >> 2] = y[j + 488 >> 2]; + y[j + 524 >> 2] = i3; + i3 = y[j + 484 >> 2]; + y[j + 512 >> 2] = y[j + 480 >> 2]; + y[j + 516 >> 2] = i3; + i3 = y[j + 468 >> 2]; + y[j + 368 >> 2] = y[j + 464 >> 2]; + y[j + 372 >> 2] = i3; + i3 = y[j + 476 >> 2]; + y[j + 376 >> 2] = y[j + 472 >> 2]; + y[j + 380 >> 2] = i3; + i3 = y[j + 484 >> 2]; + y[j + 352 >> 2] = y[j + 480 >> 2]; + y[j + 356 >> 2] = i3; + i3 = y[j + 492 >> 2]; + y[j + 360 >> 2] = y[j + 488 >> 2]; + y[j + 364 >> 2] = i3; + i3 = j + 496 | 0; + fa(i3, j + 368 | 0, j + 352 | 0); + k = y[j + 508 >> 2]; + y[j + 488 >> 2] = y[j + 504 >> 2]; + y[j + 492 >> 2] = k; + k = y[j + 500 >> 2]; + y[j + 480 >> 2] = y[j + 496 >> 2]; + y[j + 484 >> 2] = k; + k = y[j + 452 >> 2]; + y[j + 336 >> 2] = y[j + 448 >> 2]; + y[j + 340 >> 2] = k; + k = y[j + 460 >> 2]; + y[j + 344 >> 2] = y[j + 456 >> 2]; + y[j + 348 >> 2] = k; + k = y[j + 468 >> 2]; + y[j + 320 >> 2] = y[j + 464 >> 2]; + y[j + 324 >> 2] = k; + k = y[j + 476 >> 2]; + y[j + 328 >> 2] = y[j + 472 >> 2]; + y[j + 332 >> 2] = k; + fa(i3, j + 336 | 0, j + 320 | 0); + k = y[j + 508 >> 2]; + y[j + 472 >> 2] = y[j + 504 >> 2]; + y[j + 476 >> 2] = k; + k = y[j + 500 >> 2]; + y[j + 464 >> 2] = y[j + 496 >> 2]; + y[j + 468 >> 2] = k; + k = y[j + 436 >> 2]; + y[j + 304 >> 2] = y[j + 432 >> 2]; + y[j + 308 >> 2] = k; + k = y[j + 444 >> 2]; + y[j + 312 >> 2] = y[j + 440 >> 2]; + y[j + 316 >> 2] = k; + k = y[j + 452 >> 2]; + y[j + 288 >> 2] = y[j + 448 >> 2]; + y[j + 292 >> 2] = k; + k = y[j + 460 >> 2]; + y[j + 296 >> 2] = y[j + 456 >> 2]; + y[j + 300 >> 2] = k; + fa(i3, j + 304 | 0, j + 288 | 0); + k = y[j + 508 >> 2]; + y[j + 456 >> 2] = y[j + 504 >> 2]; + y[j + 460 >> 2] = k; + k = y[j + 500 >> 2]; + y[j + 448 >> 2] = y[j + 496 >> 2]; + y[j + 452 >> 2] = k; + k = y[j + 420 >> 2]; + y[j + 272 >> 2] = y[j + 416 >> 2]; + y[j + 276 >> 2] = k; + k = y[j + 428 >> 2]; + y[j + 280 >> 2] = y[j + 424 >> 2]; + y[j + 284 >> 2] = k; + k = y[j + 436 >> 2]; + y[j + 256 >> 2] = y[j + 432 >> 2]; + y[j + 260 >> 2] = k; + k = y[j + 444 >> 2]; + y[j + 264 >> 2] = y[j + 440 >> 2]; + y[j + 268 >> 2] = k; + fa(i3, j + 272 | 0, j + 256 | 0); + k = y[j + 508 >> 2]; + y[j + 440 >> 2] = y[j + 504 >> 2]; + y[j + 444 >> 2] = k; + k = y[j + 500 >> 2]; + y[j + 432 >> 2] = y[j + 496 >> 2]; + y[j + 436 >> 2] = k; + k = y[j + 404 >> 2]; + y[j + 240 >> 2] = y[j + 400 >> 2]; + y[j + 244 >> 2] = k; + k = y[j + 412 >> 2]; + y[j + 248 >> 2] = y[j + 408 >> 2]; + y[j + 252 >> 2] = k; + k = y[j + 420 >> 2]; + y[j + 224 >> 2] = y[j + 416 >> 2]; + y[j + 228 >> 2] = k; + k = y[j + 428 >> 2]; + y[j + 232 >> 2] = y[j + 424 >> 2]; + y[j + 236 >> 2] = k; + fa(i3, j + 240 | 0, j + 224 | 0); + k = y[j + 508 >> 2]; + y[j + 424 >> 2] = y[j + 504 >> 2]; + y[j + 428 >> 2] = k; + k = y[j + 500 >> 2]; + y[j + 416 >> 2] = y[j + 496 >> 2]; + y[j + 420 >> 2] = k; + k = y[j + 516 >> 2]; + y[j + 208 >> 2] = y[j + 512 >> 2]; + y[j + 212 >> 2] = k; + k = y[j + 524 >> 2]; + y[j + 216 >> 2] = y[j + 520 >> 2]; + y[j + 220 >> 2] = k; + k = y[j + 404 >> 2]; + y[j + 192 >> 2] = y[j + 400 >> 2]; + y[j + 196 >> 2] = k; + k = y[j + 412 >> 2]; + y[j + 200 >> 2] = y[j + 408 >> 2]; + y[j + 204 >> 2] = k; + fa(i3, j + 208 | 0, j + 192 | 0); + y[j + 412 >> 2] = p ^ y[j + 508 >> 2]; + y[j + 408 >> 2] = y[j + 504 >> 2] ^ n2; + y[j + 404 >> 2] = y[j + 500 >> 2] ^ m2; + y[j + 400 >> 2] = l ^ y[j + 496 >> 2]; + i3 = h; + h = h + 16 | 0; + if (h >>> 0 <= g >>> 0) { + continue; + } + break; + } + } + h = g & 15; + if (h) { + l = 16 - h | 0; + if (l) { + o(h | j + 384, 0, l); + } + if (h) { + t(j + 384 | 0, f + i3 | 0, h); + } + m2 = y[j + 384 >> 2]; + n2 = y[j + 388 >> 2]; + p = y[j + 392 >> 2]; + k = y[j + 396 >> 2]; + i3 = y[j + 492 >> 2]; + f = y[j + 488 >> 2]; + y[j + 520 >> 2] = f; + y[j + 524 >> 2] = i3; + l = y[j + 484 >> 2]; + h = y[j + 480 >> 2]; + y[j + 512 >> 2] = h; + y[j + 516 >> 2] = l; + q = y[j + 468 >> 2]; + y[j + 176 >> 2] = y[j + 464 >> 2]; + y[j + 180 >> 2] = q; + q = y[j + 476 >> 2]; + y[j + 184 >> 2] = y[j + 472 >> 2]; + y[j + 188 >> 2] = q; + y[j + 160 >> 2] = h; + y[j + 164 >> 2] = l; + y[j + 168 >> 2] = f; + y[j + 172 >> 2] = i3; + f = j + 496 | 0; + fa(f, j + 176 | 0, j + 160 | 0); + h = y[j + 508 >> 2]; + y[j + 488 >> 2] = y[j + 504 >> 2]; + y[j + 492 >> 2] = h; + h = y[j + 500 >> 2]; + y[j + 480 >> 2] = y[j + 496 >> 2]; + y[j + 484 >> 2] = h; + h = y[j + 452 >> 2]; + y[j + 144 >> 2] = y[j + 448 >> 2]; + y[j + 148 >> 2] = h; + h = y[j + 460 >> 2]; + y[j + 152 >> 2] = y[j + 456 >> 2]; + y[j + 156 >> 2] = h; + h = y[j + 468 >> 2]; + y[j + 128 >> 2] = y[j + 464 >> 2]; + y[j + 132 >> 2] = h; + h = y[j + 476 >> 2]; + y[j + 136 >> 2] = y[j + 472 >> 2]; + y[j + 140 >> 2] = h; + fa(f, j + 144 | 0, j + 128 | 0); + h = y[j + 508 >> 2]; + y[j + 472 >> 2] = y[j + 504 >> 2]; + y[j + 476 >> 2] = h; + h = y[j + 500 >> 2]; + y[j + 464 >> 2] = y[j + 496 >> 2]; + y[j + 468 >> 2] = h; + h = y[j + 436 >> 2]; + y[j + 112 >> 2] = y[j + 432 >> 2]; + y[j + 116 >> 2] = h; + h = y[j + 444 >> 2]; + y[j + 120 >> 2] = y[j + 440 >> 2]; + y[j + 124 >> 2] = h; + h = y[j + 452 >> 2]; + y[j + 96 >> 2] = y[j + 448 >> 2]; + y[j + 100 >> 2] = h; + h = y[j + 460 >> 2]; + y[j + 104 >> 2] = y[j + 456 >> 2]; + y[j + 108 >> 2] = h; + fa(f, j + 112 | 0, j + 96 | 0); + h = y[j + 508 >> 2]; + y[j + 456 >> 2] = y[j + 504 >> 2]; + y[j + 460 >> 2] = h; + h = y[j + 500 >> 2]; + y[j + 448 >> 2] = y[j + 496 >> 2]; + y[j + 452 >> 2] = h; + h = y[j + 420 >> 2]; + y[j + 80 >> 2] = y[j + 416 >> 2]; + y[j + 84 >> 2] = h; + h = y[j + 428 >> 2]; + y[j + 88 >> 2] = y[j + 424 >> 2]; + y[j + 92 >> 2] = h; + h = y[j + 436 >> 2]; + y[j + 64 >> 2] = y[j + 432 >> 2]; + y[j + 68 >> 2] = h; + h = y[j + 444 >> 2]; + y[j + 72 >> 2] = y[j + 440 >> 2]; + y[j + 76 >> 2] = h; + fa(f, j + 80 | 0, j - -64 | 0); + h = y[j + 508 >> 2]; + y[j + 440 >> 2] = y[j + 504 >> 2]; + y[j + 444 >> 2] = h; + h = y[j + 500 >> 2]; + y[j + 432 >> 2] = y[j + 496 >> 2]; + y[j + 436 >> 2] = h; + h = y[j + 404 >> 2]; + y[j + 48 >> 2] = y[j + 400 >> 2]; + y[j + 52 >> 2] = h; + h = y[j + 412 >> 2]; + y[j + 56 >> 2] = y[j + 408 >> 2]; + y[j + 60 >> 2] = h; + h = y[j + 420 >> 2]; + y[j + 32 >> 2] = y[j + 416 >> 2]; + y[j + 36 >> 2] = h; + h = y[j + 428 >> 2]; + y[j + 40 >> 2] = y[j + 424 >> 2]; + y[j + 44 >> 2] = h; + fa(f, j + 48 | 0, j + 32 | 0); + h = y[j + 508 >> 2]; + y[j + 424 >> 2] = y[j + 504 >> 2]; + y[j + 428 >> 2] = h; + h = y[j + 500 >> 2]; + y[j + 416 >> 2] = y[j + 496 >> 2]; + y[j + 420 >> 2] = h; + h = y[j + 516 >> 2]; + y[j + 16 >> 2] = y[j + 512 >> 2]; + y[j + 20 >> 2] = h; + h = y[j + 524 >> 2]; + y[j + 24 >> 2] = y[j + 520 >> 2]; + y[j + 28 >> 2] = h; + h = y[j + 404 >> 2]; + y[j >> 2] = y[j + 400 >> 2]; + y[j + 4 >> 2] = h; + h = y[j + 412 >> 2]; + y[j + 8 >> 2] = y[j + 408 >> 2]; + y[j + 12 >> 2] = h; + fa(f, j + 16 | 0, j); + y[j + 412 >> 2] = k ^ y[j + 508 >> 2]; + y[j + 408 >> 2] = p ^ y[j + 504 >> 2]; + y[j + 404 >> 2] = n2 ^ y[j + 500 >> 2]; + y[j + 400 >> 2] = m2 ^ y[j + 496 >> 2]; + } + i3 = 16; + h = 0; + if (e >>> 0 >= 16) { + while (1) { + Db(a2 + h | 0, d + h | 0, j + 400 | 0); + h = i3; + i3 = h + 16 | 0; + if (i3 >>> 0 <= e >>> 0) { + continue; + } + break; + } + } + f = e & 15; + a: { + if (!f) { + break a; + } + i3 = 16 - f | 0; + if (i3) { + o(f | j + 384, 0, i3); + } + i3 = !f; + if (!i3) { + t(j + 384 | 0, d + h | 0, f); + } + d = j + 512 | 0; + Db(d, j + 384 | 0, j + 400 | 0); + if (i3) { + break a; + } + t(a2 + h | 0, d, f); + } + Cb(b2, c2, g, e, j + 400 | 0); + T = j + 528 | 0; + return 0; + } + function da(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, T2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0, ea2 = 0; + M2 = y[b2 + 12 >> 2]; + q = M2 << 1; + u = q >> 31; + S2 = M2 >> 31; + c2 = te(q, u, M2, S2); + e = U; + g = y[b2 + 16 >> 2]; + v2 = g >> 31; + f = y[b2 + 8 >> 2]; + x2 = f << 1; + D2 = x2 >> 31; + k = te(g, v2, x2, D2); + d = k + c2 | 0; + c2 = U + e | 0; + c2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; + z2 = y[b2 + 20 >> 2]; + o2 = z2 << 1; + F2 = o2 >> 31; + h = y[b2 + 4 >> 2]; + k = h << 1; + r = k >> 31; + l = te(o2, F2, k, r); + e = l + d | 0; + d = U + c2 | 0; + d = e >>> 0 < l >>> 0 ? d + 1 | 0 : d; + p = y[b2 + 24 >> 2]; + A2 = p >> 31; + G2 = y[b2 >> 2]; + l = G2 << 1; + s2 = l >> 31; + i3 = te(p, A2, l, s2); + e = i3 + e | 0; + c2 = U + d | 0; + c2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + d = e; + H2 = y[b2 + 32 >> 2]; + m2 = E(H2, 19); + B2 = m2 >> 31; + P2 = H2 >> 31; + e = te(m2, B2, H2, P2); + d = d + e | 0; + c2 = U + c2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + _ = y[b2 + 36 >> 2]; + i3 = E(_, 38); + t2 = i3 >> 31; + I2 = y[b2 + 28 >> 2]; + Q2 = I2 << 1; + T2 = Q2 >> 31; + e = te(i3, t2, Q2, T2); + d = e + d | 0; + b2 = U + c2 | 0; + C2 = d; + e = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + b2 = te(k, r, g, v2); + c2 = U; + d = te(x2, D2, M2, S2); + b2 = d + b2 | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + R2 = z2 >> 31; + j = te(z2, R2, l, s2); + b2 = j + b2 | 0; + d = U + c2 | 0; + d = b2 >>> 0 < j >>> 0 ? d + 1 | 0 : d; + j = te(m2, B2, Q2, T2); + b2 = j + b2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + d = te(i3, t2, p, A2); + b2 = d + b2 | 0; + c2 = U + c2 | 0; + V2 = b2; + n2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + c2 = te(k, r, q, u); + d = U; + b2 = f; + w2 = b2 >> 31; + W2 = b2; + f = te(b2, w2, b2, w2); + c2 = f + c2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + f = te(l, s2, g, v2); + d = f + c2 | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + j = E(I2, 38); + N2 = j >> 31; + X = I2 >> 31; + f = te(j, N2, I2, X); + b2 = f + d | 0; + d = U + c2 | 0; + d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + c2 = b2; + b2 = p << 1; + f = te(m2, B2, b2, b2 >> 31); + b2 = c2 + f | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + d = b2; + b2 = te(i3, t2, o2, F2); + d = d + b2 | 0; + c2 = U + c2 | 0; + $2 = d; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + aa = c2; + b2 = c2; + d = d + 33554432 | 0; + b2 = d >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + ba2 = d; + ca2 = b2; + c2 = b2 >> 26; + d = (b2 & 67108863) << 6 | d >>> 26; + b2 = d + V2 | 0; + c2 = c2 + n2 | 0; + V2 = b2; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + b2 = b2 + 16777216 | 0; + d = b2 >>> 0 < 16777216 ? c2 + 1 | 0 : c2; + da2 = b2; + c2 = d >> 25; + b2 = (d & 33554431) << 7 | b2 >>> 25; + d = b2 + C2 | 0; + c2 = c2 + e | 0; + b2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + c2 = d + 33554432 | 0; + b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + C2 = c2; + f = b2; + y[a2 + 24 >> 2] = d - (c2 & -67108864); + b2 = te(l, s2, W2, w2); + c2 = U; + J2 = h >> 31; + e = te(k, r, h, J2); + b2 = e + b2 | 0; + d = U + c2 | 0; + d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = E(p, 19); + O2 = e >> 31; + n2 = te(e, O2, p, A2); + b2 = n2 + b2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; + n2 = te(o2, F2, j, N2); + d = n2 + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < n2 >>> 0 ? b2 + 1 | 0 : b2; + n2 = g << 1; + Y = n2 >> 31; + K2 = te(m2, B2, n2, Y); + d = K2 + d | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 < K2 >>> 0 ? c2 + 1 | 0 : c2; + b2 = d; + d = te(i3, t2, q, u); + b2 = b2 + d | 0; + c2 = U + c2 | 0; + L2 = b2; + K2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + b2 = te(o2, F2, e, O2); + c2 = U; + h = te(l, s2, h, J2); + b2 = h + b2 | 0; + d = U + c2 | 0; + d = b2 >>> 0 < h >>> 0 ? d + 1 | 0 : d; + h = te(g, v2, j, N2); + b2 = h + b2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + h = te(m2, B2, q, u); + d = h + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < h >>> 0 ? b2 + 1 | 0 : b2; + h = te(i3, t2, W2, w2); + d = h + d | 0; + c2 = U + b2 | 0; + Z = d; + J2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + b2 = E(z2, 38); + d = te(b2, b2 >> 31, z2, R2); + h = U; + b2 = G2; + c2 = b2 >> 31; + G2 = d; + d = te(b2, c2, b2, c2); + b2 = G2 + d | 0; + c2 = U + h | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + e = te(e, O2, n2, Y); + b2 = e + b2 | 0; + d = U + c2 | 0; + d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + e = te(q, u, j, N2); + b2 = e + b2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + e = te(m2, B2, x2, D2); + d = e + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + e = te(k, r, i3, t2); + d = e + d | 0; + c2 = U + b2 | 0; + h = d; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + G2 = c2; + d = d + 33554432 | 0; + c2 = d >>> 0 < 33554432 ? c2 + 1 | 0 : c2; + O2 = d; + ea2 = c2; + b2 = c2 >> 26; + c2 = (c2 & 67108863) << 6 | d >>> 26; + e = c2 + Z | 0; + d = b2 + J2 | 0; + J2 = e; + c2 = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + d = e + 16777216 | 0; + c2 = d >>> 0 < 16777216 ? c2 + 1 | 0 : c2; + Z = d; + e = (c2 & 33554431) << 7 | d >>> 25; + d = e + L2 | 0; + c2 = (c2 >> 25) + K2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + b2 = d + 33554432 | 0; + c2 = b2 >>> 0 < 33554432 ? c2 + 1 | 0 : c2; + K2 = b2; + e = c2; + y[a2 + 8 >> 2] = d - (b2 & -67108864); + b2 = te(x2, D2, z2, R2); + c2 = U; + d = te(g, v2, q, u); + b2 = d + b2 | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + d = te(k, r, p, A2); + b2 = d + b2 | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + d = te(l, s2, I2, X); + b2 = d + b2 | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + d = te(i3, t2, H2, P2); + L2 = d + b2 | 0; + b2 = U + c2 | 0; + d = d >>> 0 > L2 >>> 0 ? b2 + 1 | 0 : b2; + c2 = f >> 26; + f = (f & 67108863) << 6 | C2 >>> 26; + b2 = f + L2 | 0; + d = c2 + d | 0; + C2 = b2; + c2 = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + b2 = b2 + 16777216 | 0; + c2 = b2 >>> 0 < 16777216 ? c2 + 1 | 0 : c2; + L2 = b2; + f = c2; + y[a2 + 28 >> 2] = C2 - (b2 & -33554432); + b2 = te(l, s2, M2, S2); + d = U; + w2 = te(k, r, W2, w2); + c2 = w2 + b2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < w2 >>> 0 ? b2 + 1 | 0 : b2; + j = te(p, A2, j, N2); + c2 = j + c2 | 0; + d = U + b2 | 0; + m2 = te(m2, B2, o2, F2); + b2 = m2 + c2 | 0; + c2 = U + (c2 >>> 0 < j >>> 0 ? d + 1 | 0 : d) | 0; + c2 = b2 >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + d = te(i3, t2, g, v2); + b2 = d + b2 | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + d = e >> 26; + C2 = b2; + b2 = (e & 67108863) << 6 | K2 >>> 26; + e = C2 + b2 | 0; + c2 = c2 + d | 0; + d = e; + b2 = d >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = d + 16777216 | 0; + b2 = c2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + m2 = c2; + e = b2; + y[a2 + 12 >> 2] = d - (c2 & -33554432); + b2 = te(p, A2, x2, D2); + c2 = U; + d = te(g, v2, g, v2); + b2 = d + b2 | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + d = te(q, u, o2, F2); + b2 = d + b2 | 0; + c2 = U + c2 | 0; + c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + g = te(k, r, Q2, T2); + d = g + b2 | 0; + b2 = U + c2 | 0; + b2 = d >>> 0 < g >>> 0 ? b2 + 1 | 0 : b2; + g = te(l, s2, H2, P2); + c2 = g + d | 0; + d = U + b2 | 0; + d = c2 >>> 0 < g >>> 0 ? d + 1 | 0 : d; + b2 = i3; + i3 = _; + o2 = i3 >> 31; + g = te(b2, t2, i3, o2); + b2 = g + c2 | 0; + c2 = U + d | 0; + c2 = b2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; + d = b2; + b2 = f >> 25; + f = (f & 33554431) << 7 | L2 >>> 25; + d = d + f | 0; + c2 = b2 + c2 | 0; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + b2 = d + 33554432 | 0; + c2 = b2 >>> 0 < 33554432 ? c2 + 1 | 0 : c2; + g = b2; + f = c2; + y[a2 + 32 >> 2] = d - (b2 & -67108864); + j = V2 - (da2 & -33554432) | 0; + c2 = e >> 25; + e = (e & 33554431) << 7 | m2 >>> 25; + b2 = ba2 & -67108864; + d = e + ($2 - b2 | 0) | 0; + b2 = c2 + (aa - ((b2 >>> 0 > $2 >>> 0) + ca2 | 0) | 0) | 0; + b2 = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + e = d; + d = d + 33554432 | 0; + c2 = d >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + b2 = ((c2 & 67108863) << 6 | d >>> 26) + j | 0; + y[a2 + 20 >> 2] = b2; + y[a2 + 16 >> 2] = e - (d & -67108864); + b2 = te(q, u, p, A2); + d = U; + e = te(z2, R2, n2, Y); + c2 = e + b2 | 0; + b2 = U + d | 0; + b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; + e = te(x2, D2, I2, X); + d = e + c2 | 0; + c2 = U + b2 | 0; + c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; + e = te(k, r, H2, P2); + b2 = e + d | 0; + d = U + c2 | 0; + d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; + c2 = b2; + b2 = te(l, s2, i3, o2); + e = c2 + b2 | 0; + c2 = U + d | 0; + b2 = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + c2 = f >> 26; + f = (f & 67108863) << 6 | g >>> 26; + d = f + e | 0; + c2 = b2 + c2 | 0; + b2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + c2 = d + 16777216 | 0; + b2 = c2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + y[a2 + 36 >> 2] = d - (c2 & -33554432); + f = J2 - (Z & -33554432) | 0; + d = O2 & -67108864; + e = h - d | 0; + k = G2 - ((d >>> 0 > h >>> 0) + ea2 | 0) | 0; + b2 = te((b2 & 33554431) << 7 | c2 >>> 25, b2 >> 25, 19, 0); + d = b2 + e | 0; + c2 = U + k | 0; + b2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + c2 = d + 33554432 | 0; + b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + b2 = ((b2 & 67108863) << 6 | c2 >>> 26) + f | 0; + y[a2 + 4 >> 2] = b2; + y[a2 >> 2] = d - (c2 & -67108864); + } + function Kb(a2, b2, c2, d, e) { + var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0; + f = T - 288 | 0; + T = f; + i3 = y[e + 44 >> 2] ^ d >>> 29; + j = y[e + 40 >> 2] ^ d << 3; + k = y[e + 36 >> 2] ^ c2 >>> 29; + d = y[e + 32 >> 2] ^ c2 << 3; + g = e - -64 | 0; + while (1) { + c2 = y[e + 124 >> 2]; + y[f + 280 >> 2] = y[e + 120 >> 2]; + y[f + 284 >> 2] = c2; + c2 = y[e + 116 >> 2]; + y[f + 272 >> 2] = y[e + 112 >> 2]; + y[f + 276 >> 2] = c2; + c2 = y[e + 100 >> 2]; + y[f + 240 >> 2] = y[e + 96 >> 2]; + y[f + 244 >> 2] = c2; + c2 = y[e + 108 >> 2]; + y[f + 248 >> 2] = y[e + 104 >> 2]; + y[f + 252 >> 2] = c2; + c2 = y[e + 116 >> 2]; + y[f + 224 >> 2] = y[e + 112 >> 2]; + y[f + 228 >> 2] = c2; + c2 = y[e + 124 >> 2]; + y[f + 232 >> 2] = y[e + 120 >> 2]; + y[f + 236 >> 2] = c2; + h = f + 256 | 0; + fa(h, f + 240 | 0, f + 224 | 0); + c2 = y[f + 268 >> 2]; + y[e + 120 >> 2] = y[f + 264 >> 2]; + y[e + 124 >> 2] = c2; + c2 = y[f + 260 >> 2]; + y[e + 112 >> 2] = y[f + 256 >> 2]; + y[e + 116 >> 2] = c2; + c2 = y[e + 84 >> 2]; + y[f + 208 >> 2] = y[e + 80 >> 2]; + y[f + 212 >> 2] = c2; + c2 = y[e + 92 >> 2]; + y[f + 216 >> 2] = y[e + 88 >> 2]; + y[f + 220 >> 2] = c2; + c2 = y[e + 100 >> 2]; + y[f + 192 >> 2] = y[e + 96 >> 2]; + y[f + 196 >> 2] = c2; + c2 = y[e + 108 >> 2]; + y[f + 200 >> 2] = y[e + 104 >> 2]; + y[f + 204 >> 2] = c2; + fa(h, f + 208 | 0, f + 192 | 0); + c2 = y[f + 268 >> 2]; + y[e + 104 >> 2] = y[f + 264 >> 2]; + y[e + 108 >> 2] = c2; + c2 = y[f + 260 >> 2]; + y[e + 96 >> 2] = y[f + 256 >> 2]; + y[e + 100 >> 2] = c2; + c2 = y[g + 4 >> 2]; + y[f + 176 >> 2] = y[g >> 2]; + y[f + 180 >> 2] = c2; + c2 = y[g + 12 >> 2]; + y[f + 184 >> 2] = y[g + 8 >> 2]; + y[f + 188 >> 2] = c2; + c2 = y[e + 84 >> 2]; + y[f + 160 >> 2] = y[e + 80 >> 2]; + y[f + 164 >> 2] = c2; + c2 = y[e + 92 >> 2]; + y[f + 168 >> 2] = y[e + 88 >> 2]; + y[f + 172 >> 2] = c2; + fa(h, f + 176 | 0, f + 160 | 0); + c2 = y[f + 268 >> 2]; + y[e + 88 >> 2] = y[f + 264 >> 2]; + y[e + 92 >> 2] = c2; + c2 = y[f + 260 >> 2]; + y[e + 80 >> 2] = y[f + 256 >> 2]; + y[e + 84 >> 2] = c2; + c2 = y[e + 52 >> 2]; + y[f + 144 >> 2] = y[e + 48 >> 2]; + y[f + 148 >> 2] = c2; + c2 = y[e + 60 >> 2]; + y[f + 152 >> 2] = y[e + 56 >> 2]; + y[f + 156 >> 2] = c2; + c2 = y[g + 4 >> 2]; + y[f + 128 >> 2] = y[g >> 2]; + y[f + 132 >> 2] = c2; + c2 = y[g + 12 >> 2]; + y[f + 136 >> 2] = y[g + 8 >> 2]; + y[f + 140 >> 2] = c2; + fa(h, f + 144 | 0, f + 128 | 0); + c2 = y[f + 268 >> 2]; + y[g + 8 >> 2] = y[f + 264 >> 2]; + y[g + 12 >> 2] = c2; + c2 = y[f + 260 >> 2]; + y[g >> 2] = y[f + 256 >> 2]; + y[g + 4 >> 2] = c2; + c2 = y[e + 36 >> 2]; + y[f + 112 >> 2] = y[e + 32 >> 2]; + y[f + 116 >> 2] = c2; + c2 = y[e + 44 >> 2]; + y[f + 120 >> 2] = y[e + 40 >> 2]; + y[f + 124 >> 2] = c2; + c2 = y[e + 52 >> 2]; + y[f + 96 >> 2] = y[e + 48 >> 2]; + y[f + 100 >> 2] = c2; + c2 = y[e + 60 >> 2]; + y[f + 104 >> 2] = y[e + 56 >> 2]; + y[f + 108 >> 2] = c2; + fa(h, f + 112 | 0, f + 96 | 0); + c2 = y[f + 268 >> 2]; + y[e + 56 >> 2] = y[f + 264 >> 2]; + y[e + 60 >> 2] = c2; + c2 = y[f + 260 >> 2]; + y[e + 48 >> 2] = y[f + 256 >> 2]; + y[e + 52 >> 2] = c2; + c2 = y[e + 20 >> 2]; + y[f + 80 >> 2] = y[e + 16 >> 2]; + y[f + 84 >> 2] = c2; + c2 = y[e + 28 >> 2]; + y[f + 88 >> 2] = y[e + 24 >> 2]; + y[f + 92 >> 2] = c2; + c2 = y[e + 36 >> 2]; + y[f + 64 >> 2] = y[e + 32 >> 2]; + y[f + 68 >> 2] = c2; + c2 = y[e + 44 >> 2]; + y[f + 72 >> 2] = y[e + 40 >> 2]; + y[f + 76 >> 2] = c2; + fa(h, f + 80 | 0, f - -64 | 0); + c2 = y[f + 268 >> 2]; + y[e + 40 >> 2] = y[f + 264 >> 2]; + y[e + 44 >> 2] = c2; + c2 = y[f + 260 >> 2]; + y[e + 32 >> 2] = y[f + 256 >> 2]; + y[e + 36 >> 2] = c2; + c2 = y[e + 4 >> 2]; + y[f + 48 >> 2] = y[e >> 2]; + y[f + 52 >> 2] = c2; + c2 = y[e + 12 >> 2]; + y[f + 56 >> 2] = y[e + 8 >> 2]; + y[f + 60 >> 2] = c2; + c2 = y[e + 20 >> 2]; + y[f + 32 >> 2] = y[e + 16 >> 2]; + y[f + 36 >> 2] = c2; + c2 = y[e + 28 >> 2]; + y[f + 40 >> 2] = y[e + 24 >> 2]; + y[f + 44 >> 2] = c2; + fa(h, f + 48 | 0, f + 32 | 0); + c2 = y[f + 268 >> 2]; + y[e + 24 >> 2] = y[f + 264 >> 2]; + y[e + 28 >> 2] = c2; + c2 = y[f + 260 >> 2]; + y[e + 16 >> 2] = y[f + 256 >> 2]; + y[e + 20 >> 2] = c2; + c2 = y[f + 276 >> 2]; + y[f + 16 >> 2] = y[f + 272 >> 2]; + y[f + 20 >> 2] = c2; + c2 = y[f + 284 >> 2]; + y[f + 24 >> 2] = y[f + 280 >> 2]; + y[f + 28 >> 2] = c2; + c2 = y[e + 4 >> 2]; + y[f >> 2] = y[e >> 2]; + y[f + 4 >> 2] = c2; + c2 = y[e + 12 >> 2]; + y[f + 8 >> 2] = y[e + 8 >> 2]; + y[f + 12 >> 2] = c2; + fa(h, f + 16 | 0, f); + c2 = y[f + 268 >> 2]; + y[e + 8 >> 2] = y[f + 264 >> 2]; + y[e + 12 >> 2] = c2; + c2 = y[f + 260 >> 2]; + y[e >> 2] = y[f + 256 >> 2]; + y[e + 4 >> 2] = c2; + n2 = i3 ^ y[e + 12 >> 2]; + y[e + 12 >> 2] = n2; + p = j ^ y[e + 8 >> 2]; + y[e + 8 >> 2] = p; + q = k ^ y[e + 4 >> 2]; + y[e + 4 >> 2] = q; + r = d ^ y[e >> 2]; + y[e >> 2] = r; + u = d ^ y[g >> 2]; + y[g >> 2] = u; + v2 = k ^ y[e + 68 >> 2]; + y[e + 68 >> 2] = v2; + x2 = j ^ y[e + 72 >> 2]; + y[e + 72 >> 2] = x2; + z2 = i3 ^ y[e + 76 >> 2]; + y[e + 76 >> 2] = z2; + l = l + 1 | 0; + if ((l | 0) != 7) { + continue; + } + break; + } + a: { + b: { + c: { + c2 = b2 - 16 | 0; + if (c2) { + if ((c2 | 0) == 16) { + break c; + } + break b; + } + A2 = y[e + 16 >> 2]; + B2 = y[e + 48 >> 2]; + C2 = y[e + 32 >> 2]; + s2 = y[e + 96 >> 2]; + t2 = y[e + 80 >> 2]; + m2 = y[e + 20 >> 2]; + g = y[e + 52 >> 2]; + h = y[e + 36 >> 2]; + i3 = y[e + 100 >> 2]; + j = y[e + 84 >> 2]; + k = y[e + 24 >> 2]; + l = y[e + 56 >> 2]; + d = y[e + 40 >> 2]; + c2 = y[e + 104 >> 2]; + b2 = y[e + 88 >> 2]; + e = n2 ^ (y[e + 28 >> 2] ^ (y[e + 60 >> 2] ^ (y[e + 44 >> 2] ^ (y[e + 92 >> 2] ^ y[e + 108 >> 2]))) ^ z2); + w[a2 + 12 | 0] = e; + w[a2 + 13 | 0] = e >>> 8; + w[a2 + 14 | 0] = e >>> 16; + w[a2 + 15 | 0] = e >>> 24; + b2 = p ^ (b2 ^ c2 ^ d ^ l ^ k ^ x2); + w[a2 + 8 | 0] = b2; + w[a2 + 9 | 0] = b2 >>> 8; + w[a2 + 10 | 0] = b2 >>> 16; + w[a2 + 11 | 0] = b2 >>> 24; + b2 = q ^ (v2 ^ (m2 ^ (g ^ (i3 ^ j ^ h)))); + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + b2 = r ^ (u ^ (A2 ^ (B2 ^ (C2 ^ (s2 ^ t2))))); + w[a2 | 0] = b2; + w[a2 + 1 | 0] = b2 >>> 8; + w[a2 + 2 | 0] = b2 >>> 16; + w[a2 + 3 | 0] = b2 >>> 24; + break a; + } + g = y[e + 16 >> 2]; + h = y[e + 48 >> 2]; + i3 = y[e + 32 >> 2]; + j = y[e + 20 >> 2]; + k = y[e + 52 >> 2]; + l = y[e + 36 >> 2]; + d = y[e + 24 >> 2]; + c2 = y[e + 56 >> 2]; + b2 = y[e + 40 >> 2]; + m2 = n2 ^ (y[e + 28 >> 2] ^ (y[e + 60 >> 2] ^ y[e + 44 >> 2])); + w[a2 + 12 | 0] = m2; + w[a2 + 13 | 0] = m2 >>> 8; + w[a2 + 14 | 0] = m2 >>> 16; + w[a2 + 15 | 0] = m2 >>> 24; + b2 = p ^ (d ^ (b2 ^ c2)); + w[a2 + 8 | 0] = b2; + w[a2 + 9 | 0] = b2 >>> 8; + w[a2 + 10 | 0] = b2 >>> 16; + w[a2 + 11 | 0] = b2 >>> 24; + b2 = q ^ (j ^ (k ^ l)); + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + b2 = r ^ (g ^ (h ^ i3)); + w[a2 | 0] = b2; + w[a2 + 1 | 0] = b2 >>> 8; + w[a2 + 2 | 0] = b2 >>> 16; + w[a2 + 3 | 0] = b2 >>> 24; + s2 = y[e + 80 >> 2]; + t2 = y[e - -64 >> 2]; + m2 = y[e + 112 >> 2]; + g = y[e + 96 >> 2]; + h = y[e + 84 >> 2]; + i3 = y[e + 68 >> 2]; + j = y[e + 116 >> 2]; + k = y[e + 100 >> 2]; + l = y[e + 88 >> 2]; + d = y[e + 72 >> 2]; + c2 = y[e + 120 >> 2]; + b2 = y[e + 104 >> 2]; + e = y[e + 92 >> 2] ^ (y[e + 76 >> 2] ^ (y[e + 124 >> 2] ^ y[e + 108 >> 2])); + w[a2 + 28 | 0] = e; + w[a2 + 29 | 0] = e >>> 8; + w[a2 + 30 | 0] = e >>> 16; + w[a2 + 31 | 0] = e >>> 24; + b2 = l ^ (d ^ (b2 ^ c2)); + w[a2 + 24 | 0] = b2; + w[a2 + 25 | 0] = b2 >>> 8; + w[a2 + 26 | 0] = b2 >>> 16; + w[a2 + 27 | 0] = b2 >>> 24; + b2 = h ^ (i3 ^ (j ^ k)); + w[a2 + 20 | 0] = b2; + w[a2 + 21 | 0] = b2 >>> 8; + w[a2 + 22 | 0] = b2 >>> 16; + w[a2 + 23 | 0] = b2 >>> 24; + b2 = s2 ^ (t2 ^ (g ^ m2)); + w[a2 + 16 | 0] = b2; + w[a2 + 17 | 0] = b2 >>> 8; + w[a2 + 18 | 0] = b2 >>> 16; + w[a2 + 19 | 0] = b2 >>> 24; + break a; + } + if (!b2) { + break a; + } + o(a2, 0, b2); + } + T = f + 288 | 0; + } + function xc(a2, b2, c2, d, e, f, g, h, i3) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + var j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, U2 = 0, V2 = 0; + k = T; + z2 = k; + k = k - 224 & -32; + T = k; + Nb(i3, h, k + 96 | 0); + h = 0; + if (g >>> 0 > 63) { + i3 = 64; + while (1) { + Mb(f + h | 0, k + 96 | 0); + h = i3; + i3 = h - -64 | 0; + if (i3 >>> 0 <= g >>> 0) { + continue; + } + break; + } + } + i3 = h | 32; + if (i3 >>> 0 <= g >>> 0) { + while (1) { + Ta(f + h | 0, k + 96 | 0); + h = i3; + i3 = h + 32 | 0; + if (i3 >>> 0 <= g >>> 0) { + continue; + } + break; + } + } + i3 = g & 31; + if (i3) { + l = 32 - i3 | 0; + if (l) { + o(i3 | k - -64, 0, l); + } + if (i3) { + t(k - -64 | 0, f + h | 0, i3); + } + Ta(k - -64 | 0, k + 96 | 0); + } + a: { + if (!a2) { + f = 32; + h = 0; + if (c2 >>> 0 < 32) { + break a; + } + while (1) { + Jb(k + 32 | 0, b2 + h | 0, k + 96 | 0); + h = f; + f = f + 32 | 0; + if (f >>> 0 <= c2 >>> 0) { + continue; + } + break; + } + break a; + } + f = 32; + h = 0; + if (c2 >>> 0 < 32) { + break a; + } + while (1) { + Jb(a2 + h | 0, b2 + h | 0, k + 96 | 0); + h = f; + f = f + 32 | 0; + if (f >>> 0 <= c2 >>> 0) { + continue; + } + break; + } + } + i3 = c2 & 31; + if (i3) { + u = a2 ? a2 + h | 0 : k + 32 | 0; + m2 = b2 + h | 0; + f = k + 96 | 0; + b2 = T - 320 | 0; + T = b2; + h = i3 + (b2 + 256 | 0) | 0; + l = 32 - i3 | 0; + j = !l; + if (!j) { + o(h, 0, l); + } + v2 = !i3; + if (!v2) { + t(b2 + 256 | 0, m2, i3); + } + A2 = y[f + 16 >> 2]; + B2 = y[f + 48 >> 2]; + C2 = y[f + 20 >> 2]; + D2 = y[f + 52 >> 2]; + E2 = y[f + 24 >> 2]; + F2 = y[f + 56 >> 2]; + G2 = y[f + 28 >> 2]; + H2 = y[f + 60 >> 2]; + m2 = y[f + 32 >> 2]; + I2 = y[f + 80 >> 2]; + J2 = y[f + 112 >> 2]; + n2 = y[f + 96 >> 2]; + p = y[f + 36 >> 2]; + K2 = y[f + 84 >> 2]; + L2 = y[f + 116 >> 2]; + q = y[f + 100 >> 2]; + r = y[f + 40 >> 2]; + M2 = y[f + 88 >> 2]; + N2 = y[f + 120 >> 2]; + s2 = y[f + 104 >> 2]; + O2 = y[b2 + 256 >> 2]; + P2 = y[b2 + 260 >> 2]; + Q2 = y[b2 + 264 >> 2]; + R2 = y[b2 + 268 >> 2]; + S2 = y[b2 + 272 >> 2]; + U2 = y[b2 + 276 >> 2]; + V2 = y[b2 + 280 >> 2]; + w2 = y[f + 44 >> 2]; + x2 = y[f + 108 >> 2]; + y[b2 + 284 >> 2] = w2 ^ (x2 & y[f + 124 >> 2] ^ (y[f + 92 >> 2] ^ y[b2 + 284 >> 2])); + y[b2 + 280 >> 2] = s2 & N2 ^ (M2 ^ V2) ^ r; + y[b2 + 276 >> 2] = q & L2 ^ (K2 ^ U2) ^ p; + y[b2 + 272 >> 2] = n2 & J2 ^ (I2 ^ S2) ^ m2; + y[b2 + 268 >> 2] = x2 ^ (H2 & w2 ^ (G2 ^ R2)); + y[b2 + 264 >> 2] = r & F2 ^ (E2 ^ Q2) ^ s2; + y[b2 + 260 >> 2] = p & D2 ^ (C2 ^ P2) ^ q; + y[b2 + 256 >> 2] = m2 & B2 ^ (A2 ^ O2) ^ n2; + if (!j) { + o(h, 0, l); + } + if (!v2) { + t(u, b2 + 256 | 0, i3); + } + l = y[b2 + 284 >> 2]; + m2 = y[b2 + 280 >> 2]; + n2 = y[b2 + 276 >> 2]; + p = y[b2 + 272 >> 2]; + q = y[b2 + 256 >> 2]; + r = y[b2 + 260 >> 2]; + s2 = y[b2 + 264 >> 2]; + u = y[b2 + 268 >> 2]; + h = y[f + 124 >> 2]; + y[b2 + 312 >> 2] = y[f + 120 >> 2]; + y[b2 + 316 >> 2] = h; + h = y[f + 116 >> 2]; + y[b2 + 304 >> 2] = y[f + 112 >> 2]; + y[b2 + 308 >> 2] = h; + h = y[f + 100 >> 2]; + y[b2 + 240 >> 2] = y[f + 96 >> 2]; + y[b2 + 244 >> 2] = h; + h = y[f + 108 >> 2]; + y[b2 + 248 >> 2] = y[f + 104 >> 2]; + y[b2 + 252 >> 2] = h; + h = y[f + 116 >> 2]; + y[b2 + 224 >> 2] = y[f + 112 >> 2]; + y[b2 + 228 >> 2] = h; + h = y[f + 124 >> 2]; + y[b2 + 232 >> 2] = y[f + 120 >> 2]; + y[b2 + 236 >> 2] = h; + h = b2 + 288 | 0; + fa(h, b2 + 240 | 0, b2 + 224 | 0); + i3 = y[b2 + 300 >> 2]; + y[f + 120 >> 2] = y[b2 + 296 >> 2]; + y[f + 124 >> 2] = i3; + i3 = y[b2 + 292 >> 2]; + y[f + 112 >> 2] = y[b2 + 288 >> 2]; + y[f + 116 >> 2] = i3; + i3 = y[f + 84 >> 2]; + y[b2 + 208 >> 2] = y[f + 80 >> 2]; + y[b2 + 212 >> 2] = i3; + i3 = y[f + 92 >> 2]; + y[b2 + 216 >> 2] = y[f + 88 >> 2]; + y[b2 + 220 >> 2] = i3; + i3 = y[f + 100 >> 2]; + y[b2 + 192 >> 2] = y[f + 96 >> 2]; + y[b2 + 196 >> 2] = i3; + i3 = y[f + 108 >> 2]; + y[b2 + 200 >> 2] = y[f + 104 >> 2]; + y[b2 + 204 >> 2] = i3; + fa(h, b2 + 208 | 0, b2 + 192 | 0); + i3 = y[b2 + 300 >> 2]; + y[f + 104 >> 2] = y[b2 + 296 >> 2]; + y[f + 108 >> 2] = i3; + i3 = y[b2 + 292 >> 2]; + y[f + 96 >> 2] = y[b2 + 288 >> 2]; + y[f + 100 >> 2] = i3; + i3 = f - -64 | 0; + j = y[i3 + 4 >> 2]; + y[b2 + 176 >> 2] = y[i3 >> 2]; + y[b2 + 180 >> 2] = j; + j = y[f + 76 >> 2]; + y[b2 + 184 >> 2] = y[f + 72 >> 2]; + y[b2 + 188 >> 2] = j; + j = y[f + 84 >> 2]; + y[b2 + 160 >> 2] = y[f + 80 >> 2]; + y[b2 + 164 >> 2] = j; + j = y[f + 92 >> 2]; + y[b2 + 168 >> 2] = y[f + 88 >> 2]; + y[b2 + 172 >> 2] = j; + fa(h, b2 + 176 | 0, b2 + 160 | 0); + j = y[b2 + 300 >> 2]; + y[f + 88 >> 2] = y[b2 + 296 >> 2]; + y[f + 92 >> 2] = j; + j = y[b2 + 292 >> 2]; + y[f + 80 >> 2] = y[b2 + 288 >> 2]; + y[f + 84 >> 2] = j; + j = y[f + 52 >> 2]; + y[b2 + 144 >> 2] = y[f + 48 >> 2]; + y[b2 + 148 >> 2] = j; + j = y[f + 60 >> 2]; + y[b2 + 152 >> 2] = y[f + 56 >> 2]; + y[b2 + 156 >> 2] = j; + j = y[i3 + 4 >> 2]; + y[b2 + 128 >> 2] = y[i3 >> 2]; + y[b2 + 132 >> 2] = j; + j = y[f + 76 >> 2]; + y[b2 + 136 >> 2] = y[f + 72 >> 2]; + y[b2 + 140 >> 2] = j; + fa(h, b2 + 144 | 0, b2 + 128 | 0); + j = y[b2 + 300 >> 2]; + y[f + 72 >> 2] = y[b2 + 296 >> 2]; + y[f + 76 >> 2] = j; + j = y[b2 + 292 >> 2]; + y[i3 >> 2] = y[b2 + 288 >> 2]; + y[i3 + 4 >> 2] = j; + j = y[f + 36 >> 2]; + y[b2 + 112 >> 2] = y[f + 32 >> 2]; + y[b2 + 116 >> 2] = j; + j = y[f + 44 >> 2]; + y[b2 + 120 >> 2] = y[f + 40 >> 2]; + y[b2 + 124 >> 2] = j; + j = y[f + 52 >> 2]; + y[b2 + 96 >> 2] = y[f + 48 >> 2]; + y[b2 + 100 >> 2] = j; + j = y[f + 60 >> 2]; + y[b2 + 104 >> 2] = y[f + 56 >> 2]; + y[b2 + 108 >> 2] = j; + fa(h, b2 + 112 | 0, b2 + 96 | 0); + j = y[b2 + 300 >> 2]; + y[f + 56 >> 2] = y[b2 + 296 >> 2]; + y[f + 60 >> 2] = j; + j = y[b2 + 292 >> 2]; + y[f + 48 >> 2] = y[b2 + 288 >> 2]; + y[f + 52 >> 2] = j; + j = y[f + 20 >> 2]; + y[b2 + 80 >> 2] = y[f + 16 >> 2]; + y[b2 + 84 >> 2] = j; + j = y[f + 28 >> 2]; + y[b2 + 88 >> 2] = y[f + 24 >> 2]; + y[b2 + 92 >> 2] = j; + j = y[f + 36 >> 2]; + y[b2 + 64 >> 2] = y[f + 32 >> 2]; + y[b2 + 68 >> 2] = j; + j = y[f + 44 >> 2]; + y[b2 + 72 >> 2] = y[f + 40 >> 2]; + y[b2 + 76 >> 2] = j; + fa(h, b2 + 80 | 0, b2 - -64 | 0); + j = y[b2 + 300 >> 2]; + y[f + 40 >> 2] = y[b2 + 296 >> 2]; + y[f + 44 >> 2] = j; + j = y[b2 + 292 >> 2]; + y[f + 32 >> 2] = y[b2 + 288 >> 2]; + y[f + 36 >> 2] = j; + j = y[f + 4 >> 2]; + y[b2 + 48 >> 2] = y[f >> 2]; + y[b2 + 52 >> 2] = j; + j = y[f + 12 >> 2]; + y[b2 + 56 >> 2] = y[f + 8 >> 2]; + y[b2 + 60 >> 2] = j; + j = y[f + 20 >> 2]; + y[b2 + 32 >> 2] = y[f + 16 >> 2]; + y[b2 + 36 >> 2] = j; + j = y[f + 28 >> 2]; + y[b2 + 40 >> 2] = y[f + 24 >> 2]; + y[b2 + 44 >> 2] = j; + fa(h, b2 + 48 | 0, b2 + 32 | 0); + j = y[b2 + 300 >> 2]; + y[f + 24 >> 2] = y[b2 + 296 >> 2]; + y[f + 28 >> 2] = j; + j = y[b2 + 292 >> 2]; + y[f + 16 >> 2] = y[b2 + 288 >> 2]; + y[f + 20 >> 2] = j; + j = y[b2 + 308 >> 2]; + y[b2 + 16 >> 2] = y[b2 + 304 >> 2]; + y[b2 + 20 >> 2] = j; + j = y[b2 + 316 >> 2]; + y[b2 + 24 >> 2] = y[b2 + 312 >> 2]; + y[b2 + 28 >> 2] = j; + j = y[f + 4 >> 2]; + y[b2 >> 2] = y[f >> 2]; + y[b2 + 4 >> 2] = j; + j = y[f + 12 >> 2]; + y[b2 + 8 >> 2] = y[f + 8 >> 2]; + y[b2 + 12 >> 2] = j; + fa(h, b2 + 16 | 0, b2); + h = y[b2 + 300 >> 2]; + y[f + 8 >> 2] = y[b2 + 296 >> 2]; + y[f + 12 >> 2] = h; + h = y[b2 + 292 >> 2]; + y[f >> 2] = y[b2 + 288 >> 2]; + y[f + 4 >> 2] = h; + y[f + 12 >> 2] = u ^ y[f + 12 >> 2]; + y[f + 8 >> 2] = s2 ^ y[f + 8 >> 2]; + y[f + 4 >> 2] = r ^ y[f + 4 >> 2]; + y[f >> 2] = q ^ y[f >> 2]; + y[i3 >> 2] = p ^ y[i3 >> 2]; + y[f + 68 >> 2] = n2 ^ y[f + 68 >> 2]; + y[f + 72 >> 2] = m2 ^ y[f + 72 >> 2]; + y[f + 76 >> 2] = l ^ y[f + 76 >> 2]; + T = b2 + 320 | 0; + } + Kb(k, e, g, c2, k + 96 | 0); + h = -1; + b: { + c: { + b2 = e - 16 | 0; + if (b2) { + if ((b2 | 0) == 16) { + break c; + } + break b; + } + h = Ha(k, d); + break b; + } + h = _a(k, d); + } + if (!(!c2 | (!a2 | !h))) { + o(a2, 0, c2); + } + T = z2; + return h | 0; + } + function Eb(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0; + c2 = T - 416 | 0; + T = c2; + g = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); + h = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); + i3 = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); + j = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); + f = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); + k = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); + l = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); + m2 = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); + a2 = y[b2 + 92 >> 2]; + y[c2 + 408 >> 2] = y[b2 + 88 >> 2]; + y[c2 + 412 >> 2] = a2; + a2 = y[b2 + 84 >> 2]; + y[c2 + 400 >> 2] = y[b2 + 80 >> 2]; + y[c2 + 404 >> 2] = a2; + e = b2 - -64 | 0; + a2 = e; + d = y[a2 + 4 >> 2]; + y[c2 + 368 >> 2] = y[a2 >> 2]; + y[c2 + 372 >> 2] = d; + a2 = y[b2 + 76 >> 2]; + y[c2 + 376 >> 2] = y[b2 + 72 >> 2]; + y[c2 + 380 >> 2] = a2; + a2 = y[b2 + 84 >> 2]; + y[c2 + 352 >> 2] = y[b2 + 80 >> 2]; + y[c2 + 356 >> 2] = a2; + a2 = y[b2 + 92 >> 2]; + y[c2 + 360 >> 2] = y[b2 + 88 >> 2]; + y[c2 + 364 >> 2] = a2; + a2 = c2 + 384 | 0; + fa(a2, c2 + 368 | 0, c2 + 352 | 0); + d = y[c2 + 396 >> 2]; + y[b2 + 88 >> 2] = y[c2 + 392 >> 2]; + y[b2 + 92 >> 2] = d; + d = y[c2 + 388 >> 2]; + y[b2 + 80 >> 2] = y[c2 + 384 >> 2]; + y[b2 + 84 >> 2] = d; + d = y[b2 + 52 >> 2]; + y[c2 + 336 >> 2] = y[b2 + 48 >> 2]; + y[c2 + 340 >> 2] = d; + d = y[b2 + 60 >> 2]; + y[c2 + 344 >> 2] = y[b2 + 56 >> 2]; + y[c2 + 348 >> 2] = d; + d = y[e + 4 >> 2]; + y[c2 + 320 >> 2] = y[e >> 2]; + y[c2 + 324 >> 2] = d; + d = y[b2 + 76 >> 2]; + y[c2 + 328 >> 2] = y[b2 + 72 >> 2]; + y[c2 + 332 >> 2] = d; + fa(a2, c2 + 336 | 0, c2 + 320 | 0); + d = y[c2 + 396 >> 2]; + y[b2 + 72 >> 2] = y[c2 + 392 >> 2]; + y[b2 + 76 >> 2] = d; + d = y[c2 + 388 >> 2]; + y[e >> 2] = y[c2 + 384 >> 2]; + y[e + 4 >> 2] = d; + d = y[b2 + 36 >> 2]; + y[c2 + 304 >> 2] = y[b2 + 32 >> 2]; + y[c2 + 308 >> 2] = d; + d = y[b2 + 44 >> 2]; + y[c2 + 312 >> 2] = y[b2 + 40 >> 2]; + y[c2 + 316 >> 2] = d; + d = y[b2 + 52 >> 2]; + y[c2 + 288 >> 2] = y[b2 + 48 >> 2]; + y[c2 + 292 >> 2] = d; + d = y[b2 + 60 >> 2]; + y[c2 + 296 >> 2] = y[b2 + 56 >> 2]; + y[c2 + 300 >> 2] = d; + fa(a2, c2 + 304 | 0, c2 + 288 | 0); + d = y[c2 + 396 >> 2]; + y[b2 + 56 >> 2] = y[c2 + 392 >> 2]; + y[b2 + 60 >> 2] = d; + d = y[c2 + 388 >> 2]; + y[b2 + 48 >> 2] = y[c2 + 384 >> 2]; + y[b2 + 52 >> 2] = d; + d = y[b2 + 20 >> 2]; + y[c2 + 272 >> 2] = y[b2 + 16 >> 2]; + y[c2 + 276 >> 2] = d; + d = y[b2 + 28 >> 2]; + y[c2 + 280 >> 2] = y[b2 + 24 >> 2]; + y[c2 + 284 >> 2] = d; + d = y[b2 + 36 >> 2]; + y[c2 + 256 >> 2] = y[b2 + 32 >> 2]; + y[c2 + 260 >> 2] = d; + d = y[b2 + 44 >> 2]; + y[c2 + 264 >> 2] = y[b2 + 40 >> 2]; + y[c2 + 268 >> 2] = d; + fa(a2, c2 + 272 | 0, c2 + 256 | 0); + d = y[c2 + 396 >> 2]; + y[b2 + 40 >> 2] = y[c2 + 392 >> 2]; + y[b2 + 44 >> 2] = d; + d = y[c2 + 388 >> 2]; + y[b2 + 32 >> 2] = y[c2 + 384 >> 2]; + y[b2 + 36 >> 2] = d; + d = y[b2 + 4 >> 2]; + y[c2 + 240 >> 2] = y[b2 >> 2]; + y[c2 + 244 >> 2] = d; + d = y[b2 + 12 >> 2]; + y[c2 + 248 >> 2] = y[b2 + 8 >> 2]; + y[c2 + 252 >> 2] = d; + d = y[b2 + 20 >> 2]; + y[c2 + 224 >> 2] = y[b2 + 16 >> 2]; + y[c2 + 228 >> 2] = d; + d = y[b2 + 28 >> 2]; + y[c2 + 232 >> 2] = y[b2 + 24 >> 2]; + y[c2 + 236 >> 2] = d; + fa(a2, c2 + 240 | 0, c2 + 224 | 0); + d = y[c2 + 396 >> 2]; + y[b2 + 24 >> 2] = y[c2 + 392 >> 2]; + y[b2 + 28 >> 2] = d; + d = y[c2 + 388 >> 2]; + y[b2 + 16 >> 2] = y[c2 + 384 >> 2]; + y[b2 + 20 >> 2] = d; + d = y[c2 + 404 >> 2]; + y[c2 + 208 >> 2] = y[c2 + 400 >> 2]; + y[c2 + 212 >> 2] = d; + d = y[c2 + 412 >> 2]; + y[c2 + 216 >> 2] = y[c2 + 408 >> 2]; + y[c2 + 220 >> 2] = d; + d = y[b2 + 4 >> 2]; + y[c2 + 192 >> 2] = y[b2 >> 2]; + y[c2 + 196 >> 2] = d; + d = y[b2 + 12 >> 2]; + y[c2 + 200 >> 2] = y[b2 + 8 >> 2]; + y[c2 + 204 >> 2] = d; + fa(a2, c2 + 208 | 0, c2 + 192 | 0); + d = y[c2 + 384 >> 2]; + n2 = y[c2 + 388 >> 2]; + o2 = y[c2 + 392 >> 2]; + y[b2 + 12 >> 2] = y[c2 + 396 >> 2] ^ l; + y[b2 + 8 >> 2] = k ^ o2; + y[b2 + 4 >> 2] = f ^ n2; + y[b2 >> 2] = d ^ m2; + f = y[b2 + 92 >> 2]; + y[c2 + 408 >> 2] = y[b2 + 88 >> 2]; + y[c2 + 412 >> 2] = f; + f = y[b2 + 84 >> 2]; + y[c2 + 400 >> 2] = y[b2 + 80 >> 2]; + y[c2 + 404 >> 2] = f; + f = y[e + 4 >> 2]; + y[c2 + 176 >> 2] = y[e >> 2]; + y[c2 + 180 >> 2] = f; + f = y[b2 + 76 >> 2]; + y[c2 + 184 >> 2] = y[b2 + 72 >> 2]; + y[c2 + 188 >> 2] = f; + f = y[b2 + 84 >> 2]; + y[c2 + 160 >> 2] = y[b2 + 80 >> 2]; + y[c2 + 164 >> 2] = f; + f = y[b2 + 92 >> 2]; + y[c2 + 168 >> 2] = y[b2 + 88 >> 2]; + y[c2 + 172 >> 2] = f; + fa(a2, c2 + 176 | 0, c2 + 160 | 0); + f = y[c2 + 396 >> 2]; + y[b2 + 88 >> 2] = y[c2 + 392 >> 2]; + y[b2 + 92 >> 2] = f; + f = y[c2 + 388 >> 2]; + y[b2 + 80 >> 2] = y[c2 + 384 >> 2]; + y[b2 + 84 >> 2] = f; + f = y[b2 + 52 >> 2]; + y[c2 + 144 >> 2] = y[b2 + 48 >> 2]; + y[c2 + 148 >> 2] = f; + f = y[b2 + 60 >> 2]; + y[c2 + 152 >> 2] = y[b2 + 56 >> 2]; + y[c2 + 156 >> 2] = f; + f = y[e + 4 >> 2]; + y[c2 + 128 >> 2] = y[e >> 2]; + y[c2 + 132 >> 2] = f; + f = y[b2 + 76 >> 2]; + y[c2 + 136 >> 2] = y[b2 + 72 >> 2]; + y[c2 + 140 >> 2] = f; + fa(a2, c2 + 144 | 0, c2 + 128 | 0); + f = y[c2 + 396 >> 2]; + y[b2 + 72 >> 2] = y[c2 + 392 >> 2]; + y[b2 + 76 >> 2] = f; + f = y[c2 + 388 >> 2]; + y[e >> 2] = y[c2 + 384 >> 2]; + y[e + 4 >> 2] = f; + e = y[b2 + 36 >> 2]; + y[c2 + 112 >> 2] = y[b2 + 32 >> 2]; + y[c2 + 116 >> 2] = e; + e = y[b2 + 44 >> 2]; + y[c2 + 120 >> 2] = y[b2 + 40 >> 2]; + y[c2 + 124 >> 2] = e; + e = y[b2 + 52 >> 2]; + y[c2 + 96 >> 2] = y[b2 + 48 >> 2]; + y[c2 + 100 >> 2] = e; + e = y[b2 + 60 >> 2]; + y[c2 + 104 >> 2] = y[b2 + 56 >> 2]; + y[c2 + 108 >> 2] = e; + fa(a2, c2 + 112 | 0, c2 + 96 | 0); + e = y[c2 + 396 >> 2]; + y[b2 + 56 >> 2] = y[c2 + 392 >> 2]; + y[b2 + 60 >> 2] = e; + e = y[c2 + 388 >> 2]; + y[b2 + 48 >> 2] = y[c2 + 384 >> 2]; + y[b2 + 52 >> 2] = e; + e = y[b2 + 20 >> 2]; + y[c2 + 80 >> 2] = y[b2 + 16 >> 2]; + y[c2 + 84 >> 2] = e; + e = y[b2 + 28 >> 2]; + y[c2 + 88 >> 2] = y[b2 + 24 >> 2]; + y[c2 + 92 >> 2] = e; + e = y[b2 + 36 >> 2]; + y[c2 + 64 >> 2] = y[b2 + 32 >> 2]; + y[c2 + 68 >> 2] = e; + e = y[b2 + 44 >> 2]; + y[c2 + 72 >> 2] = y[b2 + 40 >> 2]; + y[c2 + 76 >> 2] = e; + fa(a2, c2 + 80 | 0, c2 - -64 | 0); + e = y[c2 + 396 >> 2]; + y[b2 + 40 >> 2] = y[c2 + 392 >> 2]; + y[b2 + 44 >> 2] = e; + e = y[c2 + 388 >> 2]; + y[b2 + 32 >> 2] = y[c2 + 384 >> 2]; + y[b2 + 36 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[c2 + 48 >> 2] = y[b2 >> 2]; + y[c2 + 52 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[c2 + 56 >> 2] = y[b2 + 8 >> 2]; + y[c2 + 60 >> 2] = e; + e = y[b2 + 20 >> 2]; + y[c2 + 32 >> 2] = y[b2 + 16 >> 2]; + y[c2 + 36 >> 2] = e; + e = y[b2 + 28 >> 2]; + y[c2 + 40 >> 2] = y[b2 + 24 >> 2]; + y[c2 + 44 >> 2] = e; + fa(a2, c2 + 48 | 0, c2 + 32 | 0); + e = y[c2 + 396 >> 2]; + y[b2 + 24 >> 2] = y[c2 + 392 >> 2]; + y[b2 + 28 >> 2] = e; + e = y[c2 + 388 >> 2]; + y[b2 + 16 >> 2] = y[c2 + 384 >> 2]; + y[b2 + 20 >> 2] = e; + e = y[c2 + 404 >> 2]; + y[c2 + 16 >> 2] = y[c2 + 400 >> 2]; + y[c2 + 20 >> 2] = e; + e = y[c2 + 412 >> 2]; + y[c2 + 24 >> 2] = y[c2 + 408 >> 2]; + y[c2 + 28 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[c2 >> 2] = y[b2 >> 2]; + y[c2 + 4 >> 2] = e; + e = y[b2 + 12 >> 2]; + y[c2 + 8 >> 2] = y[b2 + 8 >> 2]; + y[c2 + 12 >> 2] = e; + fa(a2, c2 + 16 | 0, c2); + a2 = y[c2 + 384 >> 2]; + e = y[c2 + 388 >> 2]; + f = y[c2 + 392 >> 2]; + y[b2 + 12 >> 2] = y[c2 + 396 >> 2] ^ j; + y[b2 + 8 >> 2] = f ^ i3; + y[b2 + 4 >> 2] = e ^ h; + y[b2 >> 2] = a2 ^ g; + T = c2 + 416 | 0; + } + function Jb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0; + d = T - 288 | 0; + T = d; + r = y[c2 + 16 >> 2]; + s2 = y[c2 + 48 >> 2]; + t2 = y[c2 + 20 >> 2]; + u = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + v2 = y[c2 + 52 >> 2]; + x2 = y[c2 + 24 >> 2]; + A2 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + B2 = y[c2 + 56 >> 2]; + i3 = y[c2 + 28 >> 2]; + C2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + D2 = y[c2 + 60 >> 2]; + f = y[c2 + 32 >> 2]; + j = y[c2 + 80 >> 2]; + E2 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + F2 = y[c2 + 112 >> 2]; + e = y[c2 + 96 >> 2]; + g = y[c2 + 36 >> 2]; + k = y[c2 + 84 >> 2]; + G2 = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); + H2 = y[c2 + 116 >> 2]; + n2 = y[c2 + 100 >> 2]; + h = y[c2 + 40 >> 2]; + l = y[c2 + 88 >> 2]; + I2 = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); + J2 = y[c2 + 120 >> 2]; + o2 = y[c2 + 104 >> 2]; + K2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + p = y[c2 + 44 >> 2]; + q = y[c2 + 108 >> 2]; + m2 = p ^ (q & y[c2 + 124 >> 2] ^ (y[c2 + 92 >> 2] ^ (z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24)))); + w[a2 + 28 | 0] = m2; + w[a2 + 29 | 0] = m2 >>> 8; + w[a2 + 30 | 0] = m2 >>> 16; + w[a2 + 31 | 0] = m2 >>> 24; + l = h ^ (o2 & J2 ^ (l ^ I2)); + w[a2 + 24 | 0] = l; + w[a2 + 25 | 0] = l >>> 8; + w[a2 + 26 | 0] = l >>> 16; + w[a2 + 27 | 0] = l >>> 24; + k = g ^ (n2 & H2 ^ (k ^ G2)); + w[a2 + 20 | 0] = k; + w[a2 + 21 | 0] = k >>> 8; + w[a2 + 22 | 0] = k >>> 16; + w[a2 + 23 | 0] = k >>> 24; + j = f ^ (e & F2 ^ (j ^ E2)); + w[a2 + 16 | 0] = j; + w[a2 + 17 | 0] = j >>> 8; + w[a2 + 18 | 0] = j >>> 16; + w[a2 + 19 | 0] = j >>> 24; + i3 = D2 & p ^ (i3 ^ C2) ^ q; + w[a2 + 12 | 0] = i3; + w[a2 + 13 | 0] = i3 >>> 8; + w[a2 + 14 | 0] = i3 >>> 16; + w[a2 + 15 | 0] = i3 >>> 24; + h = h & B2 ^ (x2 ^ A2) ^ o2; + w[a2 + 8 | 0] = h; + w[a2 + 9 | 0] = h >>> 8; + w[a2 + 10 | 0] = h >>> 16; + w[a2 + 11 | 0] = h >>> 24; + g = g & v2 ^ (t2 ^ u) ^ n2; + w[a2 + 4 | 0] = g; + w[a2 + 5 | 0] = g >>> 8; + w[a2 + 6 | 0] = g >>> 16; + w[a2 + 7 | 0] = g >>> 24; + f = e ^ (f & s2 ^ (r ^ K2)); + w[a2 | 0] = f; + w[a2 + 1 | 0] = f >>> 8; + w[a2 + 2 | 0] = f >>> 16; + w[a2 + 3 | 0] = f >>> 24; + a2 = y[c2 + 124 >> 2]; + y[d + 280 >> 2] = y[c2 + 120 >> 2]; + y[d + 284 >> 2] = a2; + a2 = y[c2 + 116 >> 2]; + y[d + 272 >> 2] = y[c2 + 112 >> 2]; + y[d + 276 >> 2] = a2; + a2 = y[c2 + 100 >> 2]; + y[d + 240 >> 2] = y[c2 + 96 >> 2]; + y[d + 244 >> 2] = a2; + a2 = y[c2 + 108 >> 2]; + y[d + 248 >> 2] = y[c2 + 104 >> 2]; + y[d + 252 >> 2] = a2; + a2 = y[c2 + 116 >> 2]; + y[d + 224 >> 2] = y[c2 + 112 >> 2]; + y[d + 228 >> 2] = a2; + a2 = y[c2 + 124 >> 2]; + y[d + 232 >> 2] = y[c2 + 120 >> 2]; + y[d + 236 >> 2] = a2; + a2 = d + 256 | 0; + fa(a2, d + 240 | 0, d + 224 | 0); + b2 = y[d + 268 >> 2]; + y[c2 + 120 >> 2] = y[d + 264 >> 2]; + y[c2 + 124 >> 2] = b2; + b2 = y[d + 260 >> 2]; + y[c2 + 112 >> 2] = y[d + 256 >> 2]; + y[c2 + 116 >> 2] = b2; + b2 = y[c2 + 84 >> 2]; + y[d + 208 >> 2] = y[c2 + 80 >> 2]; + y[d + 212 >> 2] = b2; + b2 = y[c2 + 92 >> 2]; + y[d + 216 >> 2] = y[c2 + 88 >> 2]; + y[d + 220 >> 2] = b2; + b2 = y[c2 + 100 >> 2]; + y[d + 192 >> 2] = y[c2 + 96 >> 2]; + y[d + 196 >> 2] = b2; + b2 = y[c2 + 108 >> 2]; + y[d + 200 >> 2] = y[c2 + 104 >> 2]; + y[d + 204 >> 2] = b2; + fa(a2, d + 208 | 0, d + 192 | 0); + b2 = y[d + 268 >> 2]; + y[c2 + 104 >> 2] = y[d + 264 >> 2]; + y[c2 + 108 >> 2] = b2; + b2 = y[d + 260 >> 2]; + y[c2 + 96 >> 2] = y[d + 256 >> 2]; + y[c2 + 100 >> 2] = b2; + b2 = c2 - -64 | 0; + e = y[b2 + 4 >> 2]; + y[d + 176 >> 2] = y[b2 >> 2]; + y[d + 180 >> 2] = e; + e = y[c2 + 76 >> 2]; + y[d + 184 >> 2] = y[c2 + 72 >> 2]; + y[d + 188 >> 2] = e; + e = y[c2 + 84 >> 2]; + y[d + 160 >> 2] = y[c2 + 80 >> 2]; + y[d + 164 >> 2] = e; + e = y[c2 + 92 >> 2]; + y[d + 168 >> 2] = y[c2 + 88 >> 2]; + y[d + 172 >> 2] = e; + fa(a2, d + 176 | 0, d + 160 | 0); + e = y[d + 268 >> 2]; + y[c2 + 88 >> 2] = y[d + 264 >> 2]; + y[c2 + 92 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 80 >> 2] = y[d + 256 >> 2]; + y[c2 + 84 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 144 >> 2] = y[c2 + 48 >> 2]; + y[d + 148 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 152 >> 2] = y[c2 + 56 >> 2]; + y[d + 156 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[d + 128 >> 2] = y[b2 >> 2]; + y[d + 132 >> 2] = e; + e = y[c2 + 76 >> 2]; + y[d + 136 >> 2] = y[c2 + 72 >> 2]; + y[d + 140 >> 2] = e; + fa(a2, d + 144 | 0, d + 128 | 0); + e = y[d + 268 >> 2]; + y[c2 + 72 >> 2] = y[d + 264 >> 2]; + y[c2 + 76 >> 2] = e; + e = y[d + 260 >> 2]; + y[b2 >> 2] = y[d + 256 >> 2]; + y[b2 + 4 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 112 >> 2] = y[c2 + 32 >> 2]; + y[d + 116 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 120 >> 2] = y[c2 + 40 >> 2]; + y[d + 124 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 96 >> 2] = y[c2 + 48 >> 2]; + y[d + 100 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 104 >> 2] = y[c2 + 56 >> 2]; + y[d + 108 >> 2] = e; + fa(a2, d + 112 | 0, d + 96 | 0); + e = y[d + 268 >> 2]; + y[c2 + 56 >> 2] = y[d + 264 >> 2]; + y[c2 + 60 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 48 >> 2] = y[d + 256 >> 2]; + y[c2 + 52 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 80 >> 2] = y[c2 + 16 >> 2]; + y[d + 84 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 88 >> 2] = y[c2 + 24 >> 2]; + y[d + 92 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 64 >> 2] = y[c2 + 32 >> 2]; + y[d + 68 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 72 >> 2] = y[c2 + 40 >> 2]; + y[d + 76 >> 2] = e; + fa(a2, d + 80 | 0, d - -64 | 0); + e = y[d + 268 >> 2]; + y[c2 + 40 >> 2] = y[d + 264 >> 2]; + y[c2 + 44 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 32 >> 2] = y[d + 256 >> 2]; + y[c2 + 36 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 48 >> 2] = y[c2 >> 2]; + y[d + 52 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 56 >> 2] = y[c2 + 8 >> 2]; + y[d + 60 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 32 >> 2] = y[c2 + 16 >> 2]; + y[d + 36 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 40 >> 2] = y[c2 + 24 >> 2]; + y[d + 44 >> 2] = e; + fa(a2, d + 48 | 0, d + 32 | 0); + e = y[d + 268 >> 2]; + y[c2 + 24 >> 2] = y[d + 264 >> 2]; + y[c2 + 28 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 16 >> 2] = y[d + 256 >> 2]; + y[c2 + 20 >> 2] = e; + e = y[d + 276 >> 2]; + y[d + 16 >> 2] = y[d + 272 >> 2]; + y[d + 20 >> 2] = e; + e = y[d + 284 >> 2]; + y[d + 24 >> 2] = y[d + 280 >> 2]; + y[d + 28 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d >> 2] = y[c2 >> 2]; + y[d + 4 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 8 >> 2] = y[c2 + 8 >> 2]; + y[d + 12 >> 2] = e; + fa(a2, d + 16 | 0, d); + a2 = y[d + 268 >> 2]; + y[c2 + 8 >> 2] = y[d + 264 >> 2]; + y[c2 + 12 >> 2] = a2; + a2 = y[d + 260 >> 2]; + y[c2 >> 2] = y[d + 256 >> 2]; + y[c2 + 4 >> 2] = a2; + y[c2 + 12 >> 2] = i3 ^ y[c2 + 12 >> 2]; + y[c2 + 8 >> 2] = h ^ y[c2 + 8 >> 2]; + y[c2 + 4 >> 2] = g ^ y[c2 + 4 >> 2]; + y[c2 >> 2] = f ^ y[c2 >> 2]; + y[b2 >> 2] = j ^ y[b2 >> 2]; + y[c2 + 68 >> 2] = k ^ y[c2 + 68 >> 2]; + y[c2 + 72 >> 2] = l ^ y[c2 + 72 >> 2]; + y[c2 + 76 >> 2] = m2 ^ y[c2 + 76 >> 2]; + T = d + 288 | 0; + } + function Lb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0; + d = T - 288 | 0; + T = d; + u = y[c2 + 16 >> 2]; + v2 = y[c2 + 48 >> 2]; + f = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + x2 = y[c2 + 20 >> 2]; + A2 = y[c2 + 52 >> 2]; + g = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + B2 = y[c2 + 24 >> 2]; + C2 = y[c2 + 56 >> 2]; + h = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + D2 = y[c2 + 28 >> 2]; + E2 = y[c2 + 60 >> 2]; + e = y[c2 + 32 >> 2]; + i3 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + F2 = y[c2 + 80 >> 2]; + G2 = y[c2 + 112 >> 2]; + j = y[c2 + 96 >> 2]; + k = y[c2 + 36 >> 2]; + l = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); + H2 = y[c2 + 84 >> 2]; + I2 = y[c2 + 116 >> 2]; + m2 = y[c2 + 100 >> 2]; + n2 = y[c2 + 40 >> 2]; + o2 = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); + J2 = y[c2 + 88 >> 2]; + K2 = y[c2 + 120 >> 2]; + p = y[c2 + 104 >> 2]; + q = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + r = y[c2 + 44 >> 2]; + s2 = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); + t2 = y[c2 + 108 >> 2]; + b2 = r ^ (s2 ^ (y[c2 + 92 >> 2] ^ t2 & y[c2 + 124 >> 2])); + w[a2 + 28 | 0] = b2; + w[a2 + 29 | 0] = b2 >>> 8; + w[a2 + 30 | 0] = b2 >>> 16; + w[a2 + 31 | 0] = b2 >>> 24; + b2 = p & K2 ^ J2 ^ o2 ^ n2; + w[a2 + 24 | 0] = b2; + w[a2 + 25 | 0] = b2 >>> 8; + w[a2 + 26 | 0] = b2 >>> 16; + w[a2 + 27 | 0] = b2 >>> 24; + b2 = m2 & I2 ^ H2 ^ l ^ k; + w[a2 + 20 | 0] = b2; + w[a2 + 21 | 0] = b2 >>> 8; + w[a2 + 22 | 0] = b2 >>> 16; + w[a2 + 23 | 0] = b2 >>> 24; + b2 = e ^ (j & G2 ^ F2 ^ i3); + w[a2 + 16 | 0] = b2; + w[a2 + 17 | 0] = b2 >>> 8; + w[a2 + 18 | 0] = b2 >>> 16; + w[a2 + 19 | 0] = b2 >>> 24; + b2 = E2 & r ^ D2 ^ h ^ t2; + w[a2 + 12 | 0] = b2; + w[a2 + 13 | 0] = b2 >>> 8; + w[a2 + 14 | 0] = b2 >>> 16; + w[a2 + 15 | 0] = b2 >>> 24; + b2 = n2 & C2 ^ B2 ^ g ^ p; + w[a2 + 8 | 0] = b2; + w[a2 + 9 | 0] = b2 >>> 8; + w[a2 + 10 | 0] = b2 >>> 16; + w[a2 + 11 | 0] = b2 >>> 24; + b2 = k & A2 ^ x2 ^ f ^ m2; + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + b2 = e & v2 ^ u ^ q ^ j; + w[a2 | 0] = b2; + w[a2 + 1 | 0] = b2 >>> 8; + w[a2 + 2 | 0] = b2 >>> 16; + w[a2 + 3 | 0] = b2 >>> 24; + a2 = y[c2 + 124 >> 2]; + y[d + 280 >> 2] = y[c2 + 120 >> 2]; + y[d + 284 >> 2] = a2; + a2 = y[c2 + 116 >> 2]; + y[d + 272 >> 2] = y[c2 + 112 >> 2]; + y[d + 276 >> 2] = a2; + a2 = y[c2 + 100 >> 2]; + y[d + 240 >> 2] = y[c2 + 96 >> 2]; + y[d + 244 >> 2] = a2; + a2 = y[c2 + 108 >> 2]; + y[d + 248 >> 2] = y[c2 + 104 >> 2]; + y[d + 252 >> 2] = a2; + a2 = y[c2 + 116 >> 2]; + y[d + 224 >> 2] = y[c2 + 112 >> 2]; + y[d + 228 >> 2] = a2; + a2 = y[c2 + 124 >> 2]; + y[d + 232 >> 2] = y[c2 + 120 >> 2]; + y[d + 236 >> 2] = a2; + a2 = d + 256 | 0; + fa(a2, d + 240 | 0, d + 224 | 0); + b2 = y[d + 268 >> 2]; + y[c2 + 120 >> 2] = y[d + 264 >> 2]; + y[c2 + 124 >> 2] = b2; + b2 = y[d + 260 >> 2]; + y[c2 + 112 >> 2] = y[d + 256 >> 2]; + y[c2 + 116 >> 2] = b2; + b2 = y[c2 + 84 >> 2]; + y[d + 208 >> 2] = y[c2 + 80 >> 2]; + y[d + 212 >> 2] = b2; + b2 = y[c2 + 92 >> 2]; + y[d + 216 >> 2] = y[c2 + 88 >> 2]; + y[d + 220 >> 2] = b2; + b2 = y[c2 + 100 >> 2]; + y[d + 192 >> 2] = y[c2 + 96 >> 2]; + y[d + 196 >> 2] = b2; + b2 = y[c2 + 108 >> 2]; + y[d + 200 >> 2] = y[c2 + 104 >> 2]; + y[d + 204 >> 2] = b2; + fa(a2, d + 208 | 0, d + 192 | 0); + b2 = y[d + 268 >> 2]; + y[c2 + 104 >> 2] = y[d + 264 >> 2]; + y[c2 + 108 >> 2] = b2; + b2 = y[d + 260 >> 2]; + y[c2 + 96 >> 2] = y[d + 256 >> 2]; + y[c2 + 100 >> 2] = b2; + b2 = c2 - -64 | 0; + e = y[b2 + 4 >> 2]; + y[d + 176 >> 2] = y[b2 >> 2]; + y[d + 180 >> 2] = e; + e = y[c2 + 76 >> 2]; + y[d + 184 >> 2] = y[c2 + 72 >> 2]; + y[d + 188 >> 2] = e; + e = y[c2 + 84 >> 2]; + y[d + 160 >> 2] = y[c2 + 80 >> 2]; + y[d + 164 >> 2] = e; + e = y[c2 + 92 >> 2]; + y[d + 168 >> 2] = y[c2 + 88 >> 2]; + y[d + 172 >> 2] = e; + fa(a2, d + 176 | 0, d + 160 | 0); + e = y[d + 268 >> 2]; + y[c2 + 88 >> 2] = y[d + 264 >> 2]; + y[c2 + 92 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 80 >> 2] = y[d + 256 >> 2]; + y[c2 + 84 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 144 >> 2] = y[c2 + 48 >> 2]; + y[d + 148 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 152 >> 2] = y[c2 + 56 >> 2]; + y[d + 156 >> 2] = e; + e = y[b2 + 4 >> 2]; + y[d + 128 >> 2] = y[b2 >> 2]; + y[d + 132 >> 2] = e; + e = y[c2 + 76 >> 2]; + y[d + 136 >> 2] = y[c2 + 72 >> 2]; + y[d + 140 >> 2] = e; + fa(a2, d + 144 | 0, d + 128 | 0); + e = y[d + 268 >> 2]; + y[c2 + 72 >> 2] = y[d + 264 >> 2]; + y[c2 + 76 >> 2] = e; + e = y[d + 260 >> 2]; + y[b2 >> 2] = y[d + 256 >> 2]; + y[b2 + 4 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 112 >> 2] = y[c2 + 32 >> 2]; + y[d + 116 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 120 >> 2] = y[c2 + 40 >> 2]; + y[d + 124 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 96 >> 2] = y[c2 + 48 >> 2]; + y[d + 100 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 104 >> 2] = y[c2 + 56 >> 2]; + y[d + 108 >> 2] = e; + fa(a2, d + 112 | 0, d + 96 | 0); + e = y[d + 268 >> 2]; + y[c2 + 56 >> 2] = y[d + 264 >> 2]; + y[c2 + 60 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 48 >> 2] = y[d + 256 >> 2]; + y[c2 + 52 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 80 >> 2] = y[c2 + 16 >> 2]; + y[d + 84 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 88 >> 2] = y[c2 + 24 >> 2]; + y[d + 92 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 64 >> 2] = y[c2 + 32 >> 2]; + y[d + 68 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 72 >> 2] = y[c2 + 40 >> 2]; + y[d + 76 >> 2] = e; + fa(a2, d + 80 | 0, d - -64 | 0); + e = y[d + 268 >> 2]; + y[c2 + 40 >> 2] = y[d + 264 >> 2]; + y[c2 + 44 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 32 >> 2] = y[d + 256 >> 2]; + y[c2 + 36 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 48 >> 2] = y[c2 >> 2]; + y[d + 52 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 56 >> 2] = y[c2 + 8 >> 2]; + y[d + 60 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 32 >> 2] = y[c2 + 16 >> 2]; + y[d + 36 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 40 >> 2] = y[c2 + 24 >> 2]; + y[d + 44 >> 2] = e; + fa(a2, d + 48 | 0, d + 32 | 0); + e = y[d + 268 >> 2]; + y[c2 + 24 >> 2] = y[d + 264 >> 2]; + y[c2 + 28 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 16 >> 2] = y[d + 256 >> 2]; + y[c2 + 20 >> 2] = e; + e = y[d + 276 >> 2]; + y[d + 16 >> 2] = y[d + 272 >> 2]; + y[d + 20 >> 2] = e; + e = y[d + 284 >> 2]; + y[d + 24 >> 2] = y[d + 280 >> 2]; + y[d + 28 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d >> 2] = y[c2 >> 2]; + y[d + 4 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 8 >> 2] = y[c2 + 8 >> 2]; + y[d + 12 >> 2] = e; + fa(a2, d + 16 | 0, d); + a2 = y[d + 268 >> 2]; + y[c2 + 8 >> 2] = y[d + 264 >> 2]; + y[c2 + 12 >> 2] = a2; + a2 = y[d + 260 >> 2]; + y[c2 >> 2] = y[d + 256 >> 2]; + y[c2 + 4 >> 2] = a2; + y[c2 + 12 >> 2] = y[c2 + 12 >> 2] ^ h; + y[c2 + 8 >> 2] = y[c2 + 8 >> 2] ^ g; + y[c2 + 4 >> 2] = y[c2 + 4 >> 2] ^ f; + y[c2 >> 2] = y[c2 >> 2] ^ q; + y[b2 >> 2] = y[b2 >> 2] ^ i3; + y[c2 + 68 >> 2] = y[c2 + 68 >> 2] ^ l; + y[c2 + 72 >> 2] = y[c2 + 72 >> 2] ^ o2; + y[c2 + 76 >> 2] = s2 ^ y[c2 + 76 >> 2]; + T = d + 288 | 0; + } + function Nb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0; + d = T - 288 | 0; + T = d; + k = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + l = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + m2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + g = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); + h = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); + i3 = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); + n2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + j = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); + a2 = j ^ 33620224; + y[c2 + 112 >> 2] = a2; + y[c2 + 96 >> 2] = j ^ 1427652059; + y[c2 + 80 >> 2] = a2; + a2 = c2 - -64 | 0; + b2 = j ^ n2; + y[a2 >> 2] = b2; + y[c2 + 56 >> 2] = 1110511904; + y[c2 + 60 >> 2] = -584534669; + y[c2 + 48 >> 2] = 1427652059; + y[c2 + 52 >> 2] = -248528275; + y[c2 + 40 >> 2] = 1496785429; + y[c2 + 44 >> 2] = 1652156816; + y[c2 + 32 >> 2] = 33620224; + y[c2 + 36 >> 2] = 218629379; + y[c2 + 24 >> 2] = 1110511904; + y[c2 + 28 >> 2] = -584534669; + y[c2 + 16 >> 2] = 1427652059; + y[c2 + 20 >> 2] = -248528275; + y[c2 >> 2] = b2; + b2 = i3 ^ 1652156816; + y[c2 + 124 >> 2] = b2; + f = h ^ 1496785429; + y[c2 + 120 >> 2] = f; + e = g ^ 218629379; + y[c2 + 116 >> 2] = e; + y[c2 + 108 >> 2] = i3 ^ -584534669; + y[c2 + 104 >> 2] = h ^ 1110511904; + y[c2 + 100 >> 2] = g ^ -248528275; + y[c2 + 92 >> 2] = b2; + y[c2 + 88 >> 2] = f; + y[c2 + 84 >> 2] = e; + b2 = i3 ^ m2; + y[c2 + 76 >> 2] = b2; + f = h ^ l; + y[c2 + 72 >> 2] = f; + e = g ^ k; + y[c2 + 68 >> 2] = e; + y[c2 + 12 >> 2] = b2; + y[c2 + 8 >> 2] = f; + y[c2 + 4 >> 2] = e; + f = 0; + while (1) { + b2 = y[c2 + 124 >> 2]; + y[d + 280 >> 2] = y[c2 + 120 >> 2]; + y[d + 284 >> 2] = b2; + b2 = y[c2 + 116 >> 2]; + y[d + 272 >> 2] = y[c2 + 112 >> 2]; + y[d + 276 >> 2] = b2; + b2 = y[c2 + 100 >> 2]; + y[d + 240 >> 2] = y[c2 + 96 >> 2]; + y[d + 244 >> 2] = b2; + b2 = y[c2 + 108 >> 2]; + y[d + 248 >> 2] = y[c2 + 104 >> 2]; + y[d + 252 >> 2] = b2; + b2 = y[c2 + 116 >> 2]; + y[d + 224 >> 2] = y[c2 + 112 >> 2]; + y[d + 228 >> 2] = b2; + b2 = y[c2 + 124 >> 2]; + y[d + 232 >> 2] = y[c2 + 120 >> 2]; + y[d + 236 >> 2] = b2; + b2 = d + 256 | 0; + fa(b2, d + 240 | 0, d + 224 | 0); + e = y[d + 268 >> 2]; + y[c2 + 120 >> 2] = y[d + 264 >> 2]; + y[c2 + 124 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 112 >> 2] = y[d + 256 >> 2]; + y[c2 + 116 >> 2] = e; + e = y[c2 + 84 >> 2]; + y[d + 208 >> 2] = y[c2 + 80 >> 2]; + y[d + 212 >> 2] = e; + e = y[c2 + 92 >> 2]; + y[d + 216 >> 2] = y[c2 + 88 >> 2]; + y[d + 220 >> 2] = e; + e = y[c2 + 100 >> 2]; + y[d + 192 >> 2] = y[c2 + 96 >> 2]; + y[d + 196 >> 2] = e; + e = y[c2 + 108 >> 2]; + y[d + 200 >> 2] = y[c2 + 104 >> 2]; + y[d + 204 >> 2] = e; + fa(b2, d + 208 | 0, d + 192 | 0); + e = y[d + 268 >> 2]; + y[c2 + 104 >> 2] = y[d + 264 >> 2]; + y[c2 + 108 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 96 >> 2] = y[d + 256 >> 2]; + y[c2 + 100 >> 2] = e; + e = y[a2 + 4 >> 2]; + y[d + 176 >> 2] = y[a2 >> 2]; + y[d + 180 >> 2] = e; + e = y[a2 + 12 >> 2]; + y[d + 184 >> 2] = y[a2 + 8 >> 2]; + y[d + 188 >> 2] = e; + e = y[c2 + 84 >> 2]; + y[d + 160 >> 2] = y[c2 + 80 >> 2]; + y[d + 164 >> 2] = e; + e = y[c2 + 92 >> 2]; + y[d + 168 >> 2] = y[c2 + 88 >> 2]; + y[d + 172 >> 2] = e; + fa(b2, d + 176 | 0, d + 160 | 0); + e = y[d + 268 >> 2]; + y[c2 + 88 >> 2] = y[d + 264 >> 2]; + y[c2 + 92 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 80 >> 2] = y[d + 256 >> 2]; + y[c2 + 84 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 144 >> 2] = y[c2 + 48 >> 2]; + y[d + 148 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 152 >> 2] = y[c2 + 56 >> 2]; + y[d + 156 >> 2] = e; + e = y[a2 + 4 >> 2]; + y[d + 128 >> 2] = y[a2 >> 2]; + y[d + 132 >> 2] = e; + e = y[a2 + 12 >> 2]; + y[d + 136 >> 2] = y[a2 + 8 >> 2]; + y[d + 140 >> 2] = e; + fa(b2, d + 144 | 0, d + 128 | 0); + e = y[d + 268 >> 2]; + y[a2 + 8 >> 2] = y[d + 264 >> 2]; + y[a2 + 12 >> 2] = e; + e = y[d + 260 >> 2]; + y[a2 >> 2] = y[d + 256 >> 2]; + y[a2 + 4 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 112 >> 2] = y[c2 + 32 >> 2]; + y[d + 116 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 120 >> 2] = y[c2 + 40 >> 2]; + y[d + 124 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 96 >> 2] = y[c2 + 48 >> 2]; + y[d + 100 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 104 >> 2] = y[c2 + 56 >> 2]; + y[d + 108 >> 2] = e; + fa(b2, d + 112 | 0, d + 96 | 0); + e = y[d + 268 >> 2]; + y[c2 + 56 >> 2] = y[d + 264 >> 2]; + y[c2 + 60 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 48 >> 2] = y[d + 256 >> 2]; + y[c2 + 52 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 80 >> 2] = y[c2 + 16 >> 2]; + y[d + 84 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 88 >> 2] = y[c2 + 24 >> 2]; + y[d + 92 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 64 >> 2] = y[c2 + 32 >> 2]; + y[d + 68 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 72 >> 2] = y[c2 + 40 >> 2]; + y[d + 76 >> 2] = e; + fa(b2, d + 80 | 0, d - -64 | 0); + e = y[d + 268 >> 2]; + y[c2 + 40 >> 2] = y[d + 264 >> 2]; + y[c2 + 44 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 32 >> 2] = y[d + 256 >> 2]; + y[c2 + 36 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 48 >> 2] = y[c2 >> 2]; + y[d + 52 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 56 >> 2] = y[c2 + 8 >> 2]; + y[d + 60 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 32 >> 2] = y[c2 + 16 >> 2]; + y[d + 36 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 40 >> 2] = y[c2 + 24 >> 2]; + y[d + 44 >> 2] = e; + fa(b2, d + 48 | 0, d + 32 | 0); + e = y[d + 268 >> 2]; + y[c2 + 24 >> 2] = y[d + 264 >> 2]; + y[c2 + 28 >> 2] = e; + e = y[d + 260 >> 2]; + y[c2 + 16 >> 2] = y[d + 256 >> 2]; + y[c2 + 20 >> 2] = e; + e = y[d + 276 >> 2]; + y[d + 16 >> 2] = y[d + 272 >> 2]; + y[d + 20 >> 2] = e; + e = y[d + 284 >> 2]; + y[d + 24 >> 2] = y[d + 280 >> 2]; + y[d + 28 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d >> 2] = y[c2 >> 2]; + y[d + 4 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 8 >> 2] = y[c2 + 8 >> 2]; + y[d + 12 >> 2] = e; + fa(b2, d + 16 | 0, d); + b2 = y[d + 268 >> 2]; + y[c2 + 8 >> 2] = y[d + 264 >> 2]; + y[c2 + 12 >> 2] = b2; + b2 = y[d + 260 >> 2]; + y[c2 >> 2] = y[d + 256 >> 2]; + y[c2 + 4 >> 2] = b2; + y[c2 + 12 >> 2] = y[c2 + 12 >> 2] ^ m2; + y[c2 + 8 >> 2] = y[c2 + 8 >> 2] ^ l; + y[c2 + 4 >> 2] = y[c2 + 4 >> 2] ^ k; + y[c2 >> 2] = y[c2 >> 2] ^ n2; + y[a2 >> 2] = j ^ y[a2 >> 2]; + y[c2 + 68 >> 2] = y[c2 + 68 >> 2] ^ g; + y[c2 + 72 >> 2] = y[c2 + 72 >> 2] ^ h; + y[c2 + 76 >> 2] = y[c2 + 76 >> 2] ^ i3; + f = f + 1 | 0; + if ((f | 0) != 10) { + continue; + } + break; + } + T = d + 288 | 0; + } + function Sa(a2, b2, c2, d, e) { + var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, U2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0; + j = T + -64 | 0; + H2 = y[a2 + 60 >> 2]; + I2 = y[a2 + 56 >> 2]; + C2 = y[a2 + 52 >> 2]; + B2 = y[a2 + 48 >> 2]; + J2 = y[a2 + 44 >> 2]; + K2 = y[a2 + 40 >> 2]; + L2 = y[a2 + 36 >> 2]; + M2 = y[a2 + 32 >> 2]; + N2 = y[a2 + 28 >> 2]; + O2 = y[a2 + 24 >> 2]; + P2 = y[a2 + 20 >> 2]; + Q2 = y[a2 + 16 >> 2]; + R2 = y[a2 + 12 >> 2]; + S2 = y[a2 + 8 >> 2]; + U2 = y[a2 + 4 >> 2]; + V2 = y[a2 >> 2]; + while (1) { + a: { + if (!e & d >>> 0 > 63 | e) { + f = c2; + break a; + } + y[j + 56 >> 2] = 0; + y[j + 60 >> 2] = 0; + y[j + 48 >> 2] = 0; + y[j + 52 >> 2] = 0; + y[j + 40 >> 2] = 0; + y[j + 44 >> 2] = 0; + y[j + 32 >> 2] = 0; + y[j + 36 >> 2] = 0; + y[j + 24 >> 2] = 0; + y[j + 28 >> 2] = 0; + y[j + 16 >> 2] = 0; + y[j + 20 >> 2] = 0; + y[j + 8 >> 2] = 0; + y[j + 12 >> 2] = 0; + y[j >> 2] = 0; + y[j + 4 >> 2] = 0; + h = 0; + while (1) { + w[h + j | 0] = z[b2 + h | 0]; + h = h + 1 | 0; + if (!e & d >>> 0 > h >>> 0 | e) { + continue; + } + break; + } + f = j; + b2 = f; + W2 = c2; + } + D2 = 20; + g = V2; + p = U2; + q = S2; + t2 = R2; + h = Q2; + c2 = P2; + k = O2; + l = N2; + m2 = M2; + v2 = L2; + r = K2; + i3 = H2; + x2 = I2; + u = C2; + s2 = B2; + n2 = J2; + while (1) { + o2 = h; + h = g + h | 0; + g = ue(h ^ s2, 16); + m2 = g + m2 | 0; + s2 = ue(o2 ^ m2, 12); + o2 = s2; + A2 = h + s2 | 0; + s2 = ue(A2 ^ g, 8); + m2 = s2 + m2 | 0; + h = ue(o2 ^ m2, 7); + g = l + t2 | 0; + i3 = ue(g ^ i3, 16); + n2 = i3 + n2 | 0; + l = ue(n2 ^ l, 12); + q = k + q | 0; + t2 = ue(q ^ x2, 16); + r = t2 + r | 0; + k = ue(r ^ k, 12); + E2 = g + l | 0; + x2 = E2 + h | 0; + q = k + q | 0; + F2 = ue(q ^ t2, 8); + g = ue(x2 ^ F2, 16); + p = c2 + p | 0; + t2 = ue(p ^ u, 16); + v2 = t2 + v2 | 0; + c2 = ue(v2 ^ c2, 12); + o2 = h; + p = c2 + p | 0; + u = ue(p ^ t2, 8); + G2 = u + v2 | 0; + h = G2 + g | 0; + o2 = ue(o2 ^ h, 12); + t2 = o2 + x2 | 0; + x2 = ue(g ^ t2, 8); + v2 = x2 + h | 0; + h = ue(v2 ^ o2, 7); + o2 = m2; + m2 = q; + g = ue(i3 ^ E2, 8); + i3 = g + n2 | 0; + q = ue(i3 ^ l, 7); + m2 = m2 + q | 0; + u = ue(m2 ^ u, 16); + l = o2 + u | 0; + n2 = ue(l ^ q, 12); + q = n2 + m2 | 0; + u = ue(u ^ q, 8); + m2 = l + u | 0; + l = ue(m2 ^ n2, 7); + n2 = i3; + i3 = p; + r = r + F2 | 0; + p = ue(r ^ k, 7); + i3 = i3 + p | 0; + s2 = ue(i3 ^ s2, 16); + k = n2 + s2 | 0; + n2 = i3; + i3 = ue(k ^ p, 12); + p = n2 + i3 | 0; + s2 = ue(s2 ^ p, 8); + n2 = k + s2 | 0; + k = ue(n2 ^ i3, 7); + o2 = r; + i3 = g; + g = ue(c2 ^ G2, 7); + r = g + A2 | 0; + i3 = ue(i3 ^ r, 16); + c2 = o2 + i3 | 0; + A2 = ue(c2 ^ g, 12); + g = A2 + r | 0; + i3 = ue(i3 ^ g, 8); + r = c2 + i3 | 0; + c2 = ue(r ^ A2, 7); + D2 = D2 - 2 | 0; + if (D2) { + continue; + } + break; + } + D2 = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + A2 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + E2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + F2 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + G2 = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); + o2 = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); + X = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); + Y = z[b2 + 32 | 0] | z[b2 + 33 | 0] << 8 | (z[b2 + 34 | 0] << 16 | z[b2 + 35 | 0] << 24); + Z = z[b2 + 36 | 0] | z[b2 + 37 | 0] << 8 | (z[b2 + 38 | 0] << 16 | z[b2 + 39 | 0] << 24); + _ = z[b2 + 40 | 0] | z[b2 + 41 | 0] << 8 | (z[b2 + 42 | 0] << 16 | z[b2 + 43 | 0] << 24); + $2 = z[b2 + 44 | 0] | z[b2 + 45 | 0] << 8 | (z[b2 + 46 | 0] << 16 | z[b2 + 47 | 0] << 24); + aa = z[b2 + 48 | 0] | z[b2 + 49 | 0] << 8 | (z[b2 + 50 | 0] << 16 | z[b2 + 51 | 0] << 24); + ba2 = z[b2 + 52 | 0] | z[b2 + 53 | 0] << 8 | (z[b2 + 54 | 0] << 16 | z[b2 + 55 | 0] << 24); + ca2 = z[b2 + 56 | 0] | z[b2 + 57 | 0] << 8 | (z[b2 + 58 | 0] << 16 | z[b2 + 59 | 0] << 24); + da2 = z[b2 + 60 | 0] | z[b2 + 61 | 0] << 8 | (z[b2 + 62 | 0] << 16 | z[b2 + 63 | 0] << 24); + g = g + V2 ^ (z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24)); + w[f | 0] = g; + w[f + 1 | 0] = g >>> 8; + w[f + 2 | 0] = g >>> 16; + w[f + 3 | 0] = g >>> 24; + g = i3 + H2 ^ da2; + w[f + 60 | 0] = g; + w[f + 61 | 0] = g >>> 8; + w[f + 62 | 0] = g >>> 16; + w[f + 63 | 0] = g >>> 24; + g = x2 + I2 ^ ca2; + w[f + 56 | 0] = g; + w[f + 57 | 0] = g >>> 8; + w[f + 58 | 0] = g >>> 16; + w[f + 59 | 0] = g >>> 24; + g = u + C2 ^ ba2; + w[f + 52 | 0] = g; + w[f + 53 | 0] = g >>> 8; + w[f + 54 | 0] = g >>> 16; + w[f + 55 | 0] = g >>> 24; + g = s2 + B2 ^ aa; + w[f + 48 | 0] = g; + w[f + 49 | 0] = g >>> 8; + w[f + 50 | 0] = g >>> 16; + w[f + 51 | 0] = g >>> 24; + g = n2 + J2 ^ $2; + w[f + 44 | 0] = g; + w[f + 45 | 0] = g >>> 8; + w[f + 46 | 0] = g >>> 16; + w[f + 47 | 0] = g >>> 24; + g = r + K2 ^ _; + w[f + 40 | 0] = g; + w[f + 41 | 0] = g >>> 8; + w[f + 42 | 0] = g >>> 16; + w[f + 43 | 0] = g >>> 24; + g = v2 + L2 ^ Z; + w[f + 36 | 0] = g; + w[f + 37 | 0] = g >>> 8; + w[f + 38 | 0] = g >>> 16; + w[f + 39 | 0] = g >>> 24; + g = m2 + M2 ^ Y; + w[f + 32 | 0] = g; + w[f + 33 | 0] = g >>> 8; + w[f + 34 | 0] = g >>> 16; + w[f + 35 | 0] = g >>> 24; + l = l + N2 ^ X; + w[f + 28 | 0] = l; + w[f + 29 | 0] = l >>> 8; + w[f + 30 | 0] = l >>> 16; + w[f + 31 | 0] = l >>> 24; + k = o2 ^ k + O2; + w[f + 24 | 0] = k; + w[f + 25 | 0] = k >>> 8; + w[f + 26 | 0] = k >>> 16; + w[f + 27 | 0] = k >>> 24; + c2 = G2 ^ c2 + P2; + w[f + 20 | 0] = c2; + w[f + 21 | 0] = c2 >>> 8; + w[f + 22 | 0] = c2 >>> 16; + w[f + 23 | 0] = c2 >>> 24; + c2 = F2 ^ h + Q2; + w[f + 16 | 0] = c2; + w[f + 17 | 0] = c2 >>> 8; + w[f + 18 | 0] = c2 >>> 16; + w[f + 19 | 0] = c2 >>> 24; + c2 = E2 ^ t2 + R2; + w[f + 12 | 0] = c2; + w[f + 13 | 0] = c2 >>> 8; + w[f + 14 | 0] = c2 >>> 16; + w[f + 15 | 0] = c2 >>> 24; + c2 = A2 ^ q + S2; + w[f + 8 | 0] = c2; + w[f + 9 | 0] = c2 >>> 8; + w[f + 10 | 0] = c2 >>> 16; + w[f + 11 | 0] = c2 >>> 24; + c2 = D2 ^ p + U2; + w[f + 4 | 0] = c2; + w[f + 5 | 0] = c2 >>> 8; + w[f + 6 | 0] = c2 >>> 16; + w[f + 7 | 0] = c2 >>> 24; + B2 = B2 + 1 | 0; + C2 = !B2 + C2 | 0; + if (!e & d >>> 0 <= 64) { + if (!e & d >>> 0 <= 63) { + h = 0; + while (1) { + w[h + W2 | 0] = z[f + h | 0]; + h = h + 1 | 0; + if (d >>> 0 > h >>> 0) { + continue; + } + break; + } + } + y[a2 + 52 >> 2] = C2; + y[a2 + 48 >> 2] = B2; + } else { + b2 = b2 - -64 | 0; + c2 = f - -64 | 0; + e = e - 1 | 0; + d = d + -64 | 0; + e = d >>> 0 < 4294967232 ? e + 1 | 0 : e; + continue; + } + break; + } + } + function Cb(a2, b2, c2, d, e) { + var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0; + f = T - 224 | 0; + T = f; + l = y[e + 60 >> 2] ^ d >>> 29; + m2 = y[e + 56 >> 2] ^ d << 3; + h = y[e + 52 >> 2] ^ c2 >>> 29; + j = y[e + 48 >> 2] ^ c2 << 3; + g = e - -64 | 0; + while (1) { + c2 = y[e + 92 >> 2]; + y[f + 216 >> 2] = y[e + 88 >> 2]; + y[f + 220 >> 2] = c2; + c2 = y[e + 84 >> 2]; + y[f + 208 >> 2] = y[e + 80 >> 2]; + y[f + 212 >> 2] = c2; + c2 = y[g + 4 >> 2]; + y[f + 176 >> 2] = y[g >> 2]; + y[f + 180 >> 2] = c2; + c2 = y[g + 12 >> 2]; + y[f + 184 >> 2] = y[g + 8 >> 2]; + y[f + 188 >> 2] = c2; + c2 = y[e + 84 >> 2]; + y[f + 160 >> 2] = y[e + 80 >> 2]; + y[f + 164 >> 2] = c2; + c2 = y[e + 92 >> 2]; + y[f + 168 >> 2] = y[e + 88 >> 2]; + y[f + 172 >> 2] = c2; + d = f + 192 | 0; + fa(d, f + 176 | 0, f + 160 | 0); + c2 = y[f + 204 >> 2]; + y[e + 88 >> 2] = y[f + 200 >> 2]; + y[e + 92 >> 2] = c2; + c2 = y[f + 196 >> 2]; + y[e + 80 >> 2] = y[f + 192 >> 2]; + y[e + 84 >> 2] = c2; + c2 = y[e + 52 >> 2]; + y[f + 144 >> 2] = y[e + 48 >> 2]; + y[f + 148 >> 2] = c2; + c2 = y[e + 60 >> 2]; + y[f + 152 >> 2] = y[e + 56 >> 2]; + y[f + 156 >> 2] = c2; + c2 = y[g + 4 >> 2]; + y[f + 128 >> 2] = y[g >> 2]; + y[f + 132 >> 2] = c2; + c2 = y[g + 12 >> 2]; + y[f + 136 >> 2] = y[g + 8 >> 2]; + y[f + 140 >> 2] = c2; + fa(d, f + 144 | 0, f + 128 | 0); + c2 = y[f + 204 >> 2]; + y[g + 8 >> 2] = y[f + 200 >> 2]; + y[g + 12 >> 2] = c2; + c2 = y[f + 196 >> 2]; + y[g >> 2] = y[f + 192 >> 2]; + y[g + 4 >> 2] = c2; + c2 = y[e + 36 >> 2]; + y[f + 112 >> 2] = y[e + 32 >> 2]; + y[f + 116 >> 2] = c2; + c2 = y[e + 44 >> 2]; + y[f + 120 >> 2] = y[e + 40 >> 2]; + y[f + 124 >> 2] = c2; + c2 = y[e + 52 >> 2]; + y[f + 96 >> 2] = y[e + 48 >> 2]; + y[f + 100 >> 2] = c2; + c2 = y[e + 60 >> 2]; + y[f + 104 >> 2] = y[e + 56 >> 2]; + y[f + 108 >> 2] = c2; + fa(d, f + 112 | 0, f + 96 | 0); + c2 = y[f + 204 >> 2]; + y[e + 56 >> 2] = y[f + 200 >> 2]; + y[e + 60 >> 2] = c2; + c2 = y[f + 196 >> 2]; + y[e + 48 >> 2] = y[f + 192 >> 2]; + y[e + 52 >> 2] = c2; + c2 = y[e + 20 >> 2]; + y[f + 80 >> 2] = y[e + 16 >> 2]; + y[f + 84 >> 2] = c2; + c2 = y[e + 28 >> 2]; + y[f + 88 >> 2] = y[e + 24 >> 2]; + y[f + 92 >> 2] = c2; + c2 = y[e + 36 >> 2]; + y[f + 64 >> 2] = y[e + 32 >> 2]; + y[f + 68 >> 2] = c2; + c2 = y[e + 44 >> 2]; + y[f + 72 >> 2] = y[e + 40 >> 2]; + y[f + 76 >> 2] = c2; + fa(d, f + 80 | 0, f - -64 | 0); + c2 = y[f + 204 >> 2]; + y[e + 40 >> 2] = y[f + 200 >> 2]; + y[e + 44 >> 2] = c2; + c2 = y[f + 196 >> 2]; + y[e + 32 >> 2] = y[f + 192 >> 2]; + y[e + 36 >> 2] = c2; + c2 = y[e + 4 >> 2]; + y[f + 48 >> 2] = y[e >> 2]; + y[f + 52 >> 2] = c2; + c2 = y[e + 12 >> 2]; + y[f + 56 >> 2] = y[e + 8 >> 2]; + y[f + 60 >> 2] = c2; + c2 = y[e + 20 >> 2]; + y[f + 32 >> 2] = y[e + 16 >> 2]; + y[f + 36 >> 2] = c2; + c2 = y[e + 28 >> 2]; + y[f + 40 >> 2] = y[e + 24 >> 2]; + y[f + 44 >> 2] = c2; + fa(d, f + 48 | 0, f + 32 | 0); + c2 = y[f + 204 >> 2]; + y[e + 24 >> 2] = y[f + 200 >> 2]; + y[e + 28 >> 2] = c2; + c2 = y[f + 196 >> 2]; + y[e + 16 >> 2] = y[f + 192 >> 2]; + y[e + 20 >> 2] = c2; + c2 = y[f + 212 >> 2]; + y[f + 16 >> 2] = y[f + 208 >> 2]; + y[f + 20 >> 2] = c2; + c2 = y[f + 220 >> 2]; + y[f + 24 >> 2] = y[f + 216 >> 2]; + y[f + 28 >> 2] = c2; + c2 = y[e + 4 >> 2]; + y[f >> 2] = y[e >> 2]; + y[f + 4 >> 2] = c2; + c2 = y[e + 12 >> 2]; + y[f + 8 >> 2] = y[e + 8 >> 2]; + y[f + 12 >> 2] = c2; + fa(d, f + 16 | 0, f); + k = y[f + 192 >> 2]; + d = y[f + 196 >> 2]; + c2 = y[f + 200 >> 2]; + n2 = l ^ y[f + 204 >> 2]; + y[e + 12 >> 2] = n2; + p = c2 ^ m2; + y[e + 8 >> 2] = p; + q = d ^ h; + y[e + 4 >> 2] = q; + r = j ^ k; + y[e >> 2] = r; + i3 = i3 + 1 | 0; + if ((i3 | 0) != 7) { + continue; + } + break; + } + a: { + b: { + c: { + c2 = b2 - 16 | 0; + if (c2) { + if ((c2 | 0) == 16) { + break c; + } + break b; + } + s2 = y[e + 16 >> 2]; + t2 = y[e + 48 >> 2]; + u = y[e + 32 >> 2]; + v2 = y[e + 80 >> 2]; + x2 = y[e - -64 >> 2]; + g = y[e + 20 >> 2]; + l = y[e + 52 >> 2]; + m2 = y[e + 36 >> 2]; + h = y[e + 84 >> 2]; + j = y[e + 68 >> 2]; + k = y[e + 24 >> 2]; + i3 = y[e + 56 >> 2]; + d = y[e + 40 >> 2]; + c2 = y[e + 88 >> 2]; + b2 = y[e + 72 >> 2]; + e = n2 ^ (y[e + 28 >> 2] ^ (y[e + 60 >> 2] ^ (y[e + 44 >> 2] ^ (y[e + 92 >> 2] ^ y[e + 76 >> 2])))); + w[a2 + 12 | 0] = e; + w[a2 + 13 | 0] = e >>> 8; + w[a2 + 14 | 0] = e >>> 16; + w[a2 + 15 | 0] = e >>> 24; + b2 = p ^ (b2 ^ c2 ^ d ^ i3 ^ k); + w[a2 + 8 | 0] = b2; + w[a2 + 9 | 0] = b2 >>> 8; + w[a2 + 10 | 0] = b2 >>> 16; + w[a2 + 11 | 0] = b2 >>> 24; + b2 = q ^ (g ^ (l ^ (h ^ j ^ m2))); + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + b2 = r ^ (s2 ^ (t2 ^ (u ^ (v2 ^ x2)))); + w[a2 | 0] = b2; + w[a2 + 1 | 0] = b2 >>> 8; + w[a2 + 2 | 0] = b2 >>> 16; + w[a2 + 3 | 0] = b2 >>> 24; + break a; + } + j = y[e + 32 >> 2]; + k = y[e + 16 >> 2]; + i3 = y[e + 36 >> 2]; + d = y[e + 20 >> 2]; + c2 = y[e + 40 >> 2]; + b2 = y[e + 24 >> 2]; + h = n2 ^ (y[e + 44 >> 2] ^ y[e + 28 >> 2]); + w[a2 + 12 | 0] = h; + w[a2 + 13 | 0] = h >>> 8; + w[a2 + 14 | 0] = h >>> 16; + w[a2 + 15 | 0] = h >>> 24; + b2 = p ^ (b2 ^ c2); + w[a2 + 8 | 0] = b2; + w[a2 + 9 | 0] = b2 >>> 8; + w[a2 + 10 | 0] = b2 >>> 16; + w[a2 + 11 | 0] = b2 >>> 24; + b2 = q ^ (d ^ i3); + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + b2 = r ^ (j ^ k); + w[a2 | 0] = b2; + w[a2 + 1 | 0] = b2 >>> 8; + w[a2 + 2 | 0] = b2 >>> 16; + w[a2 + 3 | 0] = b2 >>> 24; + l = y[e + 48 >> 2]; + m2 = y[e + 80 >> 2]; + h = y[e - -64 >> 2]; + j = y[e + 52 >> 2]; + k = y[e + 84 >> 2]; + i3 = y[e + 68 >> 2]; + d = y[e + 56 >> 2]; + c2 = y[e + 88 >> 2]; + b2 = y[e + 72 >> 2]; + e = y[e + 60 >> 2] ^ (y[e + 92 >> 2] ^ y[e + 76 >> 2]); + w[a2 + 28 | 0] = e; + w[a2 + 29 | 0] = e >>> 8; + w[a2 + 30 | 0] = e >>> 16; + w[a2 + 31 | 0] = e >>> 24; + b2 = d ^ (b2 ^ c2); + w[a2 + 24 | 0] = b2; + w[a2 + 25 | 0] = b2 >>> 8; + w[a2 + 26 | 0] = b2 >>> 16; + w[a2 + 27 | 0] = b2 >>> 24; + b2 = j ^ (k ^ i3); + w[a2 + 20 | 0] = b2; + w[a2 + 21 | 0] = b2 >>> 8; + w[a2 + 22 | 0] = b2 >>> 16; + w[a2 + 23 | 0] = b2 >>> 24; + b2 = l ^ (h ^ m2); + w[a2 + 16 | 0] = b2; + w[a2 + 17 | 0] = b2 >>> 8; + w[a2 + 18 | 0] = b2 >>> 16; + w[a2 + 19 | 0] = b2 >>> 24; + break a; + } + if (!b2) { + break a; + } + o(a2, 0, b2); + } + T = f + 224 | 0; + } + function sa(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0; + j = T - 704 | 0; + T = j; + g = a2 + 80 | 0; + e = y[a2 + 72 >> 2] >>> 3 & 127; + c2 = g + e | 0; + a: { + if (e >>> 0 >= 112) { + e = 128 - e | 0; + if (e) { + t(c2, 38704, e); + } + Ra(a2, g, j, j + 640 | 0); + o(g, 0, 112); + break a; + } + e = 112 - e | 0; + if (!e) { + break a; + } + t(c2, 38704, e); + } + e = a2 - -64 | 0; + d = y[e >> 2]; + c2 = y[e + 4 >> 2]; + i3 = d << 24 | (d & 65280) << 8; + f = d & 16711680; + e = f >>> 8 | 0; + k = f << 24; + h = d & -16777216; + f = h >>> 24 | 0; + y[a2 + 192 >> 2] = k | h << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); + c2 = e | f | i3; + y[a2 + 196 >> 2] = c2; + d = y[a2 + 72 >> 2]; + i3 = d << 24 | (d & 65280) << 8; + f = d & 16711680; + e = f >>> 8 | 0; + c2 = y[a2 + 76 >> 2]; + k = f << 24; + h = d & -16777216; + f = h >>> 24 | 0; + y[a2 + 200 >> 2] = k | h << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); + c2 = e | f | i3; + y[a2 + 204 >> 2] = c2; + Ra(a2, g, j, j + 640 | 0); + d = y[a2 >> 2]; + h = d << 24 | (d & 65280) << 8; + f = d & 16711680; + e = f >>> 8 | 0; + c2 = y[a2 + 4 >> 2]; + i3 = f << 24; + g = d & -16777216; + f = g >>> 24 | 0; + c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); + w[b2 | 0] = c2; + w[b2 + 1 | 0] = c2 >>> 8; + w[b2 + 2 | 0] = c2 >>> 16; + w[b2 + 3 | 0] = c2 >>> 24; + c2 = e | f | h; + e = c2 | 0; + w[b2 + 4 | 0] = e; + w[b2 + 5 | 0] = e >>> 8; + w[b2 + 6 | 0] = e >>> 16; + w[b2 + 7 | 0] = e >>> 24; + d = y[a2 + 8 >> 2]; + h = d << 24 | (d & 65280) << 8; + f = d & 16711680; + e = f >>> 8 | 0; + c2 = y[a2 + 12 >> 2]; + i3 = f << 24; + g = d & -16777216; + f = g >>> 24 | 0; + c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); + w[b2 + 8 | 0] = c2; + w[b2 + 9 | 0] = c2 >>> 8; + w[b2 + 10 | 0] = c2 >>> 16; + w[b2 + 11 | 0] = c2 >>> 24; + c2 = e | f | h; + e = c2 | 0; + w[b2 + 12 | 0] = e; + w[b2 + 13 | 0] = e >>> 8; + w[b2 + 14 | 0] = e >>> 16; + w[b2 + 15 | 0] = e >>> 24; + d = y[a2 + 16 >> 2]; + h = d << 24 | (d & 65280) << 8; + f = d & 16711680; + e = f >>> 8 | 0; + c2 = y[a2 + 20 >> 2]; + i3 = f << 24; + g = d & -16777216; + f = g >>> 24 | 0; + c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); + w[b2 + 16 | 0] = c2; + w[b2 + 17 | 0] = c2 >>> 8; + w[b2 + 18 | 0] = c2 >>> 16; + w[b2 + 19 | 0] = c2 >>> 24; + c2 = e | f | h; + e = c2 | 0; + w[b2 + 20 | 0] = e; + w[b2 + 21 | 0] = e >>> 8; + w[b2 + 22 | 0] = e >>> 16; + w[b2 + 23 | 0] = e >>> 24; + d = y[a2 + 24 >> 2]; + h = d << 24 | (d & 65280) << 8; + f = d & 16711680; + e = f >>> 8 | 0; + c2 = y[a2 + 28 >> 2]; + i3 = f << 24; + g = d & -16777216; + f = g >>> 24 | 0; + c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); + w[b2 + 24 | 0] = c2; + w[b2 + 25 | 0] = c2 >>> 8; + w[b2 + 26 | 0] = c2 >>> 16; + w[b2 + 27 | 0] = c2 >>> 24; + c2 = e | f | h; + e = c2 | 0; + w[b2 + 28 | 0] = e; + w[b2 + 29 | 0] = e >>> 8; + w[b2 + 30 | 0] = e >>> 16; + w[b2 + 31 | 0] = e >>> 24; + d = y[a2 + 32 >> 2]; + h = d << 24 | (d & 65280) << 8; + f = d & 16711680; + e = f >>> 8 | 0; + c2 = y[a2 + 36 >> 2]; + i3 = f << 24; + g = d & -16777216; + f = g >>> 24 | 0; + c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); + w[b2 + 32 | 0] = c2; + w[b2 + 33 | 0] = c2 >>> 8; + w[b2 + 34 | 0] = c2 >>> 16; + w[b2 + 35 | 0] = c2 >>> 24; + c2 = e | f | h; + e = c2 | 0; + w[b2 + 36 | 0] = e; + w[b2 + 37 | 0] = e >>> 8; + w[b2 + 38 | 0] = e >>> 16; + w[b2 + 39 | 0] = e >>> 24; + d = y[a2 + 40 >> 2]; + h = d << 24 | (d & 65280) << 8; + f = d & 16711680; + e = f >>> 8 | 0; + c2 = y[a2 + 44 >> 2]; + i3 = f << 24; + g = d & -16777216; + f = g >>> 24 | 0; + c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); + w[b2 + 40 | 0] = c2; + w[b2 + 41 | 0] = c2 >>> 8; + w[b2 + 42 | 0] = c2 >>> 16; + w[b2 + 43 | 0] = c2 >>> 24; + c2 = e | f | h; + e = c2 | 0; + w[b2 + 44 | 0] = e; + w[b2 + 45 | 0] = e >>> 8; + w[b2 + 46 | 0] = e >>> 16; + w[b2 + 47 | 0] = e >>> 24; + d = y[a2 + 48 >> 2]; + h = d << 24 | (d & 65280) << 8; + f = d & 16711680; + e = f >>> 8 | 0; + c2 = y[a2 + 52 >> 2]; + i3 = f << 24; + g = d & -16777216; + f = g >>> 24 | 0; + c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); + w[b2 + 48 | 0] = c2; + w[b2 + 49 | 0] = c2 >>> 8; + w[b2 + 50 | 0] = c2 >>> 16; + w[b2 + 51 | 0] = c2 >>> 24; + c2 = e | f | h; + e = c2 | 0; + w[b2 + 52 | 0] = e; + w[b2 + 53 | 0] = e >>> 8; + w[b2 + 54 | 0] = e >>> 16; + w[b2 + 55 | 0] = e >>> 24; + d = y[a2 + 56 >> 2]; + h = d << 24 | (d & 65280) << 8; + f = d & 16711680; + e = f >>> 8 | 0; + c2 = b2; + i3 = f << 24; + g = d & -16777216; + f = g >>> 24 | 0; + b2 = y[a2 + 60 >> 2]; + b2 = i3 | g << 8 | (((b2 & 255) << 24 | d >>> 8) & -16777216 | ((b2 & 16777215) << 8 | d >>> 24) & 16711680 | (b2 >>> 8 & 65280 | b2 >>> 24)); + w[c2 + 56 | 0] = b2; + w[c2 + 57 | 0] = b2 >>> 8; + w[c2 + 58 | 0] = b2 >>> 16; + w[c2 + 59 | 0] = b2 >>> 24; + b2 = e | f | h; + b2 = b2 | 0; + w[c2 + 60 | 0] = b2; + w[c2 + 61 | 0] = b2 >>> 8; + w[c2 + 62 | 0] = b2 >>> 16; + w[c2 + 63 | 0] = b2 >>> 24; + ga(j, 704); + ga(a2, 208); + T = j + 704 | 0; + } + function Mc(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0; + f = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); + r = f ^ 1886610805; + g = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); + s2 = g ^ 1936682341; + f = f ^ 1852142177; + h = g ^ 1819895653; + p = c2; + v2 = c2 & 7; + g = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); + t2 = g ^ 1852075885; + c2 = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); + u = c2 ^ 1685025377; + i3 = g ^ 2037671283; + g = c2 ^ 1952801890; + c2 = p & -8; + if (c2) { + l = b2 + c2 | 0; + while (1) { + q = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + o2 = g ^ q; + c2 = o2 + h | 0; + k = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + d = i3 ^ k; + e = f + d | 0; + i3 = e; + c2 = e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; + m2 = c2; + c2 = s2 + u | 0; + h = r + t2 | 0; + c2 = h >>> 0 < t2 >>> 0 ? c2 + 1 | 0 : c2; + f = ve(t2, u, 13) ^ h; + n2 = i3 + f | 0; + g = c2; + e = c2 ^ U; + c2 = m2 + e | 0; + c2 = f >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; + f = ve(f, e, 17) ^ n2; + j = c2; + e = c2 ^ U; + r = ve(f, e, 13); + s2 = U; + c2 = ve(d, o2, 16); + d = m2 ^ U; + o2 = c2 ^ i3; + g = ve(h, g, 32); + h = o2 + g | 0; + c2 = U + d | 0; + g = g >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + c2 = g + e | 0; + i3 = f + h | 0; + c2 = i3 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + f = i3 ^ r; + m2 = c2; + e = c2 ^ s2; + r = ve(f, e, 17); + s2 = U; + c2 = ve(o2, d, 21); + d = g ^ U; + o2 = c2 ^ h; + g = ve(n2, j, 32); + h = o2 + g | 0; + c2 = U + d | 0; + g = g >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + c2 = g + e | 0; + f = f + h | 0; + c2 = f >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + t2 = f ^ r; + e = c2; + u = c2 ^ s2; + c2 = ve(o2, d, 16); + g = g ^ U; + n2 = g; + c2 = c2 ^ h; + j = ve(c2, g, 21); + h = U; + g = ve(i3, m2, 32); + m2 = g + c2 | 0; + c2 = U + n2 | 0; + i3 = j ^ m2; + c2 = g >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; + g = c2 ^ h; + f = ve(f, e, 32); + h = U; + r = m2 ^ k; + s2 = c2 ^ q; + b2 = b2 + 8 | 0; + if ((l | 0) != (b2 | 0)) { + continue; + } + break; + } + b2 = l; + } + q = 0; + j = p << 24; + a: { + switch (v2 - 1 | 0) { + case 6: + j = j | z[b2 + 6 | 0] << 16; + case 5: + j = j | z[b2 + 5 | 0] << 8; + case 4: + j = j | z[b2 + 4 | 0]; + case 3: + d = z[b2 + 3 | 0]; + c2 = 0; + q = q | d << 24; + j = c2 | j; + case 2: + d = z[b2 + 2 | 0]; + c2 = 0; + q = q | d << 16; + j = c2 | j; + case 1: + d = z[b2 + 1 | 0]; + c2 = 0; + q = q | d << 8; + j = c2 | j; + case 0: + q = z[b2 | 0] | q; + break; + default: + break a; + } + } + b2 = g ^ j; + d = b2; + e = i3 ^ q; + c2 = ve(e, b2, 16); + b2 = U; + d = d + h | 0; + i3 = e + f | 0; + d = i3 >>> 0 < f >>> 0 ? d + 1 | 0 : d; + e = c2 ^ i3; + m2 = d; + d = d ^ b2; + n2 = ve(e, d, 21); + g = U; + c2 = s2 + u | 0; + f = r + t2 | 0; + c2 = f >>> 0 < t2 >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2; + l = e; + e = ve(f, c2, 32); + h = l + e | 0; + c2 = U + d | 0; + c2 = e >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + e = h ^ n2; + d = g; + g = c2; + d = d ^ c2; + p = ve(e, d, 16); + n2 = U; + c2 = i3; + l = ve(t2, u, 13) ^ f; + i3 = l; + f = c2 + i3 | 0; + k = U ^ b2; + c2 = k + m2 | 0; + m2 = e; + b2 = f; + c2 = b2 >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + e = ve(b2, c2, 32); + i3 = m2 + e | 0; + d = U + d | 0; + f = i3 ^ p; + m2 = e >>> 0 > i3 >>> 0 ? d + 1 | 0 : d; + e = m2 ^ n2; + o2 = ve(f, e, 21); + n2 = U; + l = ve(l, k, 17) ^ b2; + b2 = l; + d = b2 + h | 0; + k = U ^ c2; + c2 = k + g | 0; + c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2; + g = f; + f = ve(d, c2, 32); + h = g + f | 0; + c2 = U + e | 0; + g = f >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; + c2 = g ^ n2; + p = c2; + o2 = h ^ o2; + n2 = ve(o2, c2, 16); + f = U; + l = ve(l, k, 13) ^ d; + c2 = l; + e = c2 + i3 | 0; + k = b2 ^ U; + d = k + m2 | 0; + d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; + b2 = ve(e, d, 32); + c2 = p + U | 0; + i3 = f; + b2 = o2 + (b2 ^ 255) | 0; + f = b2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = i3 ^ f; + p = c2; + i3 = b2; + o2 = n2 ^ b2; + n2 = ve(o2, c2, 21); + m2 = U; + l = ve(l, k, 17) ^ e; + b2 = h ^ q; + e = l + b2 | 0; + k = d ^ U; + c2 = k + (g ^ j) | 0; + c2 = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = c2; + b2 = ve(e, c2, 32); + c2 = p + U | 0; + b2 = b2 + o2 | 0; + g = b2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + c2 = g ^ m2; + m2 = b2; + j = n2 ^ b2; + n2 = ve(j, c2, 16); + h = U; + l = ve(l, k, 13) ^ e; + e = i3 + l | 0; + k = U ^ d; + d = f + k | 0; + d = e >>> 0 < i3 >>> 0 ? d + 1 | 0 : d; + b2 = ve(e, d, 32); + c2 = c2 + U | 0; + b2 = b2 + j | 0; + f = b2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + c2 = f ^ h; + j = c2; + h = b2; + p = n2 ^ b2; + n2 = ve(p, c2, 21); + i3 = U; + b2 = ve(l, k, 17); + k = d ^ U; + c2 = g + k | 0; + g = b2 ^ e; + e = m2 + g | 0; + c2 = e >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; + d = c2; + b2 = ve(e, c2, 32); + c2 = j + U | 0; + b2 = b2 + p | 0; + m2 = b2 >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; + c2 = m2 ^ i3; + i3 = c2; + j = b2; + o2 = n2 ^ b2; + p = ve(o2, c2, 16); + n2 = U; + b2 = ve(g, k, 13); + l = d ^ U; + c2 = f + l | 0; + k = b2 ^ e; + g = h + k | 0; + c2 = g >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + f = c2; + b2 = ve(g, c2, 32); + c2 = i3 + U | 0; + b2 = b2 + o2 | 0; + c2 = b2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; + i3 = b2; + e = p ^ b2; + h = c2; + d = c2 ^ n2; + p = ve(e, d, 21); + n2 = U; + b2 = ve(k, l, 17); + l = f ^ U; + c2 = m2 + l | 0; + k = b2 ^ g; + b2 = j + k | 0; + c2 = b2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; + f = e; + e = ve(b2, c2, 32); + m2 = f + e | 0; + d = U + d | 0; + f = m2 ^ p; + g = e >>> 0 > m2 >>> 0 ? d + 1 | 0 : d; + e = g ^ n2; + n2 = ve(f, e, 16); + j = U; + d = ve(k, l, 13); + l = c2 ^ U; + c2 = h + l | 0; + k = b2 ^ d; + d = i3 + k | 0; + c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2; + h = ve(d, c2, 32); + f = h + f | 0; + c2 = U + e | 0; + e = f; + c2 = e >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; + n2 = ve(n2 ^ e, c2 ^ j, 21); + j = U; + f = ve(k, l, 17); + b2 = b2 ^ U; + f = d ^ f; + h = ve(f, b2, 13); + d = g + b2 | 0; + f = f + m2 | 0; + b2 = U ^ (f >>> 0 < m2 >>> 0 ? d + 1 | 0 : d); + g = b2; + f = f ^ h; + d = ve(f, b2, 17) ^ n2; + b2 = U ^ j; + c2 = c2 + g | 0; + i3 = e; + e = e + f | 0; + c2 = i3 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; + d = ve(e, c2, 32) ^ d ^ e; + w[a2 | 0] = d; + w[a2 + 1 | 0] = d >>> 8; + w[a2 + 2 | 0] = d >>> 16; + w[a2 + 3 | 0] = d >>> 24; + b2 = c2 ^ (U ^ b2); + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + return 0; + } + function Ta(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0; + c2 = T - 288 | 0; + T = c2; + f = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); + g = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); + h = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); + i3 = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); + j = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); + k = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); + l = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); + m2 = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); + a2 = y[b2 + 124 >> 2]; + y[c2 + 280 >> 2] = y[b2 + 120 >> 2]; + y[c2 + 284 >> 2] = a2; + a2 = y[b2 + 116 >> 2]; + y[c2 + 272 >> 2] = y[b2 + 112 >> 2]; + y[c2 + 276 >> 2] = a2; + a2 = y[b2 + 100 >> 2]; + y[c2 + 240 >> 2] = y[b2 + 96 >> 2]; + y[c2 + 244 >> 2] = a2; + a2 = y[b2 + 108 >> 2]; + y[c2 + 248 >> 2] = y[b2 + 104 >> 2]; + y[c2 + 252 >> 2] = a2; + a2 = y[b2 + 116 >> 2]; + y[c2 + 224 >> 2] = y[b2 + 112 >> 2]; + y[c2 + 228 >> 2] = a2; + a2 = y[b2 + 124 >> 2]; + y[c2 + 232 >> 2] = y[b2 + 120 >> 2]; + y[c2 + 236 >> 2] = a2; + a2 = c2 + 256 | 0; + fa(a2, c2 + 240 | 0, c2 + 224 | 0); + e = y[c2 + 268 >> 2]; + y[b2 + 120 >> 2] = y[c2 + 264 >> 2]; + y[b2 + 124 >> 2] = e; + e = y[c2 + 260 >> 2]; + y[b2 + 112 >> 2] = y[c2 + 256 >> 2]; + y[b2 + 116 >> 2] = e; + e = y[b2 + 84 >> 2]; + y[c2 + 208 >> 2] = y[b2 + 80 >> 2]; + y[c2 + 212 >> 2] = e; + e = y[b2 + 92 >> 2]; + y[c2 + 216 >> 2] = y[b2 + 88 >> 2]; + y[c2 + 220 >> 2] = e; + e = y[b2 + 100 >> 2]; + y[c2 + 192 >> 2] = y[b2 + 96 >> 2]; + y[c2 + 196 >> 2] = e; + e = y[b2 + 108 >> 2]; + y[c2 + 200 >> 2] = y[b2 + 104 >> 2]; + y[c2 + 204 >> 2] = e; + fa(a2, c2 + 208 | 0, c2 + 192 | 0); + e = y[c2 + 268 >> 2]; + y[b2 + 104 >> 2] = y[c2 + 264 >> 2]; + y[b2 + 108 >> 2] = e; + e = y[c2 + 260 >> 2]; + y[b2 + 96 >> 2] = y[c2 + 256 >> 2]; + y[b2 + 100 >> 2] = e; + e = b2 - -64 | 0; + d = y[e + 4 >> 2]; + y[c2 + 176 >> 2] = y[e >> 2]; + y[c2 + 180 >> 2] = d; + d = y[b2 + 76 >> 2]; + y[c2 + 184 >> 2] = y[b2 + 72 >> 2]; + y[c2 + 188 >> 2] = d; + d = y[b2 + 84 >> 2]; + y[c2 + 160 >> 2] = y[b2 + 80 >> 2]; + y[c2 + 164 >> 2] = d; + d = y[b2 + 92 >> 2]; + y[c2 + 168 >> 2] = y[b2 + 88 >> 2]; + y[c2 + 172 >> 2] = d; + fa(a2, c2 + 176 | 0, c2 + 160 | 0); + d = y[c2 + 268 >> 2]; + y[b2 + 88 >> 2] = y[c2 + 264 >> 2]; + y[b2 + 92 >> 2] = d; + d = y[c2 + 260 >> 2]; + y[b2 + 80 >> 2] = y[c2 + 256 >> 2]; + y[b2 + 84 >> 2] = d; + d = y[b2 + 52 >> 2]; + y[c2 + 144 >> 2] = y[b2 + 48 >> 2]; + y[c2 + 148 >> 2] = d; + d = y[b2 + 60 >> 2]; + y[c2 + 152 >> 2] = y[b2 + 56 >> 2]; + y[c2 + 156 >> 2] = d; + d = y[e + 4 >> 2]; + y[c2 + 128 >> 2] = y[e >> 2]; + y[c2 + 132 >> 2] = d; + d = y[b2 + 76 >> 2]; + y[c2 + 136 >> 2] = y[b2 + 72 >> 2]; + y[c2 + 140 >> 2] = d; + fa(a2, c2 + 144 | 0, c2 + 128 | 0); + d = y[c2 + 268 >> 2]; + y[b2 + 72 >> 2] = y[c2 + 264 >> 2]; + y[b2 + 76 >> 2] = d; + d = y[c2 + 260 >> 2]; + y[e >> 2] = y[c2 + 256 >> 2]; + y[e + 4 >> 2] = d; + d = y[b2 + 36 >> 2]; + y[c2 + 112 >> 2] = y[b2 + 32 >> 2]; + y[c2 + 116 >> 2] = d; + d = y[b2 + 44 >> 2]; + y[c2 + 120 >> 2] = y[b2 + 40 >> 2]; + y[c2 + 124 >> 2] = d; + d = y[b2 + 52 >> 2]; + y[c2 + 96 >> 2] = y[b2 + 48 >> 2]; + y[c2 + 100 >> 2] = d; + d = y[b2 + 60 >> 2]; + y[c2 + 104 >> 2] = y[b2 + 56 >> 2]; + y[c2 + 108 >> 2] = d; + fa(a2, c2 + 112 | 0, c2 + 96 | 0); + d = y[c2 + 268 >> 2]; + y[b2 + 56 >> 2] = y[c2 + 264 >> 2]; + y[b2 + 60 >> 2] = d; + d = y[c2 + 260 >> 2]; + y[b2 + 48 >> 2] = y[c2 + 256 >> 2]; + y[b2 + 52 >> 2] = d; + d = y[b2 + 20 >> 2]; + y[c2 + 80 >> 2] = y[b2 + 16 >> 2]; + y[c2 + 84 >> 2] = d; + d = y[b2 + 28 >> 2]; + y[c2 + 88 >> 2] = y[b2 + 24 >> 2]; + y[c2 + 92 >> 2] = d; + d = y[b2 + 36 >> 2]; + y[c2 + 64 >> 2] = y[b2 + 32 >> 2]; + y[c2 + 68 >> 2] = d; + d = y[b2 + 44 >> 2]; + y[c2 + 72 >> 2] = y[b2 + 40 >> 2]; + y[c2 + 76 >> 2] = d; + fa(a2, c2 + 80 | 0, c2 - -64 | 0); + d = y[c2 + 268 >> 2]; + y[b2 + 40 >> 2] = y[c2 + 264 >> 2]; + y[b2 + 44 >> 2] = d; + d = y[c2 + 260 >> 2]; + y[b2 + 32 >> 2] = y[c2 + 256 >> 2]; + y[b2 + 36 >> 2] = d; + d = y[b2 + 4 >> 2]; + y[c2 + 48 >> 2] = y[b2 >> 2]; + y[c2 + 52 >> 2] = d; + d = y[b2 + 12 >> 2]; + y[c2 + 56 >> 2] = y[b2 + 8 >> 2]; + y[c2 + 60 >> 2] = d; + d = y[b2 + 20 >> 2]; + y[c2 + 32 >> 2] = y[b2 + 16 >> 2]; + y[c2 + 36 >> 2] = d; + d = y[b2 + 28 >> 2]; + y[c2 + 40 >> 2] = y[b2 + 24 >> 2]; + y[c2 + 44 >> 2] = d; + fa(a2, c2 + 48 | 0, c2 + 32 | 0); + d = y[c2 + 268 >> 2]; + y[b2 + 24 >> 2] = y[c2 + 264 >> 2]; + y[b2 + 28 >> 2] = d; + d = y[c2 + 260 >> 2]; + y[b2 + 16 >> 2] = y[c2 + 256 >> 2]; + y[b2 + 20 >> 2] = d; + d = y[c2 + 276 >> 2]; + y[c2 + 16 >> 2] = y[c2 + 272 >> 2]; + y[c2 + 20 >> 2] = d; + d = y[c2 + 284 >> 2]; + y[c2 + 24 >> 2] = y[c2 + 280 >> 2]; + y[c2 + 28 >> 2] = d; + d = y[b2 + 4 >> 2]; + y[c2 >> 2] = y[b2 >> 2]; + y[c2 + 4 >> 2] = d; + d = y[b2 + 12 >> 2]; + y[c2 + 8 >> 2] = y[b2 + 8 >> 2]; + y[c2 + 12 >> 2] = d; + fa(a2, c2 + 16 | 0, c2); + a2 = y[c2 + 268 >> 2]; + y[b2 + 8 >> 2] = y[c2 + 264 >> 2]; + y[b2 + 12 >> 2] = a2; + a2 = y[c2 + 260 >> 2]; + y[b2 >> 2] = y[c2 + 256 >> 2]; + y[b2 + 4 >> 2] = a2; + y[b2 + 12 >> 2] = y[b2 + 12 >> 2] ^ l; + y[b2 + 8 >> 2] = y[b2 + 8 >> 2] ^ k; + y[b2 + 4 >> 2] = y[b2 + 4 >> 2] ^ j; + y[b2 >> 2] = y[b2 >> 2] ^ m2; + y[e >> 2] = y[e >> 2] ^ i3; + y[b2 + 68 >> 2] = y[b2 + 68 >> 2] ^ h; + y[b2 + 72 >> 2] = y[b2 + 72 >> 2] ^ g; + y[b2 + 76 >> 2] = y[b2 + 76 >> 2] ^ f; + T = c2 + 288 | 0; + } + function Xa(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; + d = T - 480 | 0; + T = d; + c2 = z[b2 | 0]; + w[d + 289 | 0] = c2 >>> 4; + w[d + 288 | 0] = c2 & 15; + c2 = z[b2 + 1 | 0]; + w[d + 291 | 0] = c2 >>> 4; + w[d + 290 | 0] = c2 & 15; + c2 = z[b2 + 2 | 0]; + w[d + 293 | 0] = c2 >>> 4; + w[d + 292 | 0] = c2 & 15; + c2 = z[b2 + 3 | 0]; + w[d + 295 | 0] = c2 >>> 4; + w[d + 294 | 0] = c2 & 15; + c2 = z[b2 + 4 | 0]; + w[d + 297 | 0] = c2 >>> 4; + w[d + 296 | 0] = c2 & 15; + c2 = z[b2 + 5 | 0]; + w[d + 299 | 0] = c2 >>> 4; + w[d + 298 | 0] = c2 & 15; + c2 = z[b2 + 6 | 0]; + w[d + 301 | 0] = c2 >>> 4; + w[d + 300 | 0] = c2 & 15; + c2 = z[b2 + 7 | 0]; + w[d + 303 | 0] = c2 >>> 4; + w[d + 302 | 0] = c2 & 15; + c2 = z[b2 + 8 | 0]; + w[d + 305 | 0] = c2 >>> 4; + w[d + 304 | 0] = c2 & 15; + c2 = z[b2 + 9 | 0]; + w[d + 307 | 0] = c2 >>> 4; + w[d + 306 | 0] = c2 & 15; + c2 = z[b2 + 10 | 0]; + w[d + 309 | 0] = c2 >>> 4; + w[d + 308 | 0] = c2 & 15; + c2 = z[b2 + 11 | 0]; + w[d + 311 | 0] = c2 >>> 4; + w[d + 310 | 0] = c2 & 15; + c2 = z[b2 + 12 | 0]; + w[d + 313 | 0] = c2 >>> 4; + w[d + 312 | 0] = c2 & 15; + c2 = z[b2 + 13 | 0]; + w[d + 315 | 0] = c2 >>> 4; + w[d + 314 | 0] = c2 & 15; + c2 = z[b2 + 14 | 0]; + w[d + 317 | 0] = c2 >>> 4; + w[d + 316 | 0] = c2 & 15; + c2 = z[b2 + 15 | 0]; + w[d + 319 | 0] = c2 >>> 4; + w[d + 318 | 0] = c2 & 15; + c2 = z[b2 + 16 | 0]; + w[d + 321 | 0] = c2 >>> 4; + w[d + 320 | 0] = c2 & 15; + c2 = z[b2 + 17 | 0]; + w[d + 323 | 0] = c2 >>> 4; + w[d + 322 | 0] = c2 & 15; + c2 = z[b2 + 18 | 0]; + w[d + 325 | 0] = c2 >>> 4; + w[d + 324 | 0] = c2 & 15; + c2 = z[b2 + 19 | 0]; + w[d + 327 | 0] = c2 >>> 4; + w[d + 326 | 0] = c2 & 15; + c2 = z[b2 + 20 | 0]; + w[d + 329 | 0] = c2 >>> 4; + w[d + 328 | 0] = c2 & 15; + c2 = z[b2 + 21 | 0]; + w[d + 331 | 0] = c2 >>> 4; + w[d + 330 | 0] = c2 & 15; + c2 = z[b2 + 22 | 0]; + w[d + 333 | 0] = c2 >>> 4; + w[d + 332 | 0] = c2 & 15; + c2 = z[b2 + 23 | 0]; + w[d + 335 | 0] = c2 >>> 4; + w[d + 334 | 0] = c2 & 15; + c2 = z[b2 + 24 | 0]; + w[d + 337 | 0] = c2 >>> 4; + w[d + 336 | 0] = c2 & 15; + c2 = z[b2 + 25 | 0]; + w[d + 339 | 0] = c2 >>> 4; + w[d + 338 | 0] = c2 & 15; + c2 = z[b2 + 26 | 0]; + w[d + 341 | 0] = c2 >>> 4; + w[d + 340 | 0] = c2 & 15; + c2 = z[b2 + 27 | 0]; + w[d + 343 | 0] = c2 >>> 4; + w[d + 342 | 0] = c2 & 15; + c2 = z[b2 + 28 | 0]; + w[d + 345 | 0] = c2 >>> 4; + w[d + 344 | 0] = c2 & 15; + c2 = z[b2 + 29 | 0]; + w[d + 347 | 0] = c2 >>> 4; + w[d + 346 | 0] = c2 & 15; + c2 = z[b2 + 30 | 0]; + w[d + 349 | 0] = c2 >>> 4; + w[d + 348 | 0] = c2 & 15; + b2 = z[b2 + 31 | 0]; + w[d + 351 | 0] = b2 >>> 4; + w[d + 350 | 0] = b2 & 15; + b2 = 0; + while (1) { + e = (d + 288 | 0) + f | 0; + b2 = z[e | 0] + b2 | 0; + c2 = b2 + 8 | 0; + w[e | 0] = b2 - (c2 & 240); + b2 = z[e + 1 | 0] + (c2 << 24 >> 24 >> 4) | 0; + c2 = b2 + 8 | 0; + w[e + 1 | 0] = b2 - (c2 & 240); + b2 = z[e + 2 | 0] + (c2 << 24 >> 24 >> 4) | 0; + c2 = b2 + 8 | 0; + w[e + 2 | 0] = b2 - (c2 & 240); + b2 = c2 << 24 >> 24 >> 4; + f = f + 3 | 0; + if ((f | 0) != 63) { + continue; + } + break; + } + w[d + 351 | 0] = z[d + 351 | 0] + b2; + y[a2 + 32 >> 2] = 0; + y[a2 + 36 >> 2] = 0; + y[a2 + 24 >> 2] = 0; + y[a2 + 28 >> 2] = 0; + y[a2 + 16 >> 2] = 0; + y[a2 + 20 >> 2] = 0; + y[a2 + 8 >> 2] = 0; + y[a2 + 12 >> 2] = 0; + y[a2 >> 2] = 0; + y[a2 + 4 >> 2] = 0; + y[a2 + 44 >> 2] = 0; + y[a2 + 48 >> 2] = 0; + f = a2 + 40 | 0; + y[f >> 2] = 1; + y[a2 + 52 >> 2] = 0; + y[a2 + 56 >> 2] = 0; + y[a2 + 60 >> 2] = 0; + y[a2 + 64 >> 2] = 0; + y[a2 + 68 >> 2] = 0; + y[a2 + 72 >> 2] = 0; + y[a2 + 76 >> 2] = 0; + y[a2 + 80 >> 2] = 1; + o(a2 + 84 | 0, 0, 76); + l = a2 + 120 | 0; + c2 = a2 + 80 | 0; + g = d + 208 | 0; + k = d + 168 | 0; + h = d + 248 | 0; + b2 = 1; + while (1) { + e = d + 8 | 0; + Pb(e, b2 >>> 1 | 0, w[(d + 288 | 0) + b2 | 0]); + i3 = d + 128 | 0; + lb(i3, a2, e); + ea(a2, i3, h); + ea(f, k, g); + ea(c2, g, h); + ea(l, i3, k); + e = b2 >>> 0 < 62; + b2 = b2 + 2 | 0; + if (e) { + continue; + } + break; + } + b2 = y[a2 + 36 >> 2]; + y[d + 392 >> 2] = y[a2 + 32 >> 2]; + y[d + 396 >> 2] = b2; + b2 = y[a2 + 28 >> 2]; + y[d + 384 >> 2] = y[a2 + 24 >> 2]; + y[d + 388 >> 2] = b2; + b2 = y[a2 + 20 >> 2]; + y[d + 376 >> 2] = y[a2 + 16 >> 2]; + y[d + 380 >> 2] = b2; + b2 = y[a2 + 12 >> 2]; + y[d + 368 >> 2] = y[a2 + 8 >> 2]; + y[d + 372 >> 2] = b2; + b2 = y[a2 + 4 >> 2]; + y[d + 360 >> 2] = y[a2 >> 2]; + y[d + 364 >> 2] = b2; + b2 = y[f + 4 >> 2]; + y[d + 400 >> 2] = y[f >> 2]; + y[d + 404 >> 2] = b2; + b2 = y[f + 12 >> 2]; + y[d + 408 >> 2] = y[f + 8 >> 2]; + y[d + 412 >> 2] = b2; + b2 = y[f + 20 >> 2]; + y[d + 416 >> 2] = y[f + 16 >> 2]; + y[d + 420 >> 2] = b2; + b2 = y[f + 28 >> 2]; + y[d + 424 >> 2] = y[f + 24 >> 2]; + y[d + 428 >> 2] = b2; + b2 = y[f + 36 >> 2]; + y[d + 432 >> 2] = y[f + 32 >> 2]; + y[d + 436 >> 2] = b2; + b2 = y[c2 + 4 >> 2]; + y[d + 440 >> 2] = y[c2 >> 2]; + y[d + 444 >> 2] = b2; + b2 = y[c2 + 12 >> 2]; + y[d + 448 >> 2] = y[c2 + 8 >> 2]; + y[d + 452 >> 2] = b2; + b2 = y[c2 + 20 >> 2]; + y[d + 456 >> 2] = y[c2 + 16 >> 2]; + y[d + 460 >> 2] = b2; + b2 = y[c2 + 28 >> 2]; + y[d + 464 >> 2] = y[c2 + 24 >> 2]; + y[d + 468 >> 2] = b2; + b2 = y[c2 + 36 >> 2]; + y[d + 472 >> 2] = y[c2 + 32 >> 2]; + y[d + 476 >> 2] = b2; + j = d + 360 | 0; + ya(i3, j); + ea(j, i3, h); + e = d + 400 | 0; + ea(e, k, g); + b2 = d + 440 | 0; + ea(b2, g, h); + ya(i3, j); + ea(j, i3, h); + ea(e, k, g); + ea(b2, g, h); + ya(i3, j); + ea(j, i3, h); + ea(e, k, g); + ea(b2, g, h); + ya(i3, j); + ea(a2, i3, h); + ea(f, k, g); + ea(c2, g, h); + ea(l, i3, k); + b2 = 0; + while (1) { + e = d + 8 | 0; + Pb(e, b2 >>> 1 | 0, w[(d + 288 | 0) + b2 | 0]); + j = d + 128 | 0; + lb(j, a2, e); + ea(a2, j, h); + ea(f, k, g); + ea(c2, g, h); + ea(l, j, k); + e = b2 >>> 0 < 62; + b2 = b2 + 2 | 0; + if (e) { + continue; + } + break; + } + T = d + 480 | 0; + } + function wb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0; + g = T + -64 | 0; + T = g; + a: { + if ((c2 - 65 & 255) >>> 0 > 191) { + f = -1; + if (!(z[a2 + 80 | 0] | z[a2 + 81 | 0] << 8 | (z[a2 + 82 | 0] << 16 | z[a2 + 83 | 0] << 24) | (z[a2 + 84 | 0] | z[a2 + 85 | 0] << 8 | (z[a2 + 86 | 0] << 16 | z[a2 + 87 | 0] << 24)))) { + h = z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24); + if (h >>> 0 >= 129) { + d = a2 - -64 | 0; + e = z[d | 0] | z[d + 1 | 0] << 8 | (z[d + 2 | 0] << 16 | z[d + 3 | 0] << 24); + f = z[d + 4 | 0] | z[d + 5 | 0] << 8 | (z[d + 6 | 0] << 16 | z[d + 7 | 0] << 24); + i3 = f; + h = e + 128 | 0; + f = h >>> 0 < 128 ? f + 1 | 0 : f; + w[d | 0] = h; + w[d + 1 | 0] = h >>> 8; + w[d + 2 | 0] = h >>> 16; + w[d + 3 | 0] = h >>> 24; + w[d + 4 | 0] = f; + w[d + 5 | 0] = f >>> 8; + w[d + 6 | 0] = f >>> 16; + w[d + 7 | 0] = f >>> 24; + f = z[a2 + 76 | 0] | z[a2 + 77 | 0] << 8 | (z[a2 + 78 | 0] << 16 | z[a2 + 79 | 0] << 24); + d = (i3 | 0) == -1 & e >>> 0 > 4294967167; + e = d + (z[a2 + 72 | 0] | z[a2 + 73 | 0] << 8 | (z[a2 + 74 | 0] << 16 | z[a2 + 75 | 0] << 24)) | 0; + f = d >>> 0 > e >>> 0 ? f + 1 | 0 : f; + w[a2 + 72 | 0] = e; + w[a2 + 73 | 0] = e >>> 8; + w[a2 + 74 | 0] = e >>> 16; + w[a2 + 75 | 0] = e >>> 24; + w[a2 + 76 | 0] = f; + w[a2 + 77 | 0] = f >>> 8; + w[a2 + 78 | 0] = f >>> 16; + w[a2 + 79 | 0] = f >>> 24; + f = a2 + 96 | 0; + fb(a2, f); + d = (z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24)) - 128 | 0; + w[a2 + 352 | 0] = d; + w[a2 + 353 | 0] = d >>> 8; + w[a2 + 354 | 0] = d >>> 16; + w[a2 + 355 | 0] = d >>> 24; + if (d >>> 0 >= 129) { + break a; + } + if (d) { + t(f, a2 + 224 | 0, d); + } + h = z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24); + } + d = a2 - -64 | 0; + f = z[d | 0] | z[d + 1 | 0] << 8 | (z[d + 2 | 0] << 16 | z[d + 3 | 0] << 24); + j = z[d + 4 | 0] | z[d + 5 | 0] << 8 | (z[d + 6 | 0] << 16 | z[d + 7 | 0] << 24); + e = j; + i3 = f + h | 0; + e = i3 >>> 0 < h >>> 0 ? e + 1 | 0 : e; + w[d | 0] = i3; + w[d + 1 | 0] = i3 >>> 8; + w[d + 2 | 0] = i3 >>> 16; + w[d + 3 | 0] = i3 >>> 24; + w[d + 4 | 0] = e; + w[d + 5 | 0] = e >>> 8; + w[d + 6 | 0] = e >>> 16; + w[d + 7 | 0] = e >>> 24; + d = (e | 0) == (j | 0) & f >>> 0 > i3 >>> 0 | e >>> 0 < j >>> 0; + f = z[a2 + 76 | 0] | z[a2 + 77 | 0] << 8 | (z[a2 + 78 | 0] << 16 | z[a2 + 79 | 0] << 24); + e = d + (z[a2 + 72 | 0] | z[a2 + 73 | 0] << 8 | (z[a2 + 74 | 0] << 16 | z[a2 + 75 | 0] << 24)) | 0; + f = e >>> 0 < d >>> 0 ? f + 1 | 0 : f; + w[a2 + 72 | 0] = e; + w[a2 + 73 | 0] = e >>> 8; + w[a2 + 74 | 0] = e >>> 16; + w[a2 + 75 | 0] = e >>> 24; + w[a2 + 76 | 0] = f; + w[a2 + 77 | 0] = f >>> 8; + w[a2 + 78 | 0] = f >>> 16; + w[a2 + 79 | 0] = f >>> 24; + if (z[a2 + 356 | 0]) { + w[a2 + 88 | 0] = 255; + w[a2 + 89 | 0] = 255; + w[a2 + 90 | 0] = 255; + w[a2 + 91 | 0] = 255; + w[a2 + 92 | 0] = 255; + w[a2 + 93 | 0] = 255; + w[a2 + 94 | 0] = 255; + w[a2 + 95 | 0] = 255; + } + w[a2 + 80 | 0] = 255; + w[a2 + 81 | 0] = 255; + w[a2 + 82 | 0] = 255; + w[a2 + 83 | 0] = 255; + w[a2 + 84 | 0] = 255; + w[a2 + 85 | 0] = 255; + w[a2 + 86 | 0] = 255; + w[a2 + 87 | 0] = 255; + d = a2 + 96 | 0; + f = 0; + e = 256 - h | 0; + if (e) { + o(d + h | 0, 0, e); + } + fb(a2, d); + e = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); + y[g >> 2] = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); + y[g + 4 >> 2] = e; + e = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); + y[g + 8 >> 2] = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); + y[g + 12 >> 2] = e; + e = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); + y[g + 16 >> 2] = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); + y[g + 20 >> 2] = e; + e = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); + y[g + 24 >> 2] = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); + y[g + 28 >> 2] = e; + e = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); + y[g + 32 >> 2] = z[a2 + 32 | 0] | z[a2 + 33 | 0] << 8 | (z[a2 + 34 | 0] << 16 | z[a2 + 35 | 0] << 24); + y[g + 36 >> 2] = e; + e = z[a2 + 44 | 0] | z[a2 + 45 | 0] << 8 | (z[a2 + 46 | 0] << 16 | z[a2 + 47 | 0] << 24); + y[g + 40 >> 2] = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); + y[g + 44 >> 2] = e; + e = z[a2 + 52 | 0] | z[a2 + 53 | 0] << 8 | (z[a2 + 54 | 0] << 16 | z[a2 + 55 | 0] << 24); + y[g + 48 >> 2] = z[a2 + 48 | 0] | z[a2 + 49 | 0] << 8 | (z[a2 + 50 | 0] << 16 | z[a2 + 51 | 0] << 24); + y[g + 52 >> 2] = e; + e = z[a2 + 60 | 0] | z[a2 + 61 | 0] << 8 | (z[a2 + 62 | 0] << 16 | z[a2 + 63 | 0] << 24); + y[g + 56 >> 2] = z[a2 + 56 | 0] | z[a2 + 57 | 0] << 8 | (z[a2 + 58 | 0] << 16 | z[a2 + 59 | 0] << 24); + y[g + 60 >> 2] = e; + if (c2) { + t(b2, g, c2); + } + ga(a2, 64); + ga(d, 256); + } + T = g - -64 | 0; + return f; + } + ja(); + s(); + } + Q(1268, 1130, 306, 1074); + s(); + } + function Dc(a2) { + a2 = a2 | 0; + var b2 = 0, c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0; + a: { + if (!a2) { + break a; + } + d = a2 - 8 | 0; + b2 = y[a2 - 4 >> 2]; + a2 = b2 & -8; + f = d + a2 | 0; + b: { + if (b2 & 1) { + break b; + } + if (!(b2 & 2)) { + break a; + } + b2 = y[d >> 2]; + d = d - b2 | 0; + if (d >>> 0 < B[10053]) { + break a; + } + a2 = a2 + b2 | 0; + c: { + d: { + e: { + if (y[10054] != (d | 0)) { + c2 = y[d + 12 >> 2]; + if (b2 >>> 0 <= 255) { + e = y[d + 8 >> 2]; + if ((e | 0) != (c2 | 0)) { + break e; + } + j = 40196, k = y[10049] & ue(-2, b2 >>> 3 | 0), y[j >> 2] = k; + break b; + } + h = y[d + 24 >> 2]; + if ((c2 | 0) != (d | 0)) { + b2 = y[d + 8 >> 2]; + y[b2 + 12 >> 2] = c2; + y[c2 + 8 >> 2] = b2; + break c; + } + e = y[d + 20 >> 2]; + if (e) { + b2 = d + 20 | 0; + } else { + e = y[d + 16 >> 2]; + if (!e) { + break d; + } + b2 = d + 16 | 0; + } + while (1) { + g = b2; + c2 = e; + b2 = c2 + 20 | 0; + e = y[c2 + 20 >> 2]; + if (e) { + continue; + } + b2 = c2 + 16 | 0; + e = y[c2 + 16 >> 2]; + if (e) { + continue; + } + break; + } + y[g >> 2] = 0; + break c; + } + b2 = y[f + 4 >> 2]; + if ((b2 & 3) != 3) { + break b; + } + y[10051] = a2; + y[f + 4 >> 2] = b2 & -2; + y[d + 4 >> 2] = a2 | 1; + y[f >> 2] = a2; + return; + } + y[e + 12 >> 2] = c2; + y[c2 + 8 >> 2] = e; + break b; + } + c2 = 0; + } + if (!h) { + break b; + } + b2 = y[d + 28 >> 2]; + e = b2 << 2; + f: { + if (y[e + 40500 >> 2] == (d | 0)) { + y[e + 40500 >> 2] = c2; + if (c2) { + break f; + } + j = 40200, k = y[10050] & ue(-2, b2), y[j >> 2] = k; + break b; + } + g: { + if (y[h + 16 >> 2] == (d | 0)) { + y[h + 16 >> 2] = c2; + break g; + } + y[h + 20 >> 2] = c2; + } + if (!c2) { + break b; + } + } + y[c2 + 24 >> 2] = h; + b2 = y[d + 16 >> 2]; + if (b2) { + y[c2 + 16 >> 2] = b2; + y[b2 + 24 >> 2] = c2; + } + b2 = y[d + 20 >> 2]; + if (!b2) { + break b; + } + y[c2 + 20 >> 2] = b2; + y[b2 + 24 >> 2] = c2; + } + if (d >>> 0 >= f >>> 0) { + break a; + } + b2 = y[f + 4 >> 2]; + if (!(b2 & 1)) { + break a; + } + h: { + i: { + j: { + k: { + if (!(b2 & 2)) { + if (y[10055] == (f | 0)) { + y[10055] = d; + a2 = y[10052] + a2 | 0; + y[10052] = a2; + y[d + 4 >> 2] = a2 | 1; + if (y[10054] != (d | 0)) { + break a; + } + y[10051] = 0; + y[10054] = 0; + return; + } + i3 = y[10054]; + if ((i3 | 0) == (f | 0)) { + y[10054] = d; + a2 = y[10051] + a2 | 0; + y[10051] = a2; + y[d + 4 >> 2] = a2 | 1; + y[a2 + d >> 2] = a2; + return; + } + a2 = (b2 & -8) + a2 | 0; + c2 = y[f + 12 >> 2]; + if (b2 >>> 0 <= 255) { + e = y[f + 8 >> 2]; + if ((e | 0) == (c2 | 0)) { + j = 40196, k = y[10049] & ue(-2, b2 >>> 3 | 0), y[j >> 2] = k; + break i; + } + y[e + 12 >> 2] = c2; + y[c2 + 8 >> 2] = e; + break i; + } + h = y[f + 24 >> 2]; + if ((c2 | 0) != (f | 0)) { + b2 = y[f + 8 >> 2]; + y[b2 + 12 >> 2] = c2; + y[c2 + 8 >> 2] = b2; + break j; + } + e = y[f + 20 >> 2]; + if (e) { + b2 = f + 20 | 0; + } else { + e = y[f + 16 >> 2]; + if (!e) { + break k; + } + b2 = f + 16 | 0; + } + while (1) { + g = b2; + c2 = e; + b2 = c2 + 20 | 0; + e = y[c2 + 20 >> 2]; + if (e) { + continue; + } + b2 = c2 + 16 | 0; + e = y[c2 + 16 >> 2]; + if (e) { + continue; + } + break; + } + y[g >> 2] = 0; + break j; + } + y[f + 4 >> 2] = b2 & -2; + y[d + 4 >> 2] = a2 | 1; + y[a2 + d >> 2] = a2; + break h; + } + c2 = 0; + } + if (!h) { + break i; + } + b2 = y[f + 28 >> 2]; + e = b2 << 2; + l: { + if (y[e + 40500 >> 2] == (f | 0)) { + y[e + 40500 >> 2] = c2; + if (c2) { + break l; + } + j = 40200, k = y[10050] & ue(-2, b2), y[j >> 2] = k; + break i; + } + m: { + if (y[h + 16 >> 2] == (f | 0)) { + y[h + 16 >> 2] = c2; + break m; + } + y[h + 20 >> 2] = c2; + } + if (!c2) { + break i; + } + } + y[c2 + 24 >> 2] = h; + b2 = y[f + 16 >> 2]; + if (b2) { + y[c2 + 16 >> 2] = b2; + y[b2 + 24 >> 2] = c2; + } + b2 = y[f + 20 >> 2]; + if (!b2) { + break i; + } + y[c2 + 20 >> 2] = b2; + y[b2 + 24 >> 2] = c2; + } + y[d + 4 >> 2] = a2 | 1; + y[a2 + d >> 2] = a2; + if ((d | 0) != (i3 | 0)) { + break h; + } + y[10051] = a2; + return; + } + if (a2 >>> 0 <= 255) { + b2 = (a2 & 248) + 40236 | 0; + e = y[10049]; + a2 = 1 << (a2 >>> 3); + n: { + if (!(e & a2)) { + y[10049] = a2 | e; + a2 = b2; + break n; + } + a2 = y[b2 + 8 >> 2]; + } + y[b2 + 8 >> 2] = d; + y[a2 + 12 >> 2] = d; + y[d + 12 >> 2] = b2; + y[d + 8 >> 2] = a2; + return; + } + c2 = 31; + if (a2 >>> 0 <= 16777215) { + b2 = H(a2 >>> 8 | 0); + c2 = (a2 >>> 38 - b2 & 1 | b2 << 1) ^ 62; + } + y[d + 28 >> 2] = c2; + y[d + 16 >> 2] = 0; + y[d + 20 >> 2] = 0; + b2 = (c2 << 2) + 40500 | 0; + o: { + p: { + e = y[10050]; + g = 1 << c2; + q: { + if (!(e & g)) { + y[10050] = e | g; + y[b2 >> 2] = d; + c2 = 24; + break q; + } + c2 = a2 << ((c2 | 0) != 31 ? 25 - (c2 >>> 1 | 0) | 0 : 0); + b2 = y[b2 >> 2]; + while (1) { + e = b2; + if ((y[b2 + 4 >> 2] & -8) == (a2 | 0)) { + break p; + } + b2 = c2 >>> 29 | 0; + c2 = c2 << 1; + g = (b2 & 4) + e | 0; + b2 = y[g + 16 >> 2]; + if (b2) { + continue; + } + break; + } + y[g + 16 >> 2] = d; + b2 = e; + c2 = 24; + } + e = d; + g = d; + a2 = 8; + break o; + } + b2 = y[e + 8 >> 2]; + y[b2 + 12 >> 2] = d; + y[e + 8 >> 2] = d; + c2 = 8; + g = 0; + a2 = 24; + } + y[c2 + d >> 2] = b2; + y[d + 12 >> 2] = e; + y[a2 + d >> 2] = g; + a2 = y[10057] - 1 | 0; + y[10057] = a2 ? a2 : -1; + } + } + function Rb(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0; + d = T - 320 | 0; + T = d; + j = a2 + 40 | 0; + Sb(j, b2); + y[a2 + 84 >> 2] = 0; + y[a2 + 88 >> 2] = 0; + y[a2 + 80 >> 2] = 1; + y[a2 + 92 >> 2] = 0; + y[a2 + 96 >> 2] = 0; + y[a2 + 100 >> 2] = 0; + y[a2 + 104 >> 2] = 0; + y[a2 + 108 >> 2] = 0; + y[a2 + 112 >> 2] = 0; + y[a2 + 116 >> 2] = 0; + i3 = d + 240 | 0; + da(i3, j); + g = d + 192 | 0; + ea(g, i3, 1328); + l = -1; + k = y[d + 240 >> 2] - 1 | 0; + y[d + 240 >> 2] = k; + y[d + 192 >> 2] = y[d + 192 >> 2] + 1; + m2 = y[d + 244 >> 2]; + n2 = y[d + 248 >> 2]; + o2 = y[d + 252 >> 2]; + p = y[d + 256 >> 2]; + q = y[d + 260 >> 2]; + r = y[d + 264 >> 2]; + s2 = y[d + 268 >> 2]; + t2 = y[d + 272 >> 2]; + u = y[d + 276 >> 2]; + h = d + 144 | 0; + da(h, g); + ea(h, h, g); + da(a2, h); + ea(a2, a2, g); + ea(a2, a2, i3); + e = T - 144 | 0; + T = e; + f = e + 96 | 0; + da(f, a2); + c2 = e + 48 | 0; + da(c2, f); + da(c2, c2); + ea(c2, a2, c2); + ea(f, f, c2); + da(f, f); + ea(f, c2, f); + da(c2, f); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + ea(f, c2, f); + da(c2, f); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + ea(c2, c2, f); + da(e, c2); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + da(e, e); + ea(c2, e, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + ea(f, c2, f); + da(c2, f); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + ea(c2, c2, f); + da(e, c2); + c2 = 1; + while (1) { + da(e, e); + c2 = c2 + 1 | 0; + if ((c2 | 0) != 100) { + continue; + } + break; + } + c2 = e + 48 | 0; + ea(c2, e, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + f = e + 96 | 0; + ea(f, c2, f); + da(f, f); + da(f, f); + ea(a2, f, a2); + T = e + 144 | 0; + ea(a2, a2, h); + ea(a2, a2, i3); + c2 = d + 96 | 0; + da(c2, a2); + ea(c2, c2, g); + c2 = y[d + 132 >> 2]; + y[d + 84 >> 2] = c2 - u; + e = y[d + 128 >> 2]; + y[d + 80 >> 2] = e - t2; + f = y[d + 124 >> 2]; + y[d + 76 >> 2] = f - s2; + g = y[d + 120 >> 2]; + y[d + 72 >> 2] = g - r; + h = y[d + 116 >> 2]; + y[d + 68 >> 2] = h - q; + i3 = y[d + 112 >> 2]; + y[d + 64 >> 2] = i3 - p; + v2 = y[d + 108 >> 2]; + y[d + 60 >> 2] = v2 - o2; + x2 = y[d + 104 >> 2]; + y[d + 56 >> 2] = x2 - n2; + A2 = y[d + 100 >> 2]; + y[d + 52 >> 2] = A2 - m2; + B2 = y[d + 96 >> 2]; + y[d + 48 >> 2] = B2 - k; + qa(d, d + 48 | 0); + a: { + if (!Fa(d, 32)) { + y[d + 36 >> 2] = c2 + u; + y[d + 32 >> 2] = e + t2; + y[d + 28 >> 2] = f + s2; + y[d + 24 >> 2] = g + r; + y[d + 20 >> 2] = h + q; + y[d + 16 >> 2] = i3 + p; + y[d + 12 >> 2] = o2 + v2; + y[d + 8 >> 2] = n2 + x2; + y[d + 4 >> 2] = m2 + A2; + y[d >> 2] = k + B2; + c2 = d + 288 | 0; + qa(c2, d); + if (!Fa(c2, 32)) { + break a; + } + ea(a2, a2, 1376); + } + qa(d + 288 | 0, a2); + if ((w[d + 288 | 0] & 1) == (z[b2 + 31 | 0] >>> 7 | 0)) { + y[a2 >> 2] = 0 - y[a2 >> 2]; + y[a2 + 36 >> 2] = 0 - y[a2 + 36 >> 2]; + y[a2 + 32 >> 2] = 0 - y[a2 + 32 >> 2]; + y[a2 + 28 >> 2] = 0 - y[a2 + 28 >> 2]; + y[a2 + 24 >> 2] = 0 - y[a2 + 24 >> 2]; + y[a2 + 20 >> 2] = 0 - y[a2 + 20 >> 2]; + y[a2 + 16 >> 2] = 0 - y[a2 + 16 >> 2]; + y[a2 + 12 >> 2] = 0 - y[a2 + 12 >> 2]; + y[a2 + 8 >> 2] = 0 - y[a2 + 8 >> 2]; + y[a2 + 4 >> 2] = 0 - y[a2 + 4 >> 2]; + } + ea(a2 + 120 | 0, a2, j); + l = 0; + } + T = d + 320 | 0; + return l; + } + function Db(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0; + d = T - 224 | 0; + T = d; + j = y[c2 + 16 >> 2]; + e = c2 - -64 | 0; + k = y[e >> 2]; + l = y[c2 + 80 >> 2]; + m2 = y[c2 + 32 >> 2]; + n2 = y[c2 + 48 >> 2]; + f = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + o2 = y[c2 + 20 >> 2]; + p = y[c2 + 68 >> 2]; + q = y[c2 + 84 >> 2]; + r = y[c2 + 36 >> 2]; + s2 = y[c2 + 52 >> 2]; + g = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + t2 = y[c2 + 24 >> 2]; + u = y[c2 + 72 >> 2]; + v2 = y[c2 + 88 >> 2]; + x2 = y[c2 + 40 >> 2]; + A2 = y[c2 + 56 >> 2]; + h = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + i3 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + b2 = i3 ^ (y[c2 + 44 >> 2] & y[c2 + 60 >> 2] ^ (y[c2 + 28 >> 2] ^ (y[c2 + 92 >> 2] ^ y[c2 + 76 >> 2]))); + w[a2 + 12 | 0] = b2; + w[a2 + 13 | 0] = b2 >>> 8; + w[a2 + 14 | 0] = b2 >>> 16; + w[a2 + 15 | 0] = b2 >>> 24; + b2 = x2 & A2 ^ (u ^ v2 ^ t2) ^ g; + w[a2 + 8 | 0] = b2; + w[a2 + 9 | 0] = b2 >>> 8; + w[a2 + 10 | 0] = b2 >>> 16; + w[a2 + 11 | 0] = b2 >>> 24; + b2 = r & s2 ^ (p ^ q ^ o2) ^ f; + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + b2 = m2 & n2 ^ (j ^ (k ^ l)) ^ h; + w[a2 | 0] = b2; + w[a2 + 1 | 0] = b2 >>> 8; + w[a2 + 2 | 0] = b2 >>> 16; + w[a2 + 3 | 0] = b2 >>> 24; + a2 = y[c2 + 92 >> 2]; + y[d + 216 >> 2] = y[c2 + 88 >> 2]; + y[d + 220 >> 2] = a2; + a2 = y[c2 + 84 >> 2]; + y[d + 208 >> 2] = y[c2 + 80 >> 2]; + y[d + 212 >> 2] = a2; + a2 = y[e + 4 >> 2]; + y[d + 176 >> 2] = y[e >> 2]; + y[d + 180 >> 2] = a2; + a2 = y[c2 + 76 >> 2]; + y[d + 184 >> 2] = y[c2 + 72 >> 2]; + y[d + 188 >> 2] = a2; + a2 = y[c2 + 84 >> 2]; + y[d + 160 >> 2] = y[c2 + 80 >> 2]; + y[d + 164 >> 2] = a2; + a2 = y[c2 + 92 >> 2]; + y[d + 168 >> 2] = y[c2 + 88 >> 2]; + y[d + 172 >> 2] = a2; + a2 = d + 192 | 0; + fa(a2, d + 176 | 0, d + 160 | 0); + b2 = y[d + 204 >> 2]; + y[c2 + 88 >> 2] = y[d + 200 >> 2]; + y[c2 + 92 >> 2] = b2; + b2 = y[d + 196 >> 2]; + y[c2 + 80 >> 2] = y[d + 192 >> 2]; + y[c2 + 84 >> 2] = b2; + b2 = y[c2 + 52 >> 2]; + y[d + 144 >> 2] = y[c2 + 48 >> 2]; + y[d + 148 >> 2] = b2; + b2 = y[c2 + 60 >> 2]; + y[d + 152 >> 2] = y[c2 + 56 >> 2]; + y[d + 156 >> 2] = b2; + b2 = y[e + 4 >> 2]; + y[d + 128 >> 2] = y[e >> 2]; + y[d + 132 >> 2] = b2; + b2 = y[c2 + 76 >> 2]; + y[d + 136 >> 2] = y[c2 + 72 >> 2]; + y[d + 140 >> 2] = b2; + fa(a2, d + 144 | 0, d + 128 | 0); + b2 = y[d + 204 >> 2]; + y[c2 + 72 >> 2] = y[d + 200 >> 2]; + y[c2 + 76 >> 2] = b2; + b2 = y[d + 196 >> 2]; + y[e >> 2] = y[d + 192 >> 2]; + y[e + 4 >> 2] = b2; + b2 = y[c2 + 36 >> 2]; + y[d + 112 >> 2] = y[c2 + 32 >> 2]; + y[d + 116 >> 2] = b2; + b2 = y[c2 + 44 >> 2]; + y[d + 120 >> 2] = y[c2 + 40 >> 2]; + y[d + 124 >> 2] = b2; + b2 = y[c2 + 52 >> 2]; + y[d + 96 >> 2] = y[c2 + 48 >> 2]; + y[d + 100 >> 2] = b2; + b2 = y[c2 + 60 >> 2]; + y[d + 104 >> 2] = y[c2 + 56 >> 2]; + y[d + 108 >> 2] = b2; + fa(a2, d + 112 | 0, d + 96 | 0); + b2 = y[d + 204 >> 2]; + y[c2 + 56 >> 2] = y[d + 200 >> 2]; + y[c2 + 60 >> 2] = b2; + b2 = y[d + 196 >> 2]; + y[c2 + 48 >> 2] = y[d + 192 >> 2]; + y[c2 + 52 >> 2] = b2; + b2 = y[c2 + 20 >> 2]; + y[d + 80 >> 2] = y[c2 + 16 >> 2]; + y[d + 84 >> 2] = b2; + b2 = y[c2 + 28 >> 2]; + y[d + 88 >> 2] = y[c2 + 24 >> 2]; + y[d + 92 >> 2] = b2; + b2 = y[c2 + 36 >> 2]; + y[d + 64 >> 2] = y[c2 + 32 >> 2]; + y[d + 68 >> 2] = b2; + b2 = y[c2 + 44 >> 2]; + y[d + 72 >> 2] = y[c2 + 40 >> 2]; + y[d + 76 >> 2] = b2; + fa(a2, d + 80 | 0, d - -64 | 0); + b2 = y[d + 204 >> 2]; + y[c2 + 40 >> 2] = y[d + 200 >> 2]; + y[c2 + 44 >> 2] = b2; + b2 = y[d + 196 >> 2]; + y[c2 + 32 >> 2] = y[d + 192 >> 2]; + y[c2 + 36 >> 2] = b2; + b2 = y[c2 + 4 >> 2]; + y[d + 48 >> 2] = y[c2 >> 2]; + y[d + 52 >> 2] = b2; + b2 = y[c2 + 12 >> 2]; + y[d + 56 >> 2] = y[c2 + 8 >> 2]; + y[d + 60 >> 2] = b2; + b2 = y[c2 + 20 >> 2]; + y[d + 32 >> 2] = y[c2 + 16 >> 2]; + y[d + 36 >> 2] = b2; + b2 = y[c2 + 28 >> 2]; + y[d + 40 >> 2] = y[c2 + 24 >> 2]; + y[d + 44 >> 2] = b2; + fa(a2, d + 48 | 0, d + 32 | 0); + b2 = y[d + 204 >> 2]; + y[c2 + 24 >> 2] = y[d + 200 >> 2]; + y[c2 + 28 >> 2] = b2; + b2 = y[d + 196 >> 2]; + y[c2 + 16 >> 2] = y[d + 192 >> 2]; + y[c2 + 20 >> 2] = b2; + b2 = y[d + 212 >> 2]; + y[d + 16 >> 2] = y[d + 208 >> 2]; + y[d + 20 >> 2] = b2; + b2 = y[d + 220 >> 2]; + y[d + 24 >> 2] = y[d + 216 >> 2]; + y[d + 28 >> 2] = b2; + b2 = y[c2 + 4 >> 2]; + y[d >> 2] = y[c2 >> 2]; + y[d + 4 >> 2] = b2; + b2 = y[c2 + 12 >> 2]; + y[d + 8 >> 2] = y[c2 + 8 >> 2]; + y[d + 12 >> 2] = b2; + fa(a2, d + 16 | 0, d); + a2 = y[d + 192 >> 2]; + b2 = y[d + 196 >> 2]; + e = y[d + 200 >> 2]; + y[c2 + 12 >> 2] = i3 ^ y[d + 204 >> 2]; + y[c2 + 8 >> 2] = e ^ g; + y[c2 + 4 >> 2] = b2 ^ f; + y[c2 >> 2] = a2 ^ h; + T = d + 224 | 0; + } + function Bb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0; + d = T - 224 | 0; + T = d; + g = y[c2 + 16 >> 2]; + e = c2 - -64 | 0; + f = y[e >> 2]; + j = y[c2 + 80 >> 2]; + k = y[c2 + 32 >> 2]; + l = y[c2 + 48 >> 2]; + h = y[c2 + 20 >> 2]; + m2 = y[c2 + 68 >> 2]; + n2 = y[c2 + 84 >> 2]; + o2 = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + p = y[c2 + 36 >> 2]; + q = y[c2 + 52 >> 2]; + i3 = y[c2 + 24 >> 2]; + r = y[c2 + 72 >> 2]; + s2 = y[c2 + 88 >> 2]; + t2 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + u = y[c2 + 40 >> 2]; + v2 = y[c2 + 56 >> 2]; + x2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + b2 = y[c2 + 44 >> 2] & y[c2 + 60 >> 2] ^ (y[c2 + 28 >> 2] ^ (y[c2 + 76 >> 2] ^ (y[c2 + 92 >> 2] ^ (z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24))))); + w[a2 + 12 | 0] = b2; + w[a2 + 13 | 0] = b2 >>> 8; + w[a2 + 14 | 0] = b2 >>> 16; + w[a2 + 15 | 0] = b2 >>> 24; + i3 = u & v2 ^ (i3 ^ (s2 ^ t2 ^ r)); + w[a2 + 8 | 0] = i3; + w[a2 + 9 | 0] = i3 >>> 8; + w[a2 + 10 | 0] = i3 >>> 16; + w[a2 + 11 | 0] = i3 >>> 24; + h = p & q ^ (h ^ (n2 ^ o2 ^ m2)); + w[a2 + 4 | 0] = h; + w[a2 + 5 | 0] = h >>> 8; + w[a2 + 6 | 0] = h >>> 16; + w[a2 + 7 | 0] = h >>> 24; + g = k & l ^ (g ^ (f ^ (j ^ x2))); + w[a2 | 0] = g; + w[a2 + 1 | 0] = g >>> 8; + w[a2 + 2 | 0] = g >>> 16; + w[a2 + 3 | 0] = g >>> 24; + a2 = y[c2 + 92 >> 2]; + y[d + 216 >> 2] = y[c2 + 88 >> 2]; + y[d + 220 >> 2] = a2; + a2 = y[c2 + 84 >> 2]; + y[d + 208 >> 2] = y[c2 + 80 >> 2]; + y[d + 212 >> 2] = a2; + a2 = y[e + 4 >> 2]; + y[d + 176 >> 2] = y[e >> 2]; + y[d + 180 >> 2] = a2; + a2 = y[c2 + 76 >> 2]; + y[d + 184 >> 2] = y[c2 + 72 >> 2]; + y[d + 188 >> 2] = a2; + a2 = y[c2 + 84 >> 2]; + y[d + 160 >> 2] = y[c2 + 80 >> 2]; + y[d + 164 >> 2] = a2; + a2 = y[c2 + 92 >> 2]; + y[d + 168 >> 2] = y[c2 + 88 >> 2]; + y[d + 172 >> 2] = a2; + a2 = d + 192 | 0; + fa(a2, d + 176 | 0, d + 160 | 0); + f = y[d + 204 >> 2]; + y[c2 + 88 >> 2] = y[d + 200 >> 2]; + y[c2 + 92 >> 2] = f; + f = y[d + 196 >> 2]; + y[c2 + 80 >> 2] = y[d + 192 >> 2]; + y[c2 + 84 >> 2] = f; + f = y[c2 + 52 >> 2]; + y[d + 144 >> 2] = y[c2 + 48 >> 2]; + y[d + 148 >> 2] = f; + f = y[c2 + 60 >> 2]; + y[d + 152 >> 2] = y[c2 + 56 >> 2]; + y[d + 156 >> 2] = f; + f = y[e + 4 >> 2]; + y[d + 128 >> 2] = y[e >> 2]; + y[d + 132 >> 2] = f; + f = y[c2 + 76 >> 2]; + y[d + 136 >> 2] = y[c2 + 72 >> 2]; + y[d + 140 >> 2] = f; + fa(a2, d + 144 | 0, d + 128 | 0); + f = y[d + 204 >> 2]; + y[c2 + 72 >> 2] = y[d + 200 >> 2]; + y[c2 + 76 >> 2] = f; + f = y[d + 196 >> 2]; + y[e >> 2] = y[d + 192 >> 2]; + y[e + 4 >> 2] = f; + e = y[c2 + 36 >> 2]; + y[d + 112 >> 2] = y[c2 + 32 >> 2]; + y[d + 116 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 120 >> 2] = y[c2 + 40 >> 2]; + y[d + 124 >> 2] = e; + e = y[c2 + 52 >> 2]; + y[d + 96 >> 2] = y[c2 + 48 >> 2]; + y[d + 100 >> 2] = e; + e = y[c2 + 60 >> 2]; + y[d + 104 >> 2] = y[c2 + 56 >> 2]; + y[d + 108 >> 2] = e; + fa(a2, d + 112 | 0, d + 96 | 0); + e = y[d + 204 >> 2]; + y[c2 + 56 >> 2] = y[d + 200 >> 2]; + y[c2 + 60 >> 2] = e; + e = y[d + 196 >> 2]; + y[c2 + 48 >> 2] = y[d + 192 >> 2]; + y[c2 + 52 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 80 >> 2] = y[c2 + 16 >> 2]; + y[d + 84 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 88 >> 2] = y[c2 + 24 >> 2]; + y[d + 92 >> 2] = e; + e = y[c2 + 36 >> 2]; + y[d + 64 >> 2] = y[c2 + 32 >> 2]; + y[d + 68 >> 2] = e; + e = y[c2 + 44 >> 2]; + y[d + 72 >> 2] = y[c2 + 40 >> 2]; + y[d + 76 >> 2] = e; + fa(a2, d + 80 | 0, d - -64 | 0); + e = y[d + 204 >> 2]; + y[c2 + 40 >> 2] = y[d + 200 >> 2]; + y[c2 + 44 >> 2] = e; + e = y[d + 196 >> 2]; + y[c2 + 32 >> 2] = y[d + 192 >> 2]; + y[c2 + 36 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d + 48 >> 2] = y[c2 >> 2]; + y[d + 52 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 56 >> 2] = y[c2 + 8 >> 2]; + y[d + 60 >> 2] = e; + e = y[c2 + 20 >> 2]; + y[d + 32 >> 2] = y[c2 + 16 >> 2]; + y[d + 36 >> 2] = e; + e = y[c2 + 28 >> 2]; + y[d + 40 >> 2] = y[c2 + 24 >> 2]; + y[d + 44 >> 2] = e; + fa(a2, d + 48 | 0, d + 32 | 0); + e = y[d + 204 >> 2]; + y[c2 + 24 >> 2] = y[d + 200 >> 2]; + y[c2 + 28 >> 2] = e; + e = y[d + 196 >> 2]; + y[c2 + 16 >> 2] = y[d + 192 >> 2]; + y[c2 + 20 >> 2] = e; + e = y[d + 212 >> 2]; + y[d + 16 >> 2] = y[d + 208 >> 2]; + y[d + 20 >> 2] = e; + e = y[d + 220 >> 2]; + y[d + 24 >> 2] = y[d + 216 >> 2]; + y[d + 28 >> 2] = e; + e = y[c2 + 4 >> 2]; + y[d >> 2] = y[c2 >> 2]; + y[d + 4 >> 2] = e; + e = y[c2 + 12 >> 2]; + y[d + 8 >> 2] = y[c2 + 8 >> 2]; + y[d + 12 >> 2] = e; + fa(a2, d + 16 | 0, d); + a2 = y[d + 192 >> 2]; + e = y[d + 196 >> 2]; + f = y[d + 200 >> 2]; + y[c2 + 12 >> 2] = b2 ^ y[d + 204 >> 2]; + y[c2 + 8 >> 2] = f ^ i3; + y[c2 + 4 >> 2] = e ^ h; + y[c2 >> 2] = a2 ^ g; + T = d + 224 | 0; + } + function Nc(a2, b2, c2, d, e, f, g, h, i3, j) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + var k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0; + k = f; + f = g; + l = k | 0; + o2 = i3; + g = T - 400 | 0; + T = g; + if (c2) { + y[c2 >> 2] = 0; + y[c2 + 4 >> 2] = 0; + } + if (d) { + w[d | 0] = 255; + } + q = -1; + a: { + b: { + i3 = l >>> 0 < 17; + c: { + if (i3 & !f) { + break c; + } + k = f - i3 | 0; + p = k; + i3 = l - 17 | 0; + if (!k & i3 >>> 0 >= 4294967279 | k) { + break b; + } + m2 = g + 32 | 0; + n2 = a2 + 32 | 0; + Ba(m2, 64, n2, a2); + k = g + 96 | 0; + va(k, m2); + ga(m2, 64); + ha(k, h, o2, j); + ha(k, 38832, 0 - o2 & 15, 0); + y[g + 88 >> 2] = 0; + y[g + 92 >> 2] = 0; + y[g + 80 >> 2] = 0; + y[g + 84 >> 2] = 0; + y[g + 72 >> 2] = 0; + y[g + 76 >> 2] = 0; + y[g + 64 >> 2] = 0; + y[g + 68 >> 2] = 0; + y[g + 56 >> 2] = 0; + y[g + 60 >> 2] = 0; + y[g + 48 >> 2] = 0; + y[g + 52 >> 2] = 0; + y[g + 40 >> 2] = 0; + y[g + 44 >> 2] = 0; + y[g + 32 >> 2] = 0; + y[g + 36 >> 2] = 0; + w[g + 32 | 0] = z[e | 0]; + Ea(m2, m2, 64, 0, n2, 1, a2); + h = z[g + 32 | 0]; + w[g + 32 | 0] = z[e | 0]; + ha(k, m2, 64, 0); + e = e + 1 | 0; + ha(k, e, i3, p); + ha(k, 38832, l - 1 & 15, 0); + y[g + 24 >> 2] = o2; + y[g + 28 >> 2] = j; + j = g + 24 | 0; + ha(k, j, 8, 0); + l = l + 47 | 0; + f = l >>> 0 < 47 ? f + 1 | 0 : f; + y[g + 24 >> 2] = l; + y[g + 28 >> 2] = f; + ha(k, j, 8, 0); + ua(k, g); + ga(k, 256); + if (ib(g, e + i3 | 0, 16)) { + ga(g, 16); + break c; + } + Ea(b2, e, i3, p, n2, 2, a2); + w[a2 + 36 | 0] = z[a2 + 36 | 0] ^ z[g | 0]; + w[a2 + 37 | 0] = z[a2 + 37 | 0] ^ z[g + 1 | 0]; + w[a2 + 38 | 0] = z[a2 + 38 | 0] ^ z[g + 2 | 0]; + w[a2 + 39 | 0] = z[a2 + 39 | 0] ^ z[g + 3 | 0]; + w[a2 + 40 | 0] = z[a2 + 40 | 0] ^ z[g + 4 | 0]; + w[a2 + 41 | 0] = z[a2 + 41 | 0] ^ z[g + 5 | 0]; + w[a2 + 42 | 0] = z[a2 + 42 | 0] ^ z[g + 6 | 0]; + w[a2 + 43 | 0] = z[a2 + 43 | 0] ^ z[g + 7 | 0]; + Fb(n2); + d: { + if (!(h & 2)) { + if (!Fa(n2, 4)) { + break d; + } + } + b2 = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); + y[g + 376 >> 2] = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); + y[g + 380 >> 2] = b2; + b2 = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); + y[g + 368 >> 2] = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); + y[g + 372 >> 2] = b2; + b2 = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); + y[g + 360 >> 2] = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); + y[g + 364 >> 2] = b2; + b2 = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); + y[g + 352 >> 2] = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); + y[g + 356 >> 2] = b2; + b2 = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); + y[g + 384 >> 2] = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); + y[g + 388 >> 2] = b2; + b2 = g + 352 | 0; + gb(b2, b2, n2, a2); + b2 = y[g + 380 >> 2]; + e = y[g + 376 >> 2]; + w[a2 + 24 | 0] = e; + w[a2 + 25 | 0] = e >>> 8; + w[a2 + 26 | 0] = e >>> 16; + w[a2 + 27 | 0] = e >>> 24; + w[a2 + 28 | 0] = b2; + w[a2 + 29 | 0] = b2 >>> 8; + w[a2 + 30 | 0] = b2 >>> 16; + w[a2 + 31 | 0] = b2 >>> 24; + b2 = y[g + 372 >> 2]; + e = y[g + 368 >> 2]; + w[a2 + 16 | 0] = e; + w[a2 + 17 | 0] = e >>> 8; + w[a2 + 18 | 0] = e >>> 16; + w[a2 + 19 | 0] = e >>> 24; + w[a2 + 20 | 0] = b2; + w[a2 + 21 | 0] = b2 >>> 8; + w[a2 + 22 | 0] = b2 >>> 16; + w[a2 + 23 | 0] = b2 >>> 24; + b2 = y[g + 364 >> 2]; + e = y[g + 360 >> 2]; + w[a2 + 8 | 0] = e; + w[a2 + 9 | 0] = e >>> 8; + w[a2 + 10 | 0] = e >>> 16; + w[a2 + 11 | 0] = e >>> 24; + w[a2 + 12 | 0] = b2; + w[a2 + 13 | 0] = b2 >>> 8; + w[a2 + 14 | 0] = b2 >>> 16; + w[a2 + 15 | 0] = b2 >>> 24; + b2 = y[g + 356 >> 2]; + e = y[g + 352 >> 2]; + w[a2 | 0] = e; + w[a2 + 1 | 0] = e >>> 8; + w[a2 + 2 | 0] = e >>> 16; + w[a2 + 3 | 0] = e >>> 24; + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + b2 = y[g + 384 >> 2]; + e = y[g + 388 >> 2]; + w[a2 + 32 | 0] = 1; + w[a2 + 33 | 0] = 0; + w[a2 + 34 | 0] = 0; + w[a2 + 35 | 0] = 0; + w[a2 + 36 | 0] = b2; + w[a2 + 37 | 0] = b2 >>> 8; + w[a2 + 38 | 0] = b2 >>> 16; + w[a2 + 39 | 0] = b2 >>> 24; + w[a2 + 40 | 0] = e; + w[a2 + 41 | 0] = e >>> 8; + w[a2 + 42 | 0] = e >>> 16; + w[a2 + 43 | 0] = e >>> 24; + } + if (c2) { + y[c2 >> 2] = i3; + y[c2 + 4 >> 2] = p; + } + q = 0; + if (!d) { + break c; + } + w[d | 0] = h; + } + T = g + 400 | 0; + break a; + } + ja(); + s(); + } + return q | 0; + } + function Ua(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, y2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0; + h = 1634760805; + v2 = z[c2 | 0] | z[c2 + 1 | 0] << 8 | (z[c2 + 2 | 0] << 16 | z[c2 + 3 | 0] << 24); + e = v2; + x2 = z[c2 + 4 | 0] | z[c2 + 5 | 0] << 8 | (z[c2 + 6 | 0] << 16 | z[c2 + 7 | 0] << 24); + i3 = x2; + y2 = z[c2 + 8 | 0] | z[c2 + 9 | 0] << 8 | (z[c2 + 10 | 0] << 16 | z[c2 + 11 | 0] << 24); + j = y2; + A2 = z[c2 + 12 | 0] | z[c2 + 13 | 0] << 8 | (z[c2 + 14 | 0] << 16 | z[c2 + 15 | 0] << 24); + k = A2; + o2 = 857760878; + B2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + l = B2; + C2 = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + f = C2; + D2 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + n2 = D2; + E2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + q = E2; + b2 = 2036477234; + F2 = z[c2 + 16 | 0] | z[c2 + 17 | 0] << 8 | (z[c2 + 18 | 0] << 16 | z[c2 + 19 | 0] << 24); + g = F2; + d = 1797285236; + G2 = z[c2 + 28 | 0] | z[c2 + 29 | 0] << 8 | (z[c2 + 30 | 0] << 16 | z[c2 + 31 | 0] << 24); + r = G2; + H2 = z[c2 + 24 | 0] | z[c2 + 25 | 0] << 8 | (z[c2 + 26 | 0] << 16 | z[c2 + 27 | 0] << 24); + p = H2; + I2 = z[c2 + 20 | 0] | z[c2 + 21 | 0] << 8 | (z[c2 + 22 | 0] << 16 | z[c2 + 23 | 0] << 24); + c2 = I2; + while (1) { + m2 = ue(e + o2 | 0, 7) ^ q; + s2 = ue(m2 + o2 | 0, 9) ^ p; + k = ue(c2 + h | 0, 7) ^ k; + t2 = ue(k + h | 0, 9) ^ n2; + J2 = ue(t2 + k | 0, 13) ^ c2; + j = ue(d + g | 0, 7) ^ j; + u = ue(j + d | 0, 9) ^ f; + n2 = ue(j + u | 0, 13) ^ g; + g = ue(u + n2 | 0, 18) ^ d; + f = ue(b2 + l | 0, 7) ^ r; + c2 = J2 ^ ue(g + f | 0, 7); + p = s2 ^ ue(c2 + g | 0, 9); + r = ue(c2 + p | 0, 13) ^ f; + d = ue(p + r | 0, 18) ^ g; + i3 = ue(b2 + f | 0, 9) ^ i3; + l = ue(i3 + f | 0, 13) ^ l; + b2 = ue(l + i3 | 0, 18) ^ b2; + g = ue(b2 + m2 | 0, 7) ^ n2; + n2 = ue(g + b2 | 0, 9) ^ t2; + q = ue(g + n2 | 0, 13) ^ m2; + b2 = ue(n2 + q | 0, 18) ^ b2; + m2 = ue(m2 + s2 | 0, 13) ^ e; + e = ue(m2 + s2 | 0, 18) ^ o2; + l = ue(e + k | 0, 7) ^ l; + f = ue(l + e | 0, 9) ^ u; + k = ue(f + l | 0, 13) ^ k; + o2 = ue(f + k | 0, 18) ^ e; + h = ue(t2 + J2 | 0, 18) ^ h; + e = ue(h + j | 0, 7) ^ m2; + i3 = ue(e + h | 0, 9) ^ i3; + j = ue(e + i3 | 0, 13) ^ j; + h = ue(i3 + j | 0, 18) ^ h; + m2 = K2 >>> 0 < 18; + K2 = K2 + 2 | 0; + if (m2) { + continue; + } + break; + } + d = d + 1797285236 | 0; + w[a2 + 60 | 0] = d; + w[a2 + 61 | 0] = d >>> 8; + w[a2 + 62 | 0] = d >>> 16; + w[a2 + 63 | 0] = d >>> 24; + d = r + G2 | 0; + w[a2 + 56 | 0] = d; + w[a2 + 57 | 0] = d >>> 8; + w[a2 + 58 | 0] = d >>> 16; + w[a2 + 59 | 0] = d >>> 24; + d = p + H2 | 0; + w[a2 + 52 | 0] = d; + w[a2 + 53 | 0] = d >>> 8; + w[a2 + 54 | 0] = d >>> 16; + w[a2 + 55 | 0] = d >>> 24; + c2 = c2 + I2 | 0; + w[a2 + 48 | 0] = c2; + w[a2 + 49 | 0] = c2 >>> 8; + w[a2 + 50 | 0] = c2 >>> 16; + w[a2 + 51 | 0] = c2 >>> 24; + c2 = g + F2 | 0; + w[a2 + 44 | 0] = c2; + w[a2 + 45 | 0] = c2 >>> 8; + w[a2 + 46 | 0] = c2 >>> 16; + w[a2 + 47 | 0] = c2 >>> 24; + b2 = b2 + 2036477234 | 0; + w[a2 + 40 | 0] = b2; + w[a2 + 41 | 0] = b2 >>> 8; + w[a2 + 42 | 0] = b2 >>> 16; + w[a2 + 43 | 0] = b2 >>> 24; + b2 = q + E2 | 0; + w[a2 + 36 | 0] = b2; + w[a2 + 37 | 0] = b2 >>> 8; + w[a2 + 38 | 0] = b2 >>> 16; + w[a2 + 39 | 0] = b2 >>> 24; + b2 = n2 + D2 | 0; + w[a2 + 32 | 0] = b2; + w[a2 + 33 | 0] = b2 >>> 8; + w[a2 + 34 | 0] = b2 >>> 16; + w[a2 + 35 | 0] = b2 >>> 24; + b2 = f + C2 | 0; + w[a2 + 28 | 0] = b2; + w[a2 + 29 | 0] = b2 >>> 8; + w[a2 + 30 | 0] = b2 >>> 16; + w[a2 + 31 | 0] = b2 >>> 24; + b2 = l + B2 | 0; + w[a2 + 24 | 0] = b2; + w[a2 + 25 | 0] = b2 >>> 8; + w[a2 + 26 | 0] = b2 >>> 16; + w[a2 + 27 | 0] = b2 >>> 24; + b2 = o2 + 857760878 | 0; + w[a2 + 20 | 0] = b2; + w[a2 + 21 | 0] = b2 >>> 8; + w[a2 + 22 | 0] = b2 >>> 16; + w[a2 + 23 | 0] = b2 >>> 24; + b2 = k + A2 | 0; + w[a2 + 16 | 0] = b2; + w[a2 + 17 | 0] = b2 >>> 8; + w[a2 + 18 | 0] = b2 >>> 16; + w[a2 + 19 | 0] = b2 >>> 24; + b2 = j + y2 | 0; + w[a2 + 12 | 0] = b2; + w[a2 + 13 | 0] = b2 >>> 8; + w[a2 + 14 | 0] = b2 >>> 16; + w[a2 + 15 | 0] = b2 >>> 24; + b2 = i3 + x2 | 0; + w[a2 + 8 | 0] = b2; + w[a2 + 9 | 0] = b2 >>> 8; + w[a2 + 10 | 0] = b2 >>> 16; + w[a2 + 11 | 0] = b2 >>> 24; + b2 = e + v2 | 0; + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + b2 = h + 1634760805 | 0; + w[a2 | 0] = b2; + w[a2 + 1 | 0] = b2 >>> 8; + w[a2 + 2 | 0] = b2 >>> 16; + w[a2 + 3 | 0] = b2 >>> 24; + } + function Oc(a2, b2, c2, d, e, f, g, h, i3, j) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + var k = 0, l = 0, m2 = 0, n2 = 0; + k = e; + e = 0; + l = k | e; + n2 = e | h; + e = T - 384 | 0; + T = e; + if (c2) { + y[c2 >> 2] = 0; + y[c2 + 4 >> 2] = 0; + } + a: { + if (!f & l >>> 0 < 4294967279) { + m2 = e + 16 | 0; + h = a2 + 32 | 0; + Ba(m2, 64, h, a2); + k = e + 80 | 0; + va(k, m2); + ga(m2, 64); + ha(k, g, n2, i3); + ha(k, 38832, 0 - n2 & 15, 0); + y[e + 16 >> 2] = 0; + y[e + 20 >> 2] = 0; + y[e + 72 >> 2] = 0; + y[e + 76 >> 2] = 0; + y[e + 64 >> 2] = 0; + y[e + 68 >> 2] = 0; + y[e + 56 >> 2] = 0; + y[e + 60 >> 2] = 0; + y[e + 48 >> 2] = 0; + y[e + 52 >> 2] = 0; + y[e + 40 >> 2] = 0; + y[e + 44 >> 2] = 0; + y[e + 32 >> 2] = 0; + y[e + 36 >> 2] = 0; + y[e + 24 >> 2] = 0; + y[e + 28 >> 2] = 0; + w[e + 16 | 0] = j; + Ea(m2, m2, 64, 0, h, 1, a2); + ha(k, m2, 64, 0); + w[b2 | 0] = z[e + 16 | 0]; + b2 = b2 + 1 | 0; + Ea(b2, d, l, f, h, 2, a2); + ha(k, b2, l, f); + ha(k, 38832, l & 15, 0); + y[e + 8 >> 2] = n2; + y[e + 12 >> 2] = i3; + d = e + 8 | 0; + ha(k, d, 8, 0); + y[e + 8 >> 2] = l - -64; + y[e + 12 >> 2] = f - ((l >>> 0 < 4294967232) - 1 | 0); + ha(k, d, 8, 0); + b2 = b2 + l | 0; + ua(k, b2); + ga(k, 256); + w[a2 + 36 | 0] = z[a2 + 36 | 0] ^ z[b2 | 0]; + w[a2 + 37 | 0] = z[a2 + 37 | 0] ^ z[b2 + 1 | 0]; + w[a2 + 38 | 0] = z[a2 + 38 | 0] ^ z[b2 + 2 | 0]; + w[a2 + 39 | 0] = z[a2 + 39 | 0] ^ z[b2 + 3 | 0]; + w[a2 + 40 | 0] = z[a2 + 40 | 0] ^ z[b2 + 4 | 0]; + w[a2 + 41 | 0] = z[a2 + 41 | 0] ^ z[b2 + 5 | 0]; + w[a2 + 42 | 0] = z[a2 + 42 | 0] ^ z[b2 + 6 | 0]; + w[a2 + 43 | 0] = z[a2 + 43 | 0] ^ z[b2 + 7 | 0]; + Fb(h); + b: { + if (!(j & 2)) { + if (!Fa(h, 4)) { + break b; + } + } + b2 = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); + y[e + 360 >> 2] = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); + y[e + 364 >> 2] = b2; + b2 = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); + y[e + 352 >> 2] = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); + y[e + 356 >> 2] = b2; + b2 = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); + y[e + 344 >> 2] = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); + y[e + 348 >> 2] = b2; + b2 = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); + y[e + 336 >> 2] = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); + y[e + 340 >> 2] = b2; + b2 = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); + y[e + 368 >> 2] = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); + y[e + 372 >> 2] = b2; + b2 = e + 336 | 0; + gb(b2, b2, h, a2); + b2 = y[e + 364 >> 2]; + d = y[e + 360 >> 2]; + w[a2 + 24 | 0] = d; + w[a2 + 25 | 0] = d >>> 8; + w[a2 + 26 | 0] = d >>> 16; + w[a2 + 27 | 0] = d >>> 24; + w[a2 + 28 | 0] = b2; + w[a2 + 29 | 0] = b2 >>> 8; + w[a2 + 30 | 0] = b2 >>> 16; + w[a2 + 31 | 0] = b2 >>> 24; + b2 = y[e + 356 >> 2]; + d = y[e + 352 >> 2]; + w[a2 + 16 | 0] = d; + w[a2 + 17 | 0] = d >>> 8; + w[a2 + 18 | 0] = d >>> 16; + w[a2 + 19 | 0] = d >>> 24; + w[a2 + 20 | 0] = b2; + w[a2 + 21 | 0] = b2 >>> 8; + w[a2 + 22 | 0] = b2 >>> 16; + w[a2 + 23 | 0] = b2 >>> 24; + b2 = y[e + 348 >> 2]; + d = y[e + 344 >> 2]; + w[a2 + 8 | 0] = d; + w[a2 + 9 | 0] = d >>> 8; + w[a2 + 10 | 0] = d >>> 16; + w[a2 + 11 | 0] = d >>> 24; + w[a2 + 12 | 0] = b2; + w[a2 + 13 | 0] = b2 >>> 8; + w[a2 + 14 | 0] = b2 >>> 16; + w[a2 + 15 | 0] = b2 >>> 24; + b2 = y[e + 340 >> 2]; + d = y[e + 336 >> 2]; + w[a2 | 0] = d; + w[a2 + 1 | 0] = d >>> 8; + w[a2 + 2 | 0] = d >>> 16; + w[a2 + 3 | 0] = d >>> 24; + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + b2 = y[e + 368 >> 2]; + d = y[e + 372 >> 2]; + w[h | 0] = 1; + w[h + 1 | 0] = 0; + w[h + 2 | 0] = 0; + w[h + 3 | 0] = 0; + w[a2 + 36 | 0] = b2; + w[a2 + 37 | 0] = b2 >>> 8; + w[a2 + 38 | 0] = b2 >>> 16; + w[a2 + 39 | 0] = b2 >>> 24; + w[a2 + 40 | 0] = d; + w[a2 + 41 | 0] = d >>> 8; + w[a2 + 42 | 0] = d >>> 16; + w[a2 + 43 | 0] = d >>> 24; + } + if (c2) { + a2 = l + 17 | 0; + f = a2 >>> 0 < 17 ? f + 1 | 0 : f; + y[c2 >> 2] = a2; + y[c2 + 4 >> 2] = f; + } + T = e + 384 | 0; + break a; + } + ja(); + s(); + } + return 0; + } + function mb(a2, b2, c2, d) { + var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0; + A2 = z[a2 + 80 | 0] ? 0 : 16777216; + o2 = y[a2 + 36 >> 2]; + m2 = y[a2 + 32 >> 2]; + n2 = y[a2 + 28 >> 2]; + k = y[a2 + 24 >> 2]; + l = y[a2 + 20 >> 2]; + q = y[a2 + 4 >> 2]; + B2 = E(q, 5); + s2 = y[a2 + 8 >> 2]; + w2 = E(s2, 5); + u = y[a2 + 12 >> 2]; + v2 = E(u, 5); + x2 = y[a2 + 16 >> 2]; + t2 = E(x2, 5); + r = y[a2 >> 2]; + while (1) { + g = ((z[b2 + 3 | 0] | z[b2 + 4 | 0] << 8 | (z[b2 + 5 | 0] << 16 | z[b2 + 6 | 0] << 24)) >>> 2 & 67108863) + k | 0; + e = te(g, 0, u, 0); + i3 = U; + k = ((z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24)) & 67108863) + l | 0; + h = te(k, 0, x2, 0); + l = h + e | 0; + e = U + i3 | 0; + e = h >>> 0 > l >>> 0 ? e + 1 | 0 : e; + n2 = ((z[b2 + 6 | 0] | z[b2 + 7 | 0] << 8 | (z[b2 + 8 | 0] << 16 | z[b2 + 9 | 0] << 24)) >>> 4 & 67108863) + n2 | 0; + i3 = te(n2, 0, s2, 0); + l = i3 + l | 0; + e = U + e | 0; + e = i3 >>> 0 > l >>> 0 ? e + 1 | 0 : e; + m2 = ((z[b2 + 9 | 0] | z[b2 + 10 | 0] << 8 | (z[b2 + 11 | 0] << 16 | z[b2 + 12 | 0] << 24)) >>> 6 | 0) + m2 | 0; + i3 = te(m2, 0, q, 0); + l = i3 + l | 0; + e = U + e | 0; + e = i3 >>> 0 > l >>> 0 ? e + 1 | 0 : e; + o2 = o2 + A2 + ((z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24)) >>> 8) | 0; + i3 = te(o2, 0, r, 0); + l = i3 + l | 0; + e = U + e | 0; + C2 = l; + l = i3 >>> 0 > l >>> 0 ? e + 1 | 0 : e; + e = te(g, 0, s2, 0); + i3 = U; + h = te(k, 0, u, 0); + e = h + e | 0; + f = U + i3 | 0; + f = e >>> 0 < h >>> 0 ? f + 1 | 0 : f; + h = te(n2, 0, q, 0); + i3 = h + e | 0; + e = U + f | 0; + e = h >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; + h = te(m2, 0, r, 0); + i3 = h + i3 | 0; + e = U + e | 0; + e = h >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; + h = te(o2, 0, t2, 0); + i3 = h + i3 | 0; + e = U + e | 0; + D2 = i3; + i3 = h >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; + e = te(g, 0, q, 0); + j = U; + f = te(k, 0, s2, 0); + h = f + e | 0; + e = U + j | 0; + e = f >>> 0 > h >>> 0 ? e + 1 | 0 : e; + j = te(n2, 0, r, 0); + h = j + h | 0; + f = U + e | 0; + f = h >>> 0 < j >>> 0 ? f + 1 | 0 : f; + j = te(m2, 0, t2, 0); + h = j + h | 0; + e = U + f | 0; + e = h >>> 0 < j >>> 0 ? e + 1 | 0 : e; + j = te(o2, 0, v2, 0); + h = j + h | 0; + e = U + e | 0; + F2 = h; + h = h >>> 0 < j >>> 0 ? e + 1 | 0 : e; + e = te(g, 0, r, 0); + f = U; + p = te(k, 0, q, 0); + j = p + e | 0; + e = U + f | 0; + e = j >>> 0 < p >>> 0 ? e + 1 | 0 : e; + f = te(n2, 0, t2, 0); + j = f + j | 0; + e = U + e | 0; + e = f >>> 0 > j >>> 0 ? e + 1 | 0 : e; + p = te(m2, 0, v2, 0); + j = p + j | 0; + f = U + e | 0; + f = j >>> 0 < p >>> 0 ? f + 1 | 0 : f; + p = te(o2, 0, w2, 0); + j = p + j | 0; + e = U + f | 0; + e = j >>> 0 < p >>> 0 ? e + 1 | 0 : e; + p = j; + j = e; + e = te(g, 0, t2, 0); + f = U; + k = te(k, 0, r, 0); + g = k + e | 0; + e = U + f | 0; + e = g >>> 0 < k >>> 0 ? e + 1 | 0 : e; + k = te(n2, 0, v2, 0); + g = k + g | 0; + e = U + e | 0; + e = g >>> 0 < k >>> 0 ? e + 1 | 0 : e; + k = te(m2, 0, w2, 0); + g = k + g | 0; + e = U + e | 0; + e = g >>> 0 < k >>> 0 ? e + 1 | 0 : e; + k = te(o2, 0, B2, 0); + g = k + g | 0; + f = U + e | 0; + f = g >>> 0 < k >>> 0 ? f + 1 | 0 : f; + k = g; + n2 = (f & 67108863) << 6 | g >>> 26; + g = n2 + p | 0; + e = j; + e = g >>> 0 < n2 >>> 0 ? e + 1 | 0 : e; + n2 = g; + m2 = (e & 67108863) << 6 | g >>> 26; + g = m2 + F2 | 0; + e = h; + e = g >>> 0 < m2 >>> 0 ? e + 1 | 0 : e; + m2 = g; + f = i3; + g = (e & 67108863) << 6 | g >>> 26; + e = g + D2 | 0; + o2 = e; + f = e >>> 0 < g >>> 0 ? f + 1 | 0 : f; + i3 = (f & 67108863) << 6 | e >>> 26; + g = i3 + C2 | 0; + e = l; + e = E(((g >>> 0 < i3 >>> 0 ? e + 1 | 0 : e) & 67108863) << 6 | g >>> 26, 5) + (k & 67108863) | 0; + k = (n2 & 67108863) + (e >>> 26 | 0) | 0; + n2 = m2 & 67108863; + m2 = o2 & 67108863; + o2 = g & 67108863; + l = e & 67108863; + b2 = b2 + 16 | 0; + d = d - (c2 >>> 0 < 16) | 0; + c2 = c2 - 16 | 0; + if (!d & c2 >>> 0 > 15 | d) { + continue; + } + break; + } + y[a2 + 36 >> 2] = o2; + y[a2 + 32 >> 2] = m2; + y[a2 + 28 >> 2] = n2; + y[a2 + 24 >> 2] = k; + y[a2 + 20 >> 2] = l; + } + function ma(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0; + d = y[b2 + 40 >> 2]; + e = y[b2 + 4 >> 2]; + g = y[b2 + 44 >> 2]; + h = y[b2 + 8 >> 2]; + i3 = y[b2 + 48 >> 2]; + j = y[b2 + 12 >> 2]; + k = y[b2 + 52 >> 2]; + l = y[b2 + 16 >> 2]; + m2 = y[b2 + 56 >> 2]; + n2 = y[b2 + 20 >> 2]; + o2 = y[b2 + 60 >> 2]; + p = y[b2 + 24 >> 2]; + f = b2 - -64 | 0; + q = y[f >> 2]; + r = y[b2 + 28 >> 2]; + s2 = y[b2 + 68 >> 2]; + t2 = y[b2 + 32 >> 2]; + u = y[b2 + 72 >> 2]; + v2 = y[b2 >> 2]; + y[a2 + 36 >> 2] = y[b2 + 36 >> 2] + y[b2 + 76 >> 2]; + y[a2 + 32 >> 2] = t2 + u; + y[a2 + 28 >> 2] = r + s2; + y[a2 + 24 >> 2] = p + q; + y[a2 + 20 >> 2] = n2 + o2; + y[a2 + 16 >> 2] = l + m2; + y[a2 + 12 >> 2] = j + k; + y[a2 + 8 >> 2] = h + i3; + y[a2 + 4 >> 2] = e + g; + y[a2 >> 2] = d + v2; + g = y[b2 + 40 >> 2]; + d = y[b2 + 4 >> 2]; + h = y[b2 + 44 >> 2]; + i3 = y[b2 + 8 >> 2]; + j = y[b2 + 48 >> 2]; + k = y[b2 + 12 >> 2]; + l = y[b2 + 52 >> 2]; + m2 = y[b2 + 16 >> 2]; + n2 = y[b2 + 56 >> 2]; + o2 = y[b2 + 20 >> 2]; + p = y[b2 + 60 >> 2]; + q = y[b2 + 24 >> 2]; + f = y[f >> 2]; + e = y[b2 + 28 >> 2]; + r = y[b2 + 68 >> 2]; + s2 = y[b2 + 32 >> 2]; + t2 = y[b2 + 72 >> 2]; + u = y[b2 >> 2]; + y[a2 + 76 >> 2] = y[b2 + 76 >> 2] - y[b2 + 36 >> 2]; + y[a2 + 72 >> 2] = t2 - s2; + y[a2 + 68 >> 2] = r - e; + e = a2 - -64 | 0; + y[e >> 2] = f - q; + y[a2 + 60 >> 2] = p - o2; + y[a2 + 56 >> 2] = n2 - m2; + y[a2 + 52 >> 2] = l - k; + y[a2 + 48 >> 2] = j - i3; + y[a2 + 44 >> 2] = h - d; + d = a2 + 40 | 0; + y[d >> 2] = g - u; + ea(a2 + 80 | 0, a2, c2); + ea(d, d, c2 + 40 | 0); + ea(a2 + 120 | 0, c2 + 120 | 0, b2 + 120 | 0); + ea(a2, b2 + 80 | 0, c2 + 80 | 0); + v2 = y[a2 + 4 >> 2]; + z2 = y[a2 + 8 >> 2]; + A2 = y[a2 + 12 >> 2]; + B2 = y[a2 + 16 >> 2]; + C2 = y[a2 + 20 >> 2]; + D2 = y[a2 + 24 >> 2]; + E2 = y[a2 + 28 >> 2]; + F2 = y[a2 + 32 >> 2]; + G2 = y[a2 + 36 >> 2]; + b2 = y[d >> 2]; + c2 = y[a2 + 80 >> 2]; + g = y[a2 + 44 >> 2]; + h = y[a2 + 84 >> 2]; + i3 = y[a2 + 48 >> 2]; + j = y[a2 + 88 >> 2]; + k = y[a2 + 52 >> 2]; + l = y[a2 + 92 >> 2]; + m2 = y[a2 + 56 >> 2]; + n2 = y[a2 + 96 >> 2]; + o2 = y[a2 + 60 >> 2]; + p = y[a2 + 100 >> 2]; + f = y[e >> 2]; + q = y[a2 + 104 >> 2]; + r = y[a2 + 68 >> 2]; + s2 = y[a2 + 108 >> 2]; + t2 = y[a2 + 72 >> 2]; + u = y[a2 + 112 >> 2]; + H2 = y[a2 >> 2]; + w2 = y[a2 + 76 >> 2]; + x2 = y[a2 + 116 >> 2]; + y[a2 + 76 >> 2] = w2 + x2; + y[a2 + 72 >> 2] = t2 + u; + y[a2 + 68 >> 2] = r + s2; + y[e >> 2] = f + q; + y[a2 + 60 >> 2] = o2 + p; + y[a2 + 56 >> 2] = m2 + n2; + y[a2 + 52 >> 2] = k + l; + y[a2 + 48 >> 2] = i3 + j; + y[a2 + 44 >> 2] = g + h; + y[d >> 2] = b2 + c2; + y[a2 + 36 >> 2] = x2 - w2; + y[a2 + 32 >> 2] = u - t2; + y[a2 + 28 >> 2] = s2 - r; + y[a2 + 24 >> 2] = q - f; + y[a2 + 20 >> 2] = p - o2; + y[a2 + 16 >> 2] = n2 - m2; + y[a2 + 12 >> 2] = l - k; + y[a2 + 8 >> 2] = j - i3; + y[a2 + 4 >> 2] = h - g; + y[a2 >> 2] = c2 - b2; + b2 = G2 << 1; + c2 = y[a2 + 156 >> 2]; + y[a2 + 156 >> 2] = b2 - c2; + d = F2 << 1; + e = y[a2 + 152 >> 2]; + y[a2 + 152 >> 2] = d - e; + g = E2 << 1; + h = y[a2 + 148 >> 2]; + y[a2 + 148 >> 2] = g - h; + i3 = D2 << 1; + j = y[a2 + 144 >> 2]; + y[a2 + 144 >> 2] = i3 - j; + k = C2 << 1; + l = y[a2 + 140 >> 2]; + y[a2 + 140 >> 2] = k - l; + m2 = B2 << 1; + n2 = y[a2 + 136 >> 2]; + y[a2 + 136 >> 2] = m2 - n2; + o2 = A2 << 1; + p = y[a2 + 132 >> 2]; + y[a2 + 132 >> 2] = o2 - p; + f = z2 << 1; + q = y[a2 + 128 >> 2]; + y[a2 + 128 >> 2] = f - q; + r = v2 << 1; + s2 = y[a2 + 124 >> 2]; + y[a2 + 124 >> 2] = r - s2; + t2 = H2 << 1; + u = y[a2 + 120 >> 2]; + y[a2 + 120 >> 2] = t2 - u; + y[a2 + 112 >> 2] = d + e; + y[a2 + 108 >> 2] = g + h; + y[a2 + 104 >> 2] = i3 + j; + y[a2 + 100 >> 2] = k + l; + y[a2 + 96 >> 2] = m2 + n2; + y[a2 + 92 >> 2] = o2 + p; + y[a2 + 88 >> 2] = f + q; + y[a2 + 84 >> 2] = r + s2; + y[a2 + 80 >> 2] = t2 + u; + y[a2 + 116 >> 2] = b2 + c2; + } + function Qb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0; + d = y[b2 + 40 >> 2]; + e = y[b2 + 4 >> 2]; + g = y[b2 + 44 >> 2]; + h = y[b2 + 8 >> 2]; + i3 = y[b2 + 48 >> 2]; + j = y[b2 + 12 >> 2]; + k = y[b2 + 52 >> 2]; + l = y[b2 + 16 >> 2]; + m2 = y[b2 + 56 >> 2]; + n2 = y[b2 + 20 >> 2]; + o2 = y[b2 + 60 >> 2]; + p = y[b2 + 24 >> 2]; + f = b2 - -64 | 0; + q = y[f >> 2]; + r = y[b2 + 28 >> 2]; + s2 = y[b2 + 68 >> 2]; + t2 = y[b2 + 32 >> 2]; + u = y[b2 + 72 >> 2]; + v2 = y[b2 >> 2]; + y[a2 + 36 >> 2] = y[b2 + 36 >> 2] + y[b2 + 76 >> 2]; + y[a2 + 32 >> 2] = t2 + u; + y[a2 + 28 >> 2] = r + s2; + y[a2 + 24 >> 2] = p + q; + y[a2 + 20 >> 2] = n2 + o2; + y[a2 + 16 >> 2] = l + m2; + y[a2 + 12 >> 2] = j + k; + y[a2 + 8 >> 2] = h + i3; + y[a2 + 4 >> 2] = e + g; + y[a2 >> 2] = d + v2; + g = y[b2 + 40 >> 2]; + d = y[b2 + 4 >> 2]; + h = y[b2 + 44 >> 2]; + i3 = y[b2 + 8 >> 2]; + j = y[b2 + 48 >> 2]; + k = y[b2 + 12 >> 2]; + l = y[b2 + 52 >> 2]; + m2 = y[b2 + 16 >> 2]; + n2 = y[b2 + 56 >> 2]; + o2 = y[b2 + 20 >> 2]; + p = y[b2 + 60 >> 2]; + q = y[b2 + 24 >> 2]; + f = y[f >> 2]; + e = y[b2 + 28 >> 2]; + r = y[b2 + 68 >> 2]; + s2 = y[b2 + 32 >> 2]; + t2 = y[b2 + 72 >> 2]; + u = y[b2 >> 2]; + y[a2 + 76 >> 2] = y[b2 + 76 >> 2] - y[b2 + 36 >> 2]; + y[a2 + 72 >> 2] = t2 - s2; + y[a2 + 68 >> 2] = r - e; + e = a2 - -64 | 0; + y[e >> 2] = f - q; + y[a2 + 60 >> 2] = p - o2; + y[a2 + 56 >> 2] = n2 - m2; + y[a2 + 52 >> 2] = l - k; + y[a2 + 48 >> 2] = j - i3; + y[a2 + 44 >> 2] = h - d; + d = a2 + 40 | 0; + y[d >> 2] = g - u; + ea(a2 + 80 | 0, a2, c2 + 40 | 0); + ea(d, d, c2); + ea(a2 + 120 | 0, c2 + 120 | 0, b2 + 120 | 0); + ea(a2, b2 + 80 | 0, c2 + 80 | 0); + v2 = y[a2 + 4 >> 2]; + z2 = y[a2 + 8 >> 2]; + A2 = y[a2 + 12 >> 2]; + B2 = y[a2 + 16 >> 2]; + C2 = y[a2 + 20 >> 2]; + D2 = y[a2 + 24 >> 2]; + E2 = y[a2 + 28 >> 2]; + F2 = y[a2 + 32 >> 2]; + G2 = y[a2 + 36 >> 2]; + b2 = y[d >> 2]; + c2 = y[a2 + 80 >> 2]; + g = y[a2 + 44 >> 2]; + h = y[a2 + 84 >> 2]; + i3 = y[a2 + 48 >> 2]; + j = y[a2 + 88 >> 2]; + k = y[a2 + 52 >> 2]; + l = y[a2 + 92 >> 2]; + m2 = y[a2 + 56 >> 2]; + n2 = y[a2 + 96 >> 2]; + o2 = y[a2 + 60 >> 2]; + p = y[a2 + 100 >> 2]; + f = y[e >> 2]; + q = y[a2 + 104 >> 2]; + r = y[a2 + 68 >> 2]; + s2 = y[a2 + 108 >> 2]; + t2 = y[a2 + 72 >> 2]; + u = y[a2 + 112 >> 2]; + H2 = y[a2 >> 2]; + w2 = y[a2 + 76 >> 2]; + x2 = y[a2 + 116 >> 2]; + y[a2 + 76 >> 2] = w2 + x2; + y[a2 + 72 >> 2] = t2 + u; + y[a2 + 68 >> 2] = r + s2; + y[e >> 2] = f + q; + y[a2 + 60 >> 2] = o2 + p; + y[a2 + 56 >> 2] = m2 + n2; + y[a2 + 52 >> 2] = k + l; + y[a2 + 48 >> 2] = i3 + j; + y[a2 + 44 >> 2] = g + h; + y[d >> 2] = b2 + c2; + y[a2 + 36 >> 2] = x2 - w2; + y[a2 + 32 >> 2] = u - t2; + y[a2 + 28 >> 2] = s2 - r; + y[a2 + 24 >> 2] = q - f; + y[a2 + 20 >> 2] = p - o2; + y[a2 + 16 >> 2] = n2 - m2; + y[a2 + 12 >> 2] = l - k; + y[a2 + 8 >> 2] = j - i3; + y[a2 + 4 >> 2] = h - g; + y[a2 >> 2] = c2 - b2; + b2 = y[a2 + 156 >> 2]; + c2 = G2 << 1; + y[a2 + 156 >> 2] = b2 + c2; + d = y[a2 + 152 >> 2]; + e = F2 << 1; + y[a2 + 152 >> 2] = d + e; + g = y[a2 + 148 >> 2]; + h = E2 << 1; + y[a2 + 148 >> 2] = g + h; + i3 = y[a2 + 144 >> 2]; + j = D2 << 1; + y[a2 + 144 >> 2] = i3 + j; + k = y[a2 + 140 >> 2]; + l = C2 << 1; + y[a2 + 140 >> 2] = k + l; + m2 = y[a2 + 136 >> 2]; + n2 = B2 << 1; + y[a2 + 136 >> 2] = m2 + n2; + o2 = y[a2 + 132 >> 2]; + p = A2 << 1; + y[a2 + 132 >> 2] = o2 + p; + f = y[a2 + 128 >> 2]; + q = z2 << 1; + y[a2 + 128 >> 2] = f + q; + r = y[a2 + 124 >> 2]; + s2 = v2 << 1; + y[a2 + 124 >> 2] = r + s2; + t2 = y[a2 + 120 >> 2]; + u = H2 << 1; + y[a2 + 120 >> 2] = t2 + u; + y[a2 + 112 >> 2] = e - d; + y[a2 + 108 >> 2] = h - g; + y[a2 + 104 >> 2] = j - i3; + y[a2 + 100 >> 2] = l - k; + y[a2 + 96 >> 2] = n2 - m2; + y[a2 + 92 >> 2] = p - o2; + y[a2 + 88 >> 2] = q - f; + y[a2 + 84 >> 2] = s2 - r; + y[a2 + 80 >> 2] = u - t2; + y[a2 + 116 >> 2] = c2 - b2; + } + function lb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0; + d = y[b2 + 40 >> 2]; + e = y[b2 + 4 >> 2]; + g = y[b2 + 44 >> 2]; + h = y[b2 + 8 >> 2]; + i3 = y[b2 + 48 >> 2]; + j = y[b2 + 12 >> 2]; + k = y[b2 + 52 >> 2]; + l = y[b2 + 16 >> 2]; + m2 = y[b2 + 56 >> 2]; + n2 = y[b2 + 20 >> 2]; + o2 = y[b2 + 60 >> 2]; + p = y[b2 + 24 >> 2]; + f = b2 - -64 | 0; + q = y[f >> 2]; + r = y[b2 + 28 >> 2]; + s2 = y[b2 + 68 >> 2]; + t2 = y[b2 + 32 >> 2]; + u = y[b2 + 72 >> 2]; + v2 = y[b2 >> 2]; + y[a2 + 36 >> 2] = y[b2 + 36 >> 2] + y[b2 + 76 >> 2]; + y[a2 + 32 >> 2] = t2 + u; + y[a2 + 28 >> 2] = r + s2; + y[a2 + 24 >> 2] = p + q; + y[a2 + 20 >> 2] = n2 + o2; + y[a2 + 16 >> 2] = l + m2; + y[a2 + 12 >> 2] = j + k; + y[a2 + 8 >> 2] = h + i3; + y[a2 + 4 >> 2] = e + g; + y[a2 >> 2] = d + v2; + g = y[b2 + 40 >> 2]; + d = y[b2 + 4 >> 2]; + h = y[b2 + 44 >> 2]; + i3 = y[b2 + 8 >> 2]; + j = y[b2 + 48 >> 2]; + k = y[b2 + 12 >> 2]; + l = y[b2 + 52 >> 2]; + m2 = y[b2 + 16 >> 2]; + n2 = y[b2 + 56 >> 2]; + o2 = y[b2 + 20 >> 2]; + p = y[b2 + 60 >> 2]; + q = y[b2 + 24 >> 2]; + f = y[f >> 2]; + e = y[b2 + 28 >> 2]; + r = y[b2 + 68 >> 2]; + s2 = y[b2 + 32 >> 2]; + t2 = y[b2 + 72 >> 2]; + u = y[b2 >> 2]; + y[a2 + 76 >> 2] = y[b2 + 76 >> 2] - y[b2 + 36 >> 2]; + y[a2 + 72 >> 2] = t2 - s2; + y[a2 + 68 >> 2] = r - e; + e = a2 - -64 | 0; + y[e >> 2] = f - q; + y[a2 + 60 >> 2] = p - o2; + y[a2 + 56 >> 2] = n2 - m2; + y[a2 + 52 >> 2] = l - k; + y[a2 + 48 >> 2] = j - i3; + y[a2 + 44 >> 2] = h - d; + d = a2 + 40 | 0; + y[d >> 2] = g - u; + ea(a2 + 80 | 0, a2, c2); + ea(d, d, c2 + 40 | 0); + ea(a2 + 120 | 0, c2 + 80 | 0, b2 + 120 | 0); + v2 = y[b2 + 80 >> 2]; + z2 = y[b2 + 84 >> 2]; + A2 = y[b2 + 88 >> 2]; + B2 = y[b2 + 92 >> 2]; + C2 = y[b2 + 96 >> 2]; + D2 = y[b2 + 100 >> 2]; + E2 = y[b2 + 104 >> 2]; + F2 = y[b2 + 108 >> 2]; + G2 = y[b2 + 112 >> 2]; + H2 = y[b2 + 116 >> 2]; + b2 = y[d >> 2]; + c2 = y[a2 + 80 >> 2]; + g = y[a2 + 44 >> 2]; + h = y[a2 + 84 >> 2]; + i3 = y[a2 + 48 >> 2]; + j = y[a2 + 88 >> 2]; + k = y[a2 + 52 >> 2]; + l = y[a2 + 92 >> 2]; + m2 = y[a2 + 56 >> 2]; + n2 = y[a2 + 96 >> 2]; + o2 = y[a2 + 60 >> 2]; + p = y[a2 + 100 >> 2]; + f = y[e >> 2]; + q = y[a2 + 104 >> 2]; + r = y[a2 + 68 >> 2]; + s2 = y[a2 + 108 >> 2]; + t2 = y[a2 + 72 >> 2]; + u = y[a2 + 112 >> 2]; + w2 = y[a2 + 76 >> 2]; + x2 = y[a2 + 116 >> 2]; + y[a2 + 76 >> 2] = w2 + x2; + y[a2 + 72 >> 2] = t2 + u; + y[a2 + 68 >> 2] = r + s2; + y[e >> 2] = f + q; + y[a2 + 60 >> 2] = o2 + p; + y[a2 + 56 >> 2] = m2 + n2; + y[a2 + 52 >> 2] = k + l; + y[a2 + 48 >> 2] = i3 + j; + y[a2 + 44 >> 2] = g + h; + y[d >> 2] = b2 + c2; + y[a2 + 36 >> 2] = x2 - w2; + y[a2 + 32 >> 2] = u - t2; + y[a2 + 28 >> 2] = s2 - r; + y[a2 + 24 >> 2] = q - f; + y[a2 + 20 >> 2] = p - o2; + y[a2 + 16 >> 2] = n2 - m2; + y[a2 + 12 >> 2] = l - k; + y[a2 + 8 >> 2] = j - i3; + y[a2 + 4 >> 2] = h - g; + y[a2 >> 2] = c2 - b2; + b2 = H2 << 1; + c2 = y[a2 + 156 >> 2]; + y[a2 + 156 >> 2] = b2 - c2; + d = G2 << 1; + e = y[a2 + 152 >> 2]; + y[a2 + 152 >> 2] = d - e; + g = F2 << 1; + h = y[a2 + 148 >> 2]; + y[a2 + 148 >> 2] = g - h; + i3 = E2 << 1; + j = y[a2 + 144 >> 2]; + y[a2 + 144 >> 2] = i3 - j; + k = D2 << 1; + l = y[a2 + 140 >> 2]; + y[a2 + 140 >> 2] = k - l; + m2 = C2 << 1; + n2 = y[a2 + 136 >> 2]; + y[a2 + 136 >> 2] = m2 - n2; + o2 = B2 << 1; + p = y[a2 + 132 >> 2]; + y[a2 + 132 >> 2] = o2 - p; + f = A2 << 1; + q = y[a2 + 128 >> 2]; + y[a2 + 128 >> 2] = f - q; + r = z2 << 1; + s2 = y[a2 + 124 >> 2]; + y[a2 + 124 >> 2] = r - s2; + t2 = v2 << 1; + u = y[a2 + 120 >> 2]; + y[a2 + 120 >> 2] = t2 - u; + y[a2 + 112 >> 2] = d + e; + y[a2 + 108 >> 2] = g + h; + y[a2 + 104 >> 2] = i3 + j; + y[a2 + 100 >> 2] = k + l; + y[a2 + 96 >> 2] = m2 + n2; + y[a2 + 92 >> 2] = o2 + p; + y[a2 + 88 >> 2] = f + q; + y[a2 + 84 >> 2] = r + s2; + y[a2 + 80 >> 2] = t2 + u; + y[a2 + 116 >> 2] = b2 + c2; + } + function Oa(a2, b2, c2, d) { + var e = 0, f = 0; + e = -1; + f = d - 65 | 0; + if (!(f >>> 0 < 4294967232 | c2 >>> 0 > 64)) { + a: { + if (!(c2 ? b2 : 0)) { + if ((f & 255) >>> 0 <= 191) { + ja(); + s(); + } + o(a2 - -64 | 0, 0, 293); + w[a2 + 56 | 0] = 121; + w[a2 + 57 | 0] = 33; + w[a2 + 58 | 0] = 126; + w[a2 + 59 | 0] = 19; + w[a2 + 60 | 0] = 25; + w[a2 + 61 | 0] = 205; + w[a2 + 62 | 0] = 224; + w[a2 + 63 | 0] = 91; + w[a2 + 48 | 0] = 107; + w[a2 + 49 | 0] = 189; + w[a2 + 50 | 0] = 65; + w[a2 + 51 | 0] = 251; + w[a2 + 52 | 0] = 171; + w[a2 + 53 | 0] = 217; + w[a2 + 54 | 0] = 131; + w[a2 + 55 | 0] = 31; + w[a2 + 40 | 0] = 31; + w[a2 + 41 | 0] = 108; + w[a2 + 42 | 0] = 62; + w[a2 + 43 | 0] = 43; + w[a2 + 44 | 0] = 140; + w[a2 + 45 | 0] = 104; + w[a2 + 46 | 0] = 5; + w[a2 + 47 | 0] = 155; + w[a2 + 32 | 0] = 209; + w[a2 + 33 | 0] = 130; + w[a2 + 34 | 0] = 230; + w[a2 + 35 | 0] = 173; + w[a2 + 36 | 0] = 127; + w[a2 + 37 | 0] = 82; + w[a2 + 38 | 0] = 14; + w[a2 + 39 | 0] = 81; + w[a2 + 24 | 0] = 241; + w[a2 + 25 | 0] = 54; + w[a2 + 26 | 0] = 29; + w[a2 + 27 | 0] = 95; + w[a2 + 28 | 0] = 58; + w[a2 + 29 | 0] = 245; + w[a2 + 30 | 0] = 79; + w[a2 + 31 | 0] = 165; + w[a2 + 16 | 0] = 43; + w[a2 + 17 | 0] = 248; + w[a2 + 18 | 0] = 148; + w[a2 + 19 | 0] = 254; + w[a2 + 20 | 0] = 114; + w[a2 + 21 | 0] = 243; + w[a2 + 22 | 0] = 110; + w[a2 + 23 | 0] = 60; + w[a2 + 8 | 0] = 59; + w[a2 + 9 | 0] = 167; + w[a2 + 10 | 0] = 202; + w[a2 + 11 | 0] = 132; + w[a2 + 12 | 0] = 133; + w[a2 + 13 | 0] = 174; + w[a2 + 14 | 0] = 103; + w[a2 + 15 | 0] = 187; + b2 = d ^ -222443256; + w[a2 | 0] = b2; + w[a2 + 1 | 0] = b2 >>> 8; + w[a2 + 2 | 0] = b2 >>> 16; + w[a2 + 3 | 0] = b2 >>> 24; + w[a2 + 4 | 0] = 103; + w[a2 + 5 | 0] = 230; + w[a2 + 6 | 0] = 9; + w[a2 + 7 | 0] = 106; + break a; + } + e = T - 128 | 0; + T = e; + b: { + if (!(!b2 | (d - 65 & 255) >>> 0 <= 191 | (c2 - 65 & 255) >>> 0 <= 191)) { + o(a2 - -64 | 0, 0, 293); + w[a2 + 56 | 0] = 121; + w[a2 + 57 | 0] = 33; + w[a2 + 58 | 0] = 126; + w[a2 + 59 | 0] = 19; + w[a2 + 60 | 0] = 25; + w[a2 + 61 | 0] = 205; + w[a2 + 62 | 0] = 224; + w[a2 + 63 | 0] = 91; + w[a2 + 48 | 0] = 107; + w[a2 + 49 | 0] = 189; + w[a2 + 50 | 0] = 65; + w[a2 + 51 | 0] = 251; + w[a2 + 52 | 0] = 171; + w[a2 + 53 | 0] = 217; + w[a2 + 54 | 0] = 131; + w[a2 + 55 | 0] = 31; + w[a2 + 40 | 0] = 31; + w[a2 + 41 | 0] = 108; + w[a2 + 42 | 0] = 62; + w[a2 + 43 | 0] = 43; + w[a2 + 44 | 0] = 140; + w[a2 + 45 | 0] = 104; + w[a2 + 46 | 0] = 5; + w[a2 + 47 | 0] = 155; + w[a2 + 32 | 0] = 209; + w[a2 + 33 | 0] = 130; + w[a2 + 34 | 0] = 230; + w[a2 + 35 | 0] = 173; + w[a2 + 36 | 0] = 127; + w[a2 + 37 | 0] = 82; + w[a2 + 38 | 0] = 14; + w[a2 + 39 | 0] = 81; + w[a2 + 24 | 0] = 241; + w[a2 + 25 | 0] = 54; + w[a2 + 26 | 0] = 29; + w[a2 + 27 | 0] = 95; + w[a2 + 28 | 0] = 58; + w[a2 + 29 | 0] = 245; + w[a2 + 30 | 0] = 79; + w[a2 + 31 | 0] = 165; + w[a2 + 16 | 0] = 43; + w[a2 + 17 | 0] = 248; + w[a2 + 18 | 0] = 148; + w[a2 + 19 | 0] = 254; + w[a2 + 20 | 0] = 114; + w[a2 + 21 | 0] = 243; + w[a2 + 22 | 0] = 110; + w[a2 + 23 | 0] = 60; + w[a2 + 8 | 0] = 59; + w[a2 + 9 | 0] = 167; + w[a2 + 10 | 0] = 202; + w[a2 + 11 | 0] = 132; + w[a2 + 12 | 0] = 133; + w[a2 + 13 | 0] = 174; + w[a2 + 14 | 0] = 103; + w[a2 + 15 | 0] = 187; + d = (c2 << 8 | d) ^ -222443256; + w[a2 | 0] = d; + w[a2 + 1 | 0] = d >>> 8; + w[a2 + 2 | 0] = d >>> 16; + w[a2 + 3 | 0] = d >>> 24; + d = c2 >>> 24 ^ 1779033703; + w[a2 + 4 | 0] = d; + w[a2 + 5 | 0] = d >>> 8; + w[a2 + 6 | 0] = d >>> 16; + w[a2 + 7 | 0] = d >>> 24; + o(e, 0, 128); + if (c2) { + t(e, b2, c2); + } + t(a2 + 96 | 0, e, 128); + w[a2 + 352 | 0] = 128; + w[a2 + 353 | 0] = 0; + w[a2 + 354 | 0] = 0; + w[a2 + 355 | 0] = 0; + ga(e, 128); + T = e + 128 | 0; + break b; + } + ja(); + s(); + } + } + e = 0; + } + return e; + } + function Sb(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0; + r = z[b2 + 31 | 0]; + s2 = z[b2 + 30 | 0]; + t2 = z[b2 + 29 | 0]; + u = z[b2 + 6 | 0]; + v2 = z[b2 + 5 | 0]; + w2 = z[b2 + 4 | 0]; + x2 = z[b2 + 9 | 0]; + A2 = z[b2 + 8 | 0]; + B2 = z[b2 + 7 | 0]; + C2 = z[b2 + 12 | 0]; + l = z[b2 + 11 | 0]; + m2 = z[b2 + 10 | 0]; + p = z[b2 + 15 | 0]; + n2 = z[b2 + 14 | 0]; + D2 = z[b2 + 13 | 0]; + i3 = z[b2 + 28 | 0]; + k = z[b2 + 27 | 0]; + j = z[b2 + 26 | 0]; + h = z[b2 + 25 | 0]; + f = z[b2 + 24 | 0]; + e = z[b2 + 23 | 0]; + E2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + d = z[b2 + 21 | 0]; + g = d << 15; + d = c2; + c2 = g; + g = z[b2 + 20 | 0]; + o2 = c2 | g << 7; + g = d | d; + c2 = z[b2 + 22 | 0]; + c2 = c2 << 23 | o2; + d = d | g; + q = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + b2 = 0; + g = c2; + o2 = q + 16777216 | 0; + b2 = o2 >>> 0 < 16777216 ? 1 : b2; + c2 = (b2 & 33554431) << 7 | o2 >>> 25; + g = g + c2 | 0; + b2 = (b2 >>> 25 | 0) + d | 0; + d = g; + c2 = d >>> 0 < c2 >>> 0 ? b2 + 1 | 0 : b2; + g = d + 33554432 | 0; + b2 = g >>> 0 < 33554432 ? c2 + 1 | 0 : c2; + y[a2 + 24 >> 2] = d - (g & -67108864); + d = e >>> 27 | 0; + e = f << 13 | e << 5; + c2 = d | f >>> 19 | h >>> 11; + d = b2; + f = h << 21 | e; + d = (d & 67108863) << 6 | g >>> 26; + e = f + d | 0; + d = e; + b2 = c2; + e = f + 16777216 | 0; + c2 = e >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + y[a2 + 28 >> 2] = d - (e & 1040187392); + d = k >>> 20 | j >>> 28 | i3 >>> 12; + b2 = c2; + c2 = b2 >>> 25 | 0; + b2 = (b2 & 33554431) << 7 | e >>> 25; + e = b2 + (k << 12 | j << 4 | i3 << 20) | 0; + d = c2 + d | 0; + c2 = e; + d = c2 >>> 0 < b2 >>> 0 ? d + 1 | 0 : d; + b2 = d; + i3 = c2 + 33554432 | 0; + e = i3 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + y[a2 + 32 >> 2] = c2 - (i3 & -67108864); + j = q - (o2 & -33554432) | 0; + f = n2 << 10 | D2 << 2 | p << 18; + h = n2 >>> 22 | p >>> 14; + c2 = l >>> 21 | m2 >>> 29; + l = l << 11 | m2 << 3 | C2 << 19; + k = l + 16777216 | 0; + d = k >>> 0 < 16777216 ? c2 + 1 | 0 : c2; + b2 = d >>> 25 | 0; + c2 = f; + f = (d & 33554431) << 7 | k >>> 25; + d = c2 + f | 0; + c2 = b2 + h | 0; + c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; + b2 = c2; + f = d + 33554432 | 0; + b2 = f >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + c2 = f; + f = ((b2 & 67108863) << 6 | c2 >>> 26) + j | 0; + y[a2 + 20 >> 2] = f; + y[a2 + 16 >> 2] = d - (c2 & -67108864); + f = A2 << 13 | B2 << 5 | x2 << 21; + h = 0; + m2 = v2 << 14 | w2 << 6 | u << 22; + c2 = 0; + j = m2 + 16777216 | 0; + c2 = j >>> 0 < 16777216 ? c2 + 1 | 0 : c2; + d = c2 >>> 25 | 0; + b2 = f; + f = (c2 & 33554431) << 7 | j >>> 25; + c2 = b2 + f | 0; + b2 = d + h | 0; + b2 = c2 >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; + h = c2 + 33554432 | 0; + d = h >>> 0 < 33554432 ? b2 + 1 | 0 : b2; + y[a2 + 8 >> 2] = c2 - (h & -67108864); + n2 = r << 18 & 33292288 | (s2 << 10 | t2 << 2); + c2 = 0; + e = (e & 67108863) << 6 | i3 >>> 26; + i3 = e + n2 | 0; + b2 = c2; + e = n2 + 16777216 | 0; + c2 = e >>> 0 < 16777216 ? b2 + 1 | 0 : b2; + y[a2 + 36 >> 2] = i3 - (e & 33554432); + d = l + ((d & 67108863) << 6 | h >>> 26) | 0; + y[a2 + 12 >> 2] = d - (k & 234881024); + f = m2 - (j & 2113929216) | 0; + b2 = c2; + c2 = b2 >>> 25 | 0; + d = te((b2 & 33554431) << 7 | e >>> 25, c2, 19, 0); + c2 = d + E2 | 0; + b2 = U; + d = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; + b2 = c2 + 33554432 | 0; + d = b2 >>> 0 < 33554432 ? d + 1 | 0 : d; + e = ((d & 67108863) << 6 | b2 >>> 26) + f | 0; + y[a2 + 4 >> 2] = e; + y[a2 >> 2] = c2 - (b2 & -67108864); + } + function ka(a2, b2, c2, d) { + var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0; + o2 = T - 704 | 0; + T = o2; + a: { + if (!(c2 | d)) { + break a; + } + g = y[a2 + 76 >> 2]; + f = g; + g = (d << 3 | c2 >>> 29) + f | 0; + k = y[a2 + 72 >> 2]; + i3 = c2 << 3; + h = k + i3 | 0; + y[a2 + 72 >> 2] = h; + g = h >>> 0 < i3 >>> 0 ? g + 1 | 0 : g; + y[a2 + 76 >> 2] = g; + e = a2 - -64 | 0; + i3 = e; + h = (f | 0) == (g | 0) & h >>> 0 < k >>> 0 | f >>> 0 > g >>> 0; + g = y[e + 4 >> 2]; + r = h; + h = h + y[e >> 2] | 0; + e = r >>> 0 > h >>> 0 ? g + 1 | 0 : g; + j = d >>> 29 | 0; + h = j + h | 0; + y[i3 >> 2] = h; + y[i3 + 4 >> 2] = h >>> 0 < j >>> 0 ? e + 1 | 0 : e; + h = a2 + 80 | 0; + i3 = ((f & 7) << 29 | k >>> 3) & 127; + g = i3; + e = 128 - g | 0; + k = e; + j = 0; + r = 0 - (j + (g >>> 0 > 128) | 0) | 0; + g = r; + if ((d | 0) == (g | 0) & c2 >>> 0 >= e >>> 0 | d >>> 0 > g >>> 0) { + s2 = e & 3; + f = 0; + g = 0; + b: { + if (!j & (i3 ^ 127) >>> 0 >= 3 | j) { + j = e & 252; + while (1) { + e = f + i3 | 0; + w[e + h | 0] = z[b2 + f | 0]; + e = f | 1; + q = i3 + e | 0; + w[h + q | 0] = z[b2 + e | 0]; + e = f | 2; + q = i3 + e | 0; + w[h + q | 0] = z[b2 + e | 0]; + e = f | 3; + q = i3 + e | 0; + w[h + q | 0] = z[b2 + e | 0]; + f = f + 4 | 0; + g = f >>> 0 < 4 ? g + 1 | 0 : g; + e = p; + m2 = m2 + 4 | 0; + e = m2 >>> 0 < 4 ? e + 1 | 0 : e; + p = e; + if ((j | 0) != (m2 | 0) | (n2 | 0) != (e | 0)) { + continue; + } + break; + } + if (!(s2 | t2)) { + break b; + } + } + while (1) { + e = f + i3 | 0; + w[e + h | 0] = z[b2 + f | 0]; + e = g; + f = f + 1 | 0; + g = f ? e : e + 1 | 0; + e = n2; + l = l + 1 | 0; + e = l ? e : e + 1 | 0; + n2 = e; + if ((l | 0) != (s2 | 0) | (t2 | 0) != (e | 0)) { + continue; + } + break; + } + } + f = o2 + 640 | 0; + Ra(a2, h, o2, f); + b2 = b2 + k | 0; + d = d - ((c2 >>> 0 < k >>> 0) + r | 0) | 0; + c2 = c2 - k | 0; + if (!d & c2 >>> 0 > 127 | d) { + while (1) { + Ra(a2, b2, o2, f); + b2 = b2 + 128 | 0; + d = d - (c2 >>> 0 < 128) | 0; + c2 = c2 - 128 | 0; + if (!d & c2 >>> 0 > 127 | d) { + continue; + } + break; + } + } + c: { + if (!(c2 | d)) { + break c; + } + a2 = c2 & 3; + p = 0; + l = 0; + n2 = 0; + f = 0; + g = 0; + if (!d & c2 >>> 0 >= 4 | d) { + m2 = c2 & 124; + k = 0; + c2 = 0; + d = 0; + while (1) { + w[f + h | 0] = z[b2 + f | 0]; + e = f | 1; + w[e + h | 0] = z[b2 + e | 0]; + e = f | 2; + w[e + h | 0] = z[b2 + e | 0]; + e = f | 3; + w[e + h | 0] = z[b2 + e | 0]; + e = g; + f = f + 4 | 0; + g = f >>> 0 < 4 ? e + 1 | 0 : e; + e = d; + c2 = c2 + 4 | 0; + e = c2 >>> 0 < 4 ? e + 1 | 0 : e; + d = e; + if ((c2 | 0) != (m2 | 0) | (k | 0) != (e | 0)) { + continue; + } + break; + } + if (!(a2 | p)) { + break c; + } + } + while (1) { + w[f + h | 0] = z[b2 + f | 0]; + f = f + 1 | 0; + g = f ? g : g + 1 | 0; + e = n2; + l = l + 1 | 0; + e = l ? e : e + 1 | 0; + n2 = e; + if ((a2 | 0) != (l | 0) | (p | 0) != (e | 0)) { + continue; + } + break; + } + } + ga(o2, 704); + break a; + } + a2 = c2 & 3; + k = 0; + f = 0; + g = 0; + if (!d & c2 >>> 0 >= 4 | d) { + c2 = c2 & -4; + while (1) { + e = f + i3 | 0; + w[e + h | 0] = z[b2 + f | 0]; + e = f | 1; + j = i3 + e | 0; + w[h + j | 0] = z[b2 + e | 0]; + e = f | 2; + j = i3 + e | 0; + w[h + j | 0] = z[b2 + e | 0]; + e = f | 3; + j = i3 + e | 0; + w[h + j | 0] = z[b2 + e | 0]; + f = f + 4 | 0; + g = f >>> 0 < 4 ? g + 1 | 0 : g; + e = p; + m2 = m2 + 4 | 0; + e = m2 >>> 0 < 4 ? e + 1 | 0 : e; + p = e; + if ((c2 | 0) != (m2 | 0) | (d | 0) != (e | 0)) { + continue; + } + break; + } + if (!(a2 | k)) { + break a; + } + } + while (1) { + c2 = f + i3 | 0; + w[c2 + h | 0] = z[b2 + f | 0]; + f = f + 1 | 0; + g = f ? g : g + 1 | 0; + e = n2; + l = l + 1 | 0; + e = l ? e : e + 1 | 0; + n2 = e; + if ((a2 | 0) != (l | 0) | (k | 0) != (e | 0)) { + continue; + } + break; + } + } + T = o2 + 704 | 0; + return 0; + } + function Qd(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; + k = T - 160 | 0; + T = k; + Da(b2, c2, 32, 0); + w[b2 | 0] = z[b2 | 0] & 248; + w[b2 + 31 | 0] = z[b2 + 31 | 0] & 63 | 64; + Xa(k, b2); + Ya(a2, k); + f = c2; + g = z[f | 0] | z[f + 1 | 0] << 8 | (z[f + 2 | 0] << 16 | z[f + 3 | 0] << 24); + e = z[f + 4 | 0] | z[f + 5 | 0] << 8 | (z[f + 6 | 0] << 16 | z[f + 7 | 0] << 24); + h = z[f + 8 | 0] | z[f + 9 | 0] << 8 | (z[f + 10 | 0] << 16 | z[f + 11 | 0] << 24); + i3 = z[f + 12 | 0] | z[f + 13 | 0] << 8 | (z[f + 14 | 0] << 16 | z[f + 15 | 0] << 24); + j = z[f + 16 | 0] | z[f + 17 | 0] << 8 | (z[f + 18 | 0] << 16 | z[f + 19 | 0] << 24); + c2 = z[f + 20 | 0] | z[f + 21 | 0] << 8 | (z[f + 22 | 0] << 16 | z[f + 23 | 0] << 24); + l = z[f + 28 | 0] | z[f + 29 | 0] << 8 | (z[f + 30 | 0] << 16 | z[f + 31 | 0] << 24); + d = b2; + b2 = z[f + 24 | 0] | z[f + 25 | 0] << 8 | (z[f + 26 | 0] << 16 | z[f + 27 | 0] << 24); + w[d + 24 | 0] = b2; + w[d + 25 | 0] = b2 >>> 8; + w[d + 26 | 0] = b2 >>> 16; + w[d + 27 | 0] = b2 >>> 24; + w[d + 28 | 0] = l; + w[d + 29 | 0] = l >>> 8; + w[d + 30 | 0] = l >>> 16; + w[d + 31 | 0] = l >>> 24; + w[d + 16 | 0] = j; + w[d + 17 | 0] = j >>> 8; + w[d + 18 | 0] = j >>> 16; + w[d + 19 | 0] = j >>> 24; + w[d + 20 | 0] = c2; + w[d + 21 | 0] = c2 >>> 8; + w[d + 22 | 0] = c2 >>> 16; + w[d + 23 | 0] = c2 >>> 24; + w[d + 8 | 0] = h; + w[d + 9 | 0] = h >>> 8; + w[d + 10 | 0] = h >>> 16; + w[d + 11 | 0] = h >>> 24; + w[d + 12 | 0] = i3; + w[d + 13 | 0] = i3 >>> 8; + w[d + 14 | 0] = i3 >>> 16; + w[d + 15 | 0] = i3 >>> 24; + w[d | 0] = g; + w[d + 1 | 0] = g >>> 8; + w[d + 2 | 0] = g >>> 16; + w[d + 3 | 0] = g >>> 24; + w[d + 4 | 0] = e; + w[d + 5 | 0] = e >>> 8; + w[d + 6 | 0] = e >>> 16; + w[d + 7 | 0] = e >>> 24; + e = a2; + h = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); + i3 = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); + j = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); + c2 = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); + b2 = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); + a2 = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); + g = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); + e = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); + w[d + 56 | 0] = e; + w[d + 57 | 0] = e >>> 8; + w[d + 58 | 0] = e >>> 16; + w[d + 59 | 0] = e >>> 24; + w[d + 60 | 0] = g; + w[d + 61 | 0] = g >>> 8; + w[d + 62 | 0] = g >>> 16; + w[d + 63 | 0] = g >>> 24; + w[d + 48 | 0] = b2; + w[d + 49 | 0] = b2 >>> 8; + w[d + 50 | 0] = b2 >>> 16; + w[d + 51 | 0] = b2 >>> 24; + w[d + 52 | 0] = a2; + w[d + 53 | 0] = a2 >>> 8; + w[d + 54 | 0] = a2 >>> 16; + w[d + 55 | 0] = a2 >>> 24; + w[d + 40 | 0] = j; + w[d + 41 | 0] = j >>> 8; + w[d + 42 | 0] = j >>> 16; + w[d + 43 | 0] = j >>> 24; + w[d + 44 | 0] = c2; + w[d + 45 | 0] = c2 >>> 8; + w[d + 46 | 0] = c2 >>> 16; + w[d + 47 | 0] = c2 >>> 24; + w[d + 32 | 0] = h; + w[d + 33 | 0] = h >>> 8; + w[d + 34 | 0] = h >>> 16; + w[d + 35 | 0] = h >>> 24; + w[d + 36 | 0] = i3; + w[d + 37 | 0] = i3 >>> 8; + w[d + 38 | 0] = i3 >>> 16; + w[d + 39 | 0] = i3 >>> 24; + T = k + 160 | 0; + return 0; + } + function eb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0; + e = 2036477234; + g = 857760878; + d = 1634760805; + i3 = 1797285236; + f = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + l = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + h = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + m2 = z[c2 + 28 | 0] | z[c2 + 29 | 0] << 8 | (z[c2 + 30 | 0] << 16 | z[c2 + 31 | 0] << 24); + j = z[c2 + 24 | 0] | z[c2 + 25 | 0] << 8 | (z[c2 + 26 | 0] << 16 | z[c2 + 27 | 0] << 24); + t2 = z[c2 + 20 | 0] | z[c2 + 21 | 0] << 8 | (z[c2 + 22 | 0] << 16 | z[c2 + 23 | 0] << 24); + n2 = z[c2 + 16 | 0] | z[c2 + 17 | 0] << 8 | (z[c2 + 18 | 0] << 16 | z[c2 + 19 | 0] << 24); + o2 = z[c2 + 12 | 0] | z[c2 + 13 | 0] << 8 | (z[c2 + 14 | 0] << 16 | z[c2 + 15 | 0] << 24); + p = z[c2 + 8 | 0] | z[c2 + 9 | 0] << 8 | (z[c2 + 10 | 0] << 16 | z[c2 + 11 | 0] << 24); + q = z[c2 + 4 | 0] | z[c2 + 5 | 0] << 8 | (z[c2 + 6 | 0] << 16 | z[c2 + 7 | 0] << 24); + b2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + c2 = z[c2 | 0] | z[c2 + 1 | 0] << 8 | (z[c2 + 2 | 0] << 16 | z[c2 + 3 | 0] << 24); + while (1) { + k = c2; + r = b2; + b2 = c2 + d | 0; + c2 = ue(r ^ b2, 16); + d = c2 + n2 | 0; + n2 = ue(k ^ d, 12); + k = n2; + r = b2 + n2 | 0; + u = ue(r ^ c2, 8); + n2 = u + d | 0; + b2 = ue(k ^ n2, 7); + d = o2; + c2 = i3 + o2 | 0; + o2 = ue(c2 ^ f, 16); + m2 = o2 + m2 | 0; + d = ue(d ^ m2, 12); + f = p; + e = e + p | 0; + i3 = ue(e ^ l, 16); + p = i3 + j | 0; + f = ue(f ^ p, 12); + e = f + e | 0; + j = ue(e ^ i3, 8); + s2 = c2 + d | 0; + i3 = b2 + s2 | 0; + c2 = ue(j ^ i3, 16); + g = g + q | 0; + l = ue(g ^ h, 16); + h = l + t2 | 0; + q = ue(h ^ q, 12); + k = b2; + g = g + q | 0; + b2 = ue(g ^ l, 8); + v2 = b2 + h | 0; + h = c2 + v2 | 0; + k = ue(k ^ h, 12); + i3 = k + i3 | 0; + l = ue(c2 ^ i3, 8); + t2 = l + h | 0; + c2 = ue(t2 ^ k, 7); + k = e; + e = d; + s2 = ue(o2 ^ s2, 8); + d = s2 + m2 | 0; + e = ue(e ^ d, 7); + h = k + e | 0; + o2 = ue(h ^ b2, 16); + b2 = o2 + n2 | 0; + m2 = ue(b2 ^ e, 12); + e = m2 + h | 0; + h = ue(o2 ^ e, 8); + n2 = b2 + h | 0; + o2 = ue(n2 ^ m2, 7); + b2 = f; + f = j + p | 0; + b2 = ue(b2 ^ f, 7); + g = b2 + g | 0; + p = ue(g ^ u, 16); + d = p + d | 0; + j = ue(b2 ^ d, 12); + g = j + g | 0; + b2 = ue(p ^ g, 8); + m2 = d + b2 | 0; + p = ue(m2 ^ j, 7); + k = f; + d = ue(q ^ v2, 7); + f = d + r | 0; + j = ue(f ^ s2, 16); + q = k + j | 0; + r = ue(d ^ q, 12); + d = r + f | 0; + f = ue(j ^ d, 8); + j = q + f | 0; + q = ue(j ^ r, 7); + x2 = x2 + 1 | 0; + if ((x2 | 0) != 10) { + continue; + } + break; + } + w[a2 | 0] = d; + w[a2 + 1 | 0] = d >>> 8; + w[a2 + 2 | 0] = d >>> 16; + w[a2 + 3 | 0] = d >>> 24; + w[a2 + 28 | 0] = f; + w[a2 + 29 | 0] = f >>> 8; + w[a2 + 30 | 0] = f >>> 16; + w[a2 + 31 | 0] = f >>> 24; + w[a2 + 24 | 0] = l; + w[a2 + 25 | 0] = l >>> 8; + w[a2 + 26 | 0] = l >>> 16; + w[a2 + 27 | 0] = l >>> 24; + w[a2 + 20 | 0] = h; + w[a2 + 21 | 0] = h >>> 8; + w[a2 + 22 | 0] = h >>> 16; + w[a2 + 23 | 0] = h >>> 24; + w[a2 + 16 | 0] = b2; + w[a2 + 17 | 0] = b2 >>> 8; + w[a2 + 18 | 0] = b2 >>> 16; + w[a2 + 19 | 0] = b2 >>> 24; + w[a2 + 12 | 0] = i3; + w[a2 + 13 | 0] = i3 >>> 8; + w[a2 + 14 | 0] = i3 >>> 16; + w[a2 + 15 | 0] = i3 >>> 24; + w[a2 + 8 | 0] = e; + w[a2 + 9 | 0] = e >>> 8; + w[a2 + 10 | 0] = e >>> 16; + w[a2 + 11 | 0] = e >>> 24; + w[a2 + 4 | 0] = g; + w[a2 + 5 | 0] = g >>> 8; + w[a2 + 6 | 0] = g >>> 16; + w[a2 + 7 | 0] = g >>> 24; + } + function Dd(a2, b2, c2, d, e, f, g, h) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + var i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0; + if ((h & -7) == 1) { + a: { + b: { + c: { + d: { + e: { + f: { + g: { + if (d) { + h: { + i: { + if (h >>> 0 <= 3) { + while (1) { + l = i3; + j: { + k: { + l: { + m: { + while (1) { + k = w[c2 + l | 0]; + j = k - 65 | 0; + j = j & (k - 91 & (j ^ -1)) >>> 8 & 255 | (k + 4 & (k - 58 & (k + 65488 ^ -1)) >>> 8 & 255 | (k + 185 & (k - 123 & (k + 65439 ^ -1)) >>> 8 & 255 | (((k ^ 16336) + 1 ^ -1) >>> 8 & 63 | ((k ^ 16340) + 1 ^ -1) >>> 8 & 62))); + j = (j - 1 & (k ^ 65470) + 1) >>> 8 & 255 | j; + if ((j | 0) != 255) { + break m; + } + j = 0; + if (!e) { + break h; + } + if (Ga(e, k)) { + l = l + 1 | 0; + if (l >>> 0 >= d >>> 0) { + break l; + } + continue; + } + break; + } + i3 = l; + break h; + } + o2 = j + (o2 << 6) | 0; + if (m2 >>> 0 > 1) { + break k; + } + m2 = m2 + 6 | 0; + break j; + } + a2 = i3 + 1 | 0; + i3 = a2 >>> 0 < d >>> 0 ? d : a2; + break h; + } + m2 = m2 - 2 | 0; + if (b2 >>> 0 <= n2 >>> 0) { + break i; + } + w[a2 + n2 | 0] = o2 >>> m2; + n2 = n2 + 1 | 0; + } + j = 0; + i3 = l + 1 | 0; + if (i3 >>> 0 < d >>> 0) { + continue; + } + break; + } + break h; + } + while (1) { + n: { + k = w[c2 + l | 0]; + j = k - 65 | 0; + j = j & (k - 91 & (j ^ -1)) >>> 8 & 255 | (k + 4 & (k - 58 & (k + 65488 ^ -1)) >>> 8 & 255 | (k + 185 & (k - 123 & (k + 65439 ^ -1)) >>> 8 & 255 | (((k ^ 16288) + 1 ^ -1) >>> 8 & 63 | ((k ^ 16338) + 1 ^ -1) >>> 8 & 62))); + j = (j - 1 & (k ^ 65470) + 1) >>> 8 & 255 | j; + if ((j | 0) == 255) { + j = 0; + if (!e) { + break h; + } + if (Ga(e, k)) { + l = l + 1 | 0; + if (l >>> 0 >= d >>> 0) { + break n; + } + continue; + } + i3 = l; + break h; + } + o2 = j + (o2 << 6) | 0; + o: { + if (m2 >>> 0 < 2) { + m2 = m2 + 6 | 0; + break o; + } + m2 = m2 - 2 | 0; + if (b2 >>> 0 <= n2 >>> 0) { + break i; + } + w[a2 + n2 | 0] = o2 >>> m2; + n2 = n2 + 1 | 0; + } + j = 0; + i3 = l + 1 | 0; + if (i3 >>> 0 >= d >>> 0) { + break h; + } + l = i3; + continue; + } + break; + } + a2 = i3 + 1 | 0; + i3 = a2 >>> 0 < d >>> 0 ? d : a2; + break h; + } + i3 = l; + y[10048] = 68; + j = 1; + } + if (m2 >>> 0 > 4) { + break g; + } + a2 = i3; + } else { + a2 = 0; + } + l = -1; + if (j) { + i3 = a2; + break a; + } + if ((-1 << m2 ^ -1) & o2) { + i3 = a2; + break a; + } + p: { + if (h & 2) { + break p; + } + j = m2 >>> 1 | 0; + if (!j) { + break p; + } + if (!e) { + break e; + } + i3 = a2 >>> 0 > d >>> 0 ? a2 : d; + while (1) { + if ((a2 | 0) == (i3 | 0)) { + e = 68; + break d; + } + q: { + b2 = w[a2 + c2 | 0]; + if ((b2 | 0) == 61) { + j = j - 1 | 0; + break q; + } + if (Ga(e, b2)) { + break q; + } + e = 28; + i3 = a2; + break d; + } + a2 = a2 + 1 | 0; + if (j) { + continue; + } + break; + } + } + l = 0; + if (!e | a2 >>> 0 >= d >>> 0) { + break f; + } + while (1) { + if (!Ga(e, w[a2 + c2 | 0])) { + break f; + } + a2 = a2 + 1 | 0; + if ((d | 0) != (a2 | 0)) { + continue; + } + break; + } + i3 = d; + break b; + } + l = -1; + break a; + } + i3 = a2; + break b; + } + e = 68; + if (a2 >>> 0 >= d >>> 0) { + i3 = a2; + break d; + } + e = 28; + if (z[a2 + c2 | 0] != 61) { + i3 = a2; + break d; + } + i3 = a2 + 1 | 0; + if ((j | 0) == 1) { + l = 0; + break b; + } + if ((d | 0) == (i3 | 0)) { + i3 = a2 >>> 0 > d >>> 0 ? a2 : d; + e = 68; + break d; + } + if (z[c2 + i3 | 0] == 61) { + break c; + } + } + y[10048] = e; + break a; + } + i3 = a2 + 2 | 0; + l = 0; + } + p = n2; + } + r: { + if (g) { + y[g >> 2] = c2 + i3; + break r; + } + if ((d | 0) == (i3 | 0)) { + break r; + } + y[10048] = 28; + l = -1; + } + if (f) { + y[f >> 2] = p; + } + return l | 0; + } + ja(); + s(); + } + function tb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0; + d = 1797285236; + j = 2036477234; + k = 857760878; + e = 1634760805; + f = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + h = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); + g = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); + r = z[c2 + 28 | 0] | z[c2 + 29 | 0] << 8 | (z[c2 + 30 | 0] << 16 | z[c2 + 31 | 0] << 24); + q = z[c2 + 24 | 0] | z[c2 + 25 | 0] << 8 | (z[c2 + 26 | 0] << 16 | z[c2 + 27 | 0] << 24); + s2 = 20; + o2 = z[c2 + 20 | 0] | z[c2 + 21 | 0] << 8 | (z[c2 + 22 | 0] << 16 | z[c2 + 23 | 0] << 24); + p = z[c2 + 16 | 0] | z[c2 + 17 | 0] << 8 | (z[c2 + 18 | 0] << 16 | z[c2 + 19 | 0] << 24); + l = z[c2 + 12 | 0] | z[c2 + 13 | 0] << 8 | (z[c2 + 14 | 0] << 16 | z[c2 + 15 | 0] << 24); + m2 = z[c2 + 8 | 0] | z[c2 + 9 | 0] << 8 | (z[c2 + 10 | 0] << 16 | z[c2 + 11 | 0] << 24); + n2 = z[c2 + 4 | 0] | z[c2 + 5 | 0] << 8 | (z[c2 + 6 | 0] << 16 | z[c2 + 7 | 0] << 24); + b2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); + c2 = z[c2 | 0] | z[c2 + 1 | 0] << 8 | (z[c2 + 2 | 0] << 16 | z[c2 + 3 | 0] << 24); + while (1) { + i3 = ue(c2 + k | 0, 7) ^ f; + t2 = ue(i3 + k | 0, 9) ^ q; + l = ue(e + o2 | 0, 7) ^ l; + u = ue(l + e | 0, 9) ^ h; + v2 = ue(u + l | 0, 13) ^ o2; + m2 = ue(d + p | 0, 7) ^ m2; + g = ue(m2 + d | 0, 9) ^ g; + h = ue(g + m2 | 0, 13) ^ p; + d = ue(g + h | 0, 18) ^ d; + f = ue(b2 + j | 0, 7) ^ r; + o2 = v2 ^ ue(d + f | 0, 7); + q = t2 ^ ue(o2 + d | 0, 9); + r = ue(o2 + q | 0, 13) ^ f; + d = ue(q + r | 0, 18) ^ d; + n2 = ue(f + j | 0, 9) ^ n2; + x2 = ue(n2 + f | 0, 13) ^ b2; + b2 = ue(x2 + n2 | 0, 18) ^ j; + p = ue(b2 + i3 | 0, 7) ^ h; + h = ue(p + b2 | 0, 9) ^ u; + f = ue(h + p | 0, 13) ^ i3; + j = ue(f + h | 0, 18) ^ b2; + i3 = ue(i3 + t2 | 0, 13) ^ c2; + c2 = ue(i3 + t2 | 0, 18) ^ k; + b2 = ue(c2 + l | 0, 7) ^ x2; + g = ue(b2 + c2 | 0, 9) ^ g; + l = ue(b2 + g | 0, 13) ^ l; + k = ue(g + l | 0, 18) ^ c2; + e = ue(u + v2 | 0, 18) ^ e; + c2 = ue(e + m2 | 0, 7) ^ i3; + n2 = ue(c2 + e | 0, 9) ^ n2; + m2 = ue(c2 + n2 | 0, 13) ^ m2; + e = ue(n2 + m2 | 0, 18) ^ e; + i3 = s2 >>> 0 > 2; + s2 = s2 - 2 | 0; + if (i3) { + continue; + } + break; + } + w[a2 | 0] = e; + w[a2 + 1 | 0] = e >>> 8; + w[a2 + 2 | 0] = e >>> 16; + w[a2 + 3 | 0] = e >>> 24; + w[a2 + 28 | 0] = f; + w[a2 + 29 | 0] = f >>> 8; + w[a2 + 30 | 0] = f >>> 16; + w[a2 + 31 | 0] = f >>> 24; + w[a2 + 24 | 0] = h; + w[a2 + 25 | 0] = h >>> 8; + w[a2 + 26 | 0] = h >>> 16; + w[a2 + 27 | 0] = h >>> 24; + w[a2 + 20 | 0] = g; + w[a2 + 21 | 0] = g >>> 8; + w[a2 + 22 | 0] = g >>> 16; + w[a2 + 23 | 0] = g >>> 24; + w[a2 + 16 | 0] = b2; + w[a2 + 17 | 0] = b2 >>> 8; + w[a2 + 18 | 0] = b2 >>> 16; + w[a2 + 19 | 0] = b2 >>> 24; + w[a2 + 12 | 0] = d; + w[a2 + 13 | 0] = d >>> 8; + w[a2 + 14 | 0] = d >>> 16; + w[a2 + 15 | 0] = d >>> 24; + w[a2 + 8 | 0] = j; + w[a2 + 9 | 0] = j >>> 8; + w[a2 + 10 | 0] = j >>> 16; + w[a2 + 11 | 0] = j >>> 24; + w[a2 + 4 | 0] = k; + w[a2 + 5 | 0] = k >>> 8; + w[a2 + 6 | 0] = k >>> 16; + w[a2 + 7 | 0] = k >>> 24; + return 0; + } + function zc(a2, b2, c2, d, e, f, g, h) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + var i3 = 0, j = 0; + i3 = T - 112 | 0; + T = i3; + if (c2 | d) { + j = z[h + 28 | 0] | z[h + 29 | 0] << 8 | (z[h + 30 | 0] << 16 | z[h + 31 | 0] << 24); + y[i3 + 24 >> 2] = z[h + 24 | 0] | z[h + 25 | 0] << 8 | (z[h + 26 | 0] << 16 | z[h + 27 | 0] << 24); + y[i3 + 28 >> 2] = j; + j = z[h + 20 | 0] | z[h + 21 | 0] << 8 | (z[h + 22 | 0] << 16 | z[h + 23 | 0] << 24); + y[i3 + 16 >> 2] = z[h + 16 | 0] | z[h + 17 | 0] << 8 | (z[h + 18 | 0] << 16 | z[h + 19 | 0] << 24); + y[i3 + 20 >> 2] = j; + j = z[h + 12 | 0] | z[h + 13 | 0] << 8 | (z[h + 14 | 0] << 16 | z[h + 15 | 0] << 24); + y[i3 + 8 >> 2] = z[h + 8 | 0] | z[h + 9 | 0] << 8 | (z[h + 10 | 0] << 16 | z[h + 11 | 0] << 24); + y[i3 + 12 >> 2] = j; + j = z[h + 4 | 0] | z[h + 5 | 0] << 8 | (z[h + 6 | 0] << 16 | z[h + 7 | 0] << 24); + y[i3 >> 2] = z[h | 0] | z[h + 1 | 0] << 8 | (z[h + 2 | 0] << 16 | z[h + 3 | 0] << 24); + y[i3 + 4 >> 2] = j; + h = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); + y[i3 + 96 >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); + y[i3 + 100 >> 2] = h; + w[i3 + 104 | 0] = f; + w[i3 + 111 | 0] = g >>> 24; + w[i3 + 110 | 0] = g >>> 16; + w[i3 + 109 | 0] = g >>> 8; + w[i3 + 108 | 0] = g; + w[i3 + 107 | 0] = (g & 16777215) << 8 | f >>> 24; + w[i3 + 106 | 0] = (g & 65535) << 16 | f >>> 16; + w[i3 + 105 | 0] = (g & 255) << 24 | f >>> 8; + a: { + if (!d & c2 >>> 0 >= 64 | d) { + while (1) { + h = 0; + Ua(i3 + 32 | 0, i3 + 96 | 0, i3); + while (1) { + f = i3 + 32 | 0; + w[a2 + h | 0] = z[f + h | 0] ^ z[b2 + h | 0]; + e = h | 1; + w[e + a2 | 0] = z[e + f | 0] ^ z[b2 + e | 0]; + h = h + 2 | 0; + if ((h | 0) != 64) { + continue; + } + break; + } + e = z[i3 + 104 | 0] + 1 | 0; + w[i3 + 104 | 0] = e; + e = z[i3 + 105 | 0] + (e >>> 8 | 0) | 0; + w[i3 + 105 | 0] = e; + e = z[i3 + 106 | 0] + (e >>> 8 | 0) | 0; + w[i3 + 106 | 0] = e; + e = z[i3 + 107 | 0] + (e >>> 8 | 0) | 0; + w[i3 + 107 | 0] = e; + e = z[i3 + 108 | 0] + (e >>> 8 | 0) | 0; + w[i3 + 108 | 0] = e; + e = z[i3 + 109 | 0] + (e >>> 8 | 0) | 0; + w[i3 + 109 | 0] = e; + e = z[i3 + 110 | 0] + (e >>> 8 | 0) | 0; + w[i3 + 110 | 0] = e; + w[i3 + 111 | 0] = z[i3 + 111 | 0] + (e >>> 8 | 0); + b2 = b2 - -64 | 0; + a2 = a2 - -64 | 0; + d = d - 1 | 0; + c2 = c2 + -64 | 0; + d = c2 >>> 0 < 4294967232 ? d + 1 | 0 : d; + if (!d & c2 >>> 0 > 63 | d) { + continue; + } + break; + } + if (!(c2 | d)) { + break a; + } + } + h = 0; + Ua(i3 + 32 | 0, i3 + 96 | 0, i3); + if ((c2 | 0) != 1 | d) { + d = c2 & 1; + f = c2 & 62; + e = 0; + while (1) { + g = i3 + 32 | 0; + w[a2 + h | 0] = z[g + h | 0] ^ z[b2 + h | 0]; + c2 = h | 1; + w[c2 + a2 | 0] = z[c2 + g | 0] ^ z[b2 + c2 | 0]; + h = h + 2 | 0; + e = e + 2 | 0; + if ((f | 0) != (e | 0)) { + continue; + } + break; + } + if (!d) { + break a; + } + } + w[a2 + h | 0] = z[(i3 + 32 | 0) + h | 0] ^ z[b2 + h | 0]; + } + ga(i3 + 32 | 0, 64); + ga(i3, 32); + } + T = i3 + 112 | 0; + return 0; + } + function Pd(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0; + d = T - 192 | 0; + T = d; + xa(d, 32); + Da(b2, d, 32, 0); + w[b2 | 0] = z[b2 | 0] & 248; + w[b2 + 31 | 0] = z[b2 + 31 | 0] & 63 | 64; + e = d + 32 | 0; + Xa(e, b2); + Ya(a2, e); + f = d; + e = y[d + 28 >> 2]; + d = y[d + 24 >> 2]; + w[b2 + 24 | 0] = d; + w[b2 + 25 | 0] = d >>> 8; + w[b2 + 26 | 0] = d >>> 16; + w[b2 + 27 | 0] = d >>> 24; + w[b2 + 28 | 0] = e; + w[b2 + 29 | 0] = e >>> 8; + w[b2 + 30 | 0] = e >>> 16; + w[b2 + 31 | 0] = e >>> 24; + e = y[f + 20 >> 2]; + d = y[f + 16 >> 2]; + w[b2 + 16 | 0] = d; + w[b2 + 17 | 0] = d >>> 8; + w[b2 + 18 | 0] = d >>> 16; + w[b2 + 19 | 0] = d >>> 24; + w[b2 + 20 | 0] = e; + w[b2 + 21 | 0] = e >>> 8; + w[b2 + 22 | 0] = e >>> 16; + w[b2 + 23 | 0] = e >>> 24; + e = y[f + 12 >> 2]; + d = y[f + 8 >> 2]; + w[b2 + 8 | 0] = d; + w[b2 + 9 | 0] = d >>> 8; + w[b2 + 10 | 0] = d >>> 16; + w[b2 + 11 | 0] = d >>> 24; + w[b2 + 12 | 0] = e; + w[b2 + 13 | 0] = e >>> 8; + w[b2 + 14 | 0] = e >>> 16; + w[b2 + 15 | 0] = e >>> 24; + e = y[f + 4 >> 2]; + d = y[f >> 2]; + w[b2 | 0] = d; + w[b2 + 1 | 0] = d >>> 8; + w[b2 + 2 | 0] = d >>> 16; + w[b2 + 3 | 0] = d >>> 24; + w[b2 + 4 | 0] = e; + w[b2 + 5 | 0] = e >>> 8; + w[b2 + 6 | 0] = e >>> 16; + w[b2 + 7 | 0] = e >>> 24; + c2 = a2; + g = z[c2 | 0] | z[c2 + 1 | 0] << 8 | (z[c2 + 2 | 0] << 16 | z[c2 + 3 | 0] << 24); + h = z[c2 + 4 | 0] | z[c2 + 5 | 0] << 8 | (z[c2 + 6 | 0] << 16 | z[c2 + 7 | 0] << 24); + i3 = z[c2 + 8 | 0] | z[c2 + 9 | 0] << 8 | (z[c2 + 10 | 0] << 16 | z[c2 + 11 | 0] << 24); + e = z[c2 + 12 | 0] | z[c2 + 13 | 0] << 8 | (z[c2 + 14 | 0] << 16 | z[c2 + 15 | 0] << 24); + d = z[c2 + 16 | 0] | z[c2 + 17 | 0] << 8 | (z[c2 + 18 | 0] << 16 | z[c2 + 19 | 0] << 24); + a2 = z[c2 + 20 | 0] | z[c2 + 21 | 0] << 8 | (z[c2 + 22 | 0] << 16 | z[c2 + 23 | 0] << 24); + j = z[c2 + 28 | 0] | z[c2 + 29 | 0] << 8 | (z[c2 + 30 | 0] << 16 | z[c2 + 31 | 0] << 24); + c2 = z[c2 + 24 | 0] | z[c2 + 25 | 0] << 8 | (z[c2 + 26 | 0] << 16 | z[c2 + 27 | 0] << 24); + w[b2 + 56 | 0] = c2; + w[b2 + 57 | 0] = c2 >>> 8; + w[b2 + 58 | 0] = c2 >>> 16; + w[b2 + 59 | 0] = c2 >>> 24; + w[b2 + 60 | 0] = j; + w[b2 + 61 | 0] = j >>> 8; + w[b2 + 62 | 0] = j >>> 16; + w[b2 + 63 | 0] = j >>> 24; + w[b2 + 48 | 0] = d; + w[b2 + 49 | 0] = d >>> 8; + w[b2 + 50 | 0] = d >>> 16; + w[b2 + 51 | 0] = d >>> 24; + w[b2 + 52 | 0] = a2; + w[b2 + 53 | 0] = a2 >>> 8; + w[b2 + 54 | 0] = a2 >>> 16; + w[b2 + 55 | 0] = a2 >>> 24; + w[b2 + 40 | 0] = i3; + w[b2 + 41 | 0] = i3 >>> 8; + w[b2 + 42 | 0] = i3 >>> 16; + w[b2 + 43 | 0] = i3 >>> 24; + w[b2 + 44 | 0] = e; + w[b2 + 45 | 0] = e >>> 8; + w[b2 + 46 | 0] = e >>> 16; + w[b2 + 47 | 0] = e >>> 24; + w[b2 + 32 | 0] = g; + w[b2 + 33 | 0] = g >>> 8; + w[b2 + 34 | 0] = g >>> 16; + w[b2 + 35 | 0] = g >>> 24; + w[b2 + 36 | 0] = h; + w[b2 + 37 | 0] = h >>> 8; + w[b2 + 38 | 0] = h >>> 16; + w[b2 + 39 | 0] = h >>> 24; + ga(f, 32); + T = f + 192 | 0; + return 0; + } + function bb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; + d = T - 96 | 0; + T = d; + if (c2 >>> 0 >= 65) { + vb(a2); + Pa(a2, b2, c2); + ub(a2, d); + c2 = 32; + b2 = d; + } + vb(a2); + y[d + 88 >> 2] = 909522486; + y[d + 92 >> 2] = 909522486; + y[d + 80 >> 2] = 909522486; + y[d + 84 >> 2] = 909522486; + y[d + 72 >> 2] = 909522486; + y[d + 76 >> 2] = 909522486; + y[d + 64 >> 2] = 909522486; + y[d + 68 >> 2] = 909522486; + y[d + 56 >> 2] = 909522486; + y[d + 60 >> 2] = 909522486; + y[d + 48 >> 2] = 909522486; + y[d + 52 >> 2] = 909522486; + y[d + 40 >> 2] = 909522486; + y[d + 44 >> 2] = 909522486; + y[d + 32 >> 2] = 909522486; + y[d + 36 >> 2] = 909522486; + a: { + if (!c2) { + break a; + } + k = c2 & 3; + if (c2 >>> 0 >= 4) { + g = c2 & 124; + while (1) { + h = d + 32 | 0; + f = h + e | 0; + w[f | 0] = z[f | 0] ^ z[b2 + e | 0]; + f = e | 1; + l = f + h | 0; + w[l | 0] = z[l | 0] ^ z[b2 + f | 0]; + f = e | 2; + l = f + h | 0; + w[l | 0] = z[l | 0] ^ z[b2 + f | 0]; + f = h; + h = e | 3; + f = f + h | 0; + w[f | 0] = z[f | 0] ^ z[b2 + h | 0]; + e = e + 4 | 0; + i3 = i3 + 4 | 0; + if ((g | 0) != (i3 | 0)) { + continue; + } + break; + } + if (!k) { + break a; + } + } + while (1) { + i3 = (d + 32 | 0) + e | 0; + w[i3 | 0] = z[i3 | 0] ^ z[b2 + e | 0]; + e = e + 1 | 0; + j = j + 1 | 0; + if ((k | 0) != (j | 0)) { + continue; + } + break; + } + } + Pa(a2, d + 32 | 0, 64); + k = a2 + 104 | 0; + vb(k); + y[d + 88 >> 2] = 1549556828; + y[d + 92 >> 2] = 1549556828; + y[d + 80 >> 2] = 1549556828; + y[d + 84 >> 2] = 1549556828; + y[d + 72 >> 2] = 1549556828; + y[d + 76 >> 2] = 1549556828; + y[d + 64 >> 2] = 1549556828; + y[d + 68 >> 2] = 1549556828; + y[d + 56 >> 2] = 1549556828; + y[d + 60 >> 2] = 1549556828; + y[d + 48 >> 2] = 1549556828; + y[d + 52 >> 2] = 1549556828; + y[d + 40 >> 2] = 1549556828; + y[d + 44 >> 2] = 1549556828; + y[d + 32 >> 2] = 1549556828; + y[d + 36 >> 2] = 1549556828; + b: { + if (!c2) { + break b; + } + h = c2 & 3; + j = 0; + e = 0; + if (c2 >>> 0 >= 4) { + c2 = c2 & 124; + i3 = 0; + while (1) { + a2 = d + 32 | 0; + g = a2 + e | 0; + w[g | 0] = z[g | 0] ^ z[b2 + e | 0]; + g = e | 1; + f = g + a2 | 0; + w[f | 0] = z[f | 0] ^ z[b2 + g | 0]; + g = e | 2; + f = g + a2 | 0; + w[f | 0] = z[f | 0] ^ z[b2 + g | 0]; + f = a2; + a2 = e | 3; + g = f + a2 | 0; + w[g | 0] = z[g | 0] ^ z[a2 + b2 | 0]; + e = e + 4 | 0; + i3 = i3 + 4 | 0; + if ((c2 | 0) != (i3 | 0)) { + continue; + } + break; + } + if (!h) { + break b; + } + } + while (1) { + a2 = (d + 32 | 0) + e | 0; + w[a2 | 0] = z[a2 | 0] ^ z[b2 + e | 0]; + e = e + 1 | 0; + j = j + 1 | 0; + if ((h | 0) != (j | 0)) { + continue; + } + break; + } + } + a2 = d + 32 | 0; + Pa(k, a2, 64); + ga(a2, 64); + ga(d, 32); + T = d + 96 | 0; + return 0; + } + function hc(a2, b2, c2, d, e, f, g) { + var h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0; + if (b2 - 65 >>> 0 < 4294967232 | g >>> 0 > 64) { + a2 = -1; + } else { + h = T; + m2 = h; + h = h - 512 & -64; + T = h; + a: { + b: { + if (!(!(d | e) | c2) | (!a2 | (b2 - 65 & 255) >>> 0 <= 191) | (!(g ? f : 1) | g >>> 0 >= 65)) { + break b; + } + c: { + if (g) { + if (!f) { + break b; + } + o(h - -64 | 0, 0, 293); + y[h + 56 >> 2] = 327033209; + y[h + 60 >> 2] = 1541459225; + y[h + 48 >> 2] = -79577749; + y[h + 52 >> 2] = 528734635; + y[h + 40 >> 2] = 725511199; + y[h + 44 >> 2] = -1694144372; + y[h + 32 >> 2] = -1377402159; + y[h + 36 >> 2] = 1359893119; + y[h + 24 >> 2] = 1595750129; + y[h + 28 >> 2] = -1521486534; + y[h + 16 >> 2] = -23791573; + y[h + 20 >> 2] = 1013904242; + y[h + 8 >> 2] = -2067093701; + y[h + 12 >> 2] = -1150833019; + y[h >> 2] = (g << 8 | b2) ^ -222443256; + y[h + 4 >> 2] = g >>> 24 ^ 1779033703; + j = 128; + i3 = 128 - g | 0; + if (i3) { + o((h + 384 | 0) + g | 0, 0, i3); + } + if (g) { + t(h + 384 | 0, f, g); + } + f = h + 384 | 0; + t(h + 96 | 0, f, 128); + y[h + 352 >> 2] = 128; + ga(f, 128); + break c; + } + o(h - -64 | 0, 0, 293); + y[h + 56 >> 2] = 327033209; + y[h + 60 >> 2] = 1541459225; + y[h + 48 >> 2] = -79577749; + y[h + 52 >> 2] = 528734635; + y[h + 40 >> 2] = 725511199; + y[h + 44 >> 2] = -1694144372; + y[h + 32 >> 2] = -1377402159; + y[h + 36 >> 2] = 1359893119; + y[h + 24 >> 2] = 1595750129; + y[h + 28 >> 2] = -1521486534; + y[h + 16 >> 2] = -23791573; + y[h + 20 >> 2] = 1013904242; + y[h + 8 >> 2] = -2067093701; + y[h + 12 >> 2] = -1150833019; + y[h >> 2] = b2 ^ -222443256; + y[h + 4 >> 2] = 1779033703; + } + if (d | e) { + l = h + 96 | 0; + f = 256 - j | 0; + if (!e & d >>> 0 > f >>> 0 | e) { + n2 = h + 224 | 0; + while (1) { + if (f) { + t(j + l | 0, c2, f); + } + y[h + 352 >> 2] = y[h + 352 >> 2] + f; + g = y[h + 68 >> 2]; + j = g; + i3 = y[h + 64 >> 2]; + k = i3 + 128 | 0; + g = k >>> 0 < 128 ? g + 1 | 0 : g; + y[h + 64 >> 2] = k; + y[h + 68 >> 2] = g; + g = y[h + 76 >> 2]; + i3 = (j | 0) == -1 & i3 >>> 0 > 4294967167; + j = i3; + i3 = i3 + y[h + 72 >> 2] | 0; + g = j >>> 0 > i3 >>> 0 ? g + 1 | 0 : g; + y[h + 72 >> 2] = i3; + y[h + 76 >> 2] = g; + fb(h, l); + t(l, n2, 128); + k = y[h + 352 >> 2]; + j = k - 128 | 0; + y[h + 352 >> 2] = j; + c2 = c2 + f | 0; + g = f; + i3 = d - g | 0; + e = e - (d >>> 0 < g >>> 0) | 0; + f = 384 - k | 0; + d = i3; + if (!e & f >>> 0 < i3 >>> 0 | e) { + continue; + } + break; + } + } + if (d) { + t(j + l | 0, c2, d); + } + y[h + 352 >> 2] = d + y[h + 352 >> 2]; + } + wb(h, a2, b2); + T = m2; + break a; + } + ja(); + s(); + } + a2 = 0; + } + return a2; + } + function Pa(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0; + n2 = T - 288 | 0; + T = n2; + a: { + if (!c2) { + break a; + } + d = y[a2 + 36 >> 2]; + g = y[a2 + 32 >> 2]; + h = c2 << 3; + i3 = g + h | 0; + y[a2 + 32 >> 2] = i3; + e = (c2 >>> 29 | 0) + d | 0; + y[a2 + 36 >> 2] = h >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; + h = a2 + 40 | 0; + i3 = ((d & 7) << 29 | g >>> 3) & 63; + e = 64 - i3 | 0; + if (c2 >>> 0 >= e >>> 0) { + o2 = e & 3; + d = 0; + g = 0; + b: { + if ((i3 ^ 63) >>> 0 >= 3) { + p = e & 124; + while (1) { + w[(d + i3 | 0) + h | 0] = z[b2 + d | 0]; + l = d | 1; + w[(i3 + l | 0) + h | 0] = z[b2 + l | 0]; + l = d | 2; + w[(i3 + l | 0) + h | 0] = z[b2 + l | 0]; + l = d | 3; + w[(i3 + l | 0) + h | 0] = z[b2 + l | 0]; + d = d + 4 | 0; + g = d >>> 0 < 4 ? g + 1 | 0 : g; + m2 = m2 + 4 | 0; + f = m2 >>> 0 < 4 ? f + 1 | 0 : f; + if (f | (m2 | 0) != (p | 0)) { + continue; + } + break; + } + if (!o2) { + break b; + } + } + while (1) { + w[(d + i3 | 0) + h | 0] = z[b2 + d | 0]; + d = d + 1 | 0; + g = d ? g : g + 1 | 0; + k = k + 1 | 0; + j = k ? j : j + 1 | 0; + if (j | (k | 0) != (o2 | 0)) { + continue; + } + break; + } + } + j = n2 + 256 | 0; + cb(a2, h, n2, j); + b2 = b2 + e | 0; + f = 0 - ((c2 >>> 0 < e >>> 0) + q | 0) | 0; + c2 = c2 - e | 0; + if (!f & c2 >>> 0 > 63 | f) { + while (1) { + cb(a2, b2, n2, j); + b2 = b2 - -64 | 0; + f = f - 1 | 0; + c2 = c2 + -64 | 0; + f = c2 >>> 0 < 4294967232 ? f + 1 | 0 : f; + if (!f & c2 >>> 0 > 63 | f) { + continue; + } + break; + } + } + c: { + if (!(c2 | f)) { + break c; + } + a2 = c2 & 3; + k = 0; + j = 0; + d = 0; + g = 0; + if (!f & c2 >>> 0 >= 4 | f) { + i3 = c2 & 60; + c2 = 0; + f = 0; + while (1) { + w[d + h | 0] = z[b2 + d | 0]; + e = d | 1; + w[e + h | 0] = z[b2 + e | 0]; + e = d | 2; + w[e + h | 0] = z[b2 + e | 0]; + e = d | 3; + w[e + h | 0] = z[b2 + e | 0]; + d = d + 4 | 0; + g = d >>> 0 < 4 ? g + 1 | 0 : g; + c2 = c2 + 4 | 0; + f = c2 >>> 0 < 4 ? f + 1 | 0 : f; + if (f | (c2 | 0) != (i3 | 0)) { + continue; + } + break; + } + if (!a2) { + break c; + } + } + while (1) { + w[d + h | 0] = z[b2 + d | 0]; + d = d + 1 | 0; + g = d ? g : g + 1 | 0; + k = k + 1 | 0; + j = k ? j : j + 1 | 0; + if (j | (a2 | 0) != (k | 0)) { + continue; + } + break; + } + } + ga(n2, 288); + break a; + } + a2 = c2 & 3; + d = 0; + g = 0; + if (c2 >>> 0 >= 4) { + c2 = c2 & -4; + while (1) { + w[(d + i3 | 0) + h | 0] = z[b2 + d | 0]; + e = d | 1; + w[(i3 + e | 0) + h | 0] = z[b2 + e | 0]; + e = d | 2; + w[(i3 + e | 0) + h | 0] = z[b2 + e | 0]; + e = d | 3; + w[(i3 + e | 0) + h | 0] = z[b2 + e | 0]; + d = d + 4 | 0; + g = d >>> 0 < 4 ? g + 1 | 0 : g; + m2 = m2 + 4 | 0; + f = m2 >>> 0 < 4 ? f + 1 | 0 : f; + if (f | (c2 | 0) != (m2 | 0)) { + continue; + } + break; + } + if (!a2) { + break a; + } + } + while (1) { + w[(d + i3 | 0) + h | 0] = z[b2 + d | 0]; + d = d + 1 | 0; + g = d ? g : g + 1 | 0; + k = k + 1 | 0; + j = k ? j : j + 1 | 0; + if (j | (a2 | 0) != (k | 0)) { + continue; + } + break; + } + } + T = n2 + 288 | 0; + } + function Ac(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0, i3 = 0, j = 0; + f = T - 112 | 0; + T = f; + if (b2 | c2) { + g = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); + y[f + 24 >> 2] = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); + y[f + 28 >> 2] = g; + g = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); + y[f + 16 >> 2] = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); + y[f + 20 >> 2] = g; + g = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); + y[f + 8 >> 2] = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); + y[f + 12 >> 2] = g; + g = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); + y[f >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); + y[f + 4 >> 2] = g; + e = z[d | 0] | z[d + 1 | 0] << 8 | (z[d + 2 | 0] << 16 | z[d + 3 | 0] << 24); + d = z[d + 4 | 0] | z[d + 5 | 0] << 8 | (z[d + 6 | 0] << 16 | z[d + 7 | 0] << 24); + y[f + 104 >> 2] = 0; + y[f + 108 >> 2] = 0; + y[f + 96 >> 2] = e; + y[f + 100 >> 2] = d; + a: { + if (!c2 & b2 >>> 0 >= 64 | c2) { + while (1) { + Ua(a2, f + 96 | 0, f); + d = z[f + 104 | 0] + 1 | 0; + w[f + 104 | 0] = d; + d = z[f + 105 | 0] + (d >>> 8 | 0) | 0; + w[f + 105 | 0] = d; + d = z[f + 106 | 0] + (d >>> 8 | 0) | 0; + w[f + 106 | 0] = d; + d = z[f + 107 | 0] + (d >>> 8 | 0) | 0; + w[f + 107 | 0] = d; + d = z[f + 108 | 0] + (d >>> 8 | 0) | 0; + w[f + 108 | 0] = d; + d = z[f + 109 | 0] + (d >>> 8 | 0) | 0; + w[f + 109 | 0] = d; + d = z[f + 110 | 0] + (d >>> 8 | 0) | 0; + w[f + 110 | 0] = d; + w[f + 111 | 0] = z[f + 111 | 0] + (d >>> 8 | 0); + a2 = a2 - -64 | 0; + c2 = c2 - 1 | 0; + b2 = b2 + -64 | 0; + c2 = b2 >>> 0 < 4294967232 ? c2 + 1 | 0 : c2; + if (!c2 & b2 >>> 0 > 63 | c2) { + continue; + } + break; + } + if (!(b2 | c2)) { + break a; + } + } + d = 0; + Ua(f + 32 | 0, f + 96 | 0, f); + g = b2 & 3; + e = 0; + if (!c2 & b2 >>> 0 >= 4 | c2) { + c2 = b2 & 60; + b2 = 0; + while (1) { + i3 = f + 32 | 0; + h = i3; + w[a2 + e | 0] = z[h + e | 0]; + j = e | 1; + w[j + a2 | 0] = z[h + j | 0]; + h = e | 2; + w[h + a2 | 0] = z[h + i3 | 0]; + h = e | 3; + w[h + a2 | 0] = z[h + (f + 32 | 0) | 0]; + e = e + 4 | 0; + b2 = b2 + 4 | 0; + if ((c2 | 0) != (b2 | 0)) { + continue; + } + break; + } + if (!g) { + break a; + } + } + while (1) { + w[a2 + e | 0] = z[(f + 32 | 0) + e | 0]; + e = e + 1 | 0; + d = d + 1 | 0; + if ((g | 0) != (d | 0)) { + continue; + } + break; + } + } + ga(f + 32 | 0, 64); + ga(f, 32); + } + T = f + 112 | 0; + return 0; + } + function ob(a2, b2, c2, d) { + var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0; + a: { + g = y[a2 + 56 >> 2]; + e = y[a2 + 60 >> 2]; + if (g | e) { + h = 16 - g | 0; + k = h; + f = 0 - ((g >>> 0 > 16) + e | 0) | 0; + h = (f | 0) == (d | 0) & c2 >>> 0 > h >>> 0 | d >>> 0 > f >>> 0; + j = h ? k : c2; + h = h ? f : d; + k = h; + if (h | j) { + p = j & 3; + h = a2 - -64 | 0; + f = 0; + g = 0; + b: { + if (!k & j >>> 0 >= 4 | k) { + l = j & -4; + while (1) { + e = f + y[a2 + 56 >> 2] | 0; + w[e + h | 0] = z[b2 + f | 0]; + m2 = f | 1; + e = m2 + y[a2 + 56 >> 2] | 0; + w[e + h | 0] = z[b2 + m2 | 0]; + m2 = f | 2; + e = m2 + y[a2 + 56 >> 2] | 0; + w[e + h | 0] = z[b2 + m2 | 0]; + m2 = f | 3; + e = m2 + y[a2 + 56 >> 2] | 0; + w[e + h | 0] = z[b2 + m2 | 0]; + e = g; + f = f + 4 | 0; + g = f >>> 0 < 4 ? e + 1 | 0 : e; + n2 = n2 + 4 | 0; + i3 = n2 >>> 0 < 4 ? i3 + 1 | 0 : i3; + if ((l | 0) != (n2 | 0) | (i3 | 0) != (k | 0)) { + continue; + } + break; + } + if (!(p | r)) { + break b; + } + } + while (1) { + e = f + y[a2 + 56 >> 2] | 0; + w[e + h | 0] = z[b2 + f | 0]; + e = g; + f = f + 1 | 0; + g = f ? e : e + 1 | 0; + e = q; + o2 = o2 + 1 | 0; + e = o2 ? e : e + 1 | 0; + q = e; + if ((o2 | 0) != (p | 0) | (r | 0) != (e | 0)) { + continue; + } + break; + } + } + g = y[a2 + 56 >> 2]; + e = y[a2 + 60 >> 2]; + } + i3 = e + k | 0; + g = g + j | 0; + i3 = g >>> 0 < j >>> 0 ? i3 + 1 | 0 : i3; + y[a2 + 56 >> 2] = g; + y[a2 + 60 >> 2] = i3; + if (!i3 & g >>> 0 < 16) { + break a; + } + mb(a2, a2 - -64 | 0, 16, 0); + y[a2 + 56 >> 2] = 0; + y[a2 + 60 >> 2] = 0; + g = c2; + c2 = g - j | 0; + d = d - ((g >>> 0 < j >>> 0) + k | 0) | 0; + b2 = b2 + j | 0; + } + if (!d & c2 >>> 0 >= 16 | d) { + g = c2 & -16; + mb(a2, b2, g, d); + c2 = c2 & 15; + d = 0; + b2 = b2 + g | 0; + } + if (!(c2 | d)) { + break a; + } + j = c2 & 3; + k = 0; + h = a2 - -64 | 0; + o2 = 0; + q = 0; + f = 0; + g = 0; + c: { + if (!d & c2 >>> 0 >= 4 | d) { + p = c2 & 12; + n2 = 0; + i3 = 0; + while (1) { + e = f + y[a2 + 56 >> 2] | 0; + w[e + h | 0] = z[b2 + f | 0]; + l = f | 1; + e = l + y[a2 + 56 >> 2] | 0; + w[e + h | 0] = z[b2 + l | 0]; + l = f | 2; + e = l + y[a2 + 56 >> 2] | 0; + w[e + h | 0] = z[b2 + l | 0]; + l = f | 3; + e = l + y[a2 + 56 >> 2] | 0; + w[e + h | 0] = z[b2 + l | 0]; + e = g; + f = f + 4 | 0; + g = f >>> 0 < 4 ? e + 1 | 0 : e; + n2 = n2 + 4 | 0; + i3 = n2 >>> 0 < 4 ? i3 + 1 | 0 : i3; + if ((n2 | 0) != (p | 0) | (i3 | 0) != (r | 0)) { + continue; + } + break; + } + if (!(j | k)) { + break c; + } + } + while (1) { + e = f + y[a2 + 56 >> 2] | 0; + w[e + h | 0] = z[b2 + f | 0]; + f = f + 1 | 0; + g = f ? g : g + 1 | 0; + e = q; + o2 = o2 + 1 | 0; + e = o2 ? e : e + 1 | 0; + q = e; + if ((j | 0) != (o2 | 0) | (k | 0) != (e | 0)) { + continue; + } + break; + } + } + i3 = d + y[a2 + 60 >> 2] | 0; + b2 = c2 + y[a2 + 56 >> 2] | 0; + i3 = b2 >>> 0 < c2 >>> 0 ? i3 + 1 | 0 : i3; + y[a2 + 56 >> 2] = b2; + y[a2 + 60 >> 2] = i3; + } + } + function Rc(a2, b2, c2, d, e, f) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + var g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0; + g = T - 32 | 0; + T = g; + h = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); + e = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); + y[g + 24 >> 2] = 0; + y[g + 28 >> 2] = 0; + y[g + 16 >> 2] = h; + y[g + 20 >> 2] = e; + y[g + 8 >> 2] = 0; + y[g + 12 >> 2] = 0; + e = g; + y[e >> 2] = c2; + y[e + 4 >> 2] = d; + a: { + if (b2 - 65 >>> 0 <= 4294967246) { + y[10048] = 28; + a2 = -1; + break a; + } + if (b2 - 65 >>> 0 < 4294967232) { + a2 = -1; + } else { + c2 = T; + n2 = c2; + h = c2 - 512 & -64; + T = h; + b: { + if (!(!f | (!a2 | (b2 - 65 & 255) >>> 0 <= 191))) { + e = g + 16 | 0; + c: { + if (!g) { + i3 = 725511199; + j = -1694144372; + d = -1377402159; + c2 = 1359893119; + break c; + } + i3 = (z[g + 8 | 0] | z[g + 9 | 0] << 8 | (z[g + 10 | 0] << 16 | z[g + 11 | 0] << 24)) ^ 725511199; + j = (z[g + 12 | 0] | z[g + 13 | 0] << 8 | (z[g + 14 | 0] << 16 | z[g + 15 | 0] << 24)) ^ -1694144372; + d = (z[g | 0] | z[g + 1 | 0] << 8 | (z[g + 2 | 0] << 16 | z[g + 3 | 0] << 24)) ^ -1377402159; + c2 = (z[g + 4 | 0] | z[g + 5 | 0] << 8 | (z[g + 6 | 0] << 16 | z[g + 7 | 0] << 24)) ^ 1359893119; + } + d: { + if (!e) { + k = 327033209; + l = 1541459225; + m2 = -79577749; + e = 528734635; + break d; + } + k = (z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24)) ^ 327033209; + l = (z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24)) ^ 1541459225; + m2 = (z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24)) ^ -79577749; + e = (z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24)) ^ 528734635; + } + o(h - -64 | 0, 0, 293); + y[h + 56 >> 2] = k; + y[h + 60 >> 2] = l; + y[h + 48 >> 2] = m2; + y[h + 52 >> 2] = e; + y[h + 40 >> 2] = i3; + y[h + 44 >> 2] = j; + y[h + 32 >> 2] = d; + y[h + 36 >> 2] = c2; + y[h + 24 >> 2] = 1595750129; + y[h + 28 >> 2] = -1521486534; + y[h + 16 >> 2] = -23791573; + y[h + 20 >> 2] = 1013904242; + y[h + 8 >> 2] = -2067093701; + y[h + 12 >> 2] = -1150833019; + y[h >> 2] = (b2 | 8192) ^ -222443256; + y[h + 4 >> 2] = 1779033703; + o(h + 416 | 0, 0, 96); + c2 = h + 384 | 0; + t(c2, f, 32); + t(h + 96 | 0, c2, 128); + y[h + 352 >> 2] = 128; + ga(c2, 128); + wb(h, a2, b2); + T = n2; + break b; + } + ja(); + s(); + } + a2 = 0; + } + } + T = g + 32 | 0; + return a2 | 0; + } + function ub(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0; + e = T - 288 | 0; + T = e; + f = a2 + 40 | 0; + c2 = y[a2 + 32 >> 2] >>> 3 & 63; + d = f + c2 | 0; + a: { + if (c2 >>> 0 >= 56) { + c2 = 64 - c2 | 0; + if (c2) { + t(d, 39136, c2); + } + cb(a2, f, e, e + 256 | 0); + c2 = f; + y[c2 + 48 >> 2] = 0; + y[c2 + 52 >> 2] = 0; + y[c2 + 40 >> 2] = 0; + y[c2 + 44 >> 2] = 0; + y[c2 + 32 >> 2] = 0; + y[c2 + 36 >> 2] = 0; + y[c2 + 24 >> 2] = 0; + y[c2 + 28 >> 2] = 0; + y[c2 + 16 >> 2] = 0; + y[c2 + 20 >> 2] = 0; + y[c2 + 8 >> 2] = 0; + y[c2 + 12 >> 2] = 0; + y[c2 >> 2] = 0; + y[c2 + 4 >> 2] = 0; + break a; + } + c2 = 56 - c2 | 0; + if (!c2) { + break a; + } + t(d, 39136, c2); + } + d = y[a2 + 32 >> 2]; + c2 = d & 16711680; + h = c2 >>> 8 | 0; + g = c2 << 24; + c2 = d & -16777216; + i3 = c2 >>> 24 | 0; + g = g | c2 << 8; + c2 = y[a2 + 36 >> 2]; + y[a2 + 96 >> 2] = g | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); + c2 = h | i3 | (d << 24 | (d & 65280) << 8); + y[a2 + 100 >> 2] = c2; + cb(a2, f, e, e + 256 | 0); + c2 = y[a2 >> 2]; + c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; + w[b2 | 0] = c2; + w[b2 + 1 | 0] = c2 >>> 8; + w[b2 + 2 | 0] = c2 >>> 16; + w[b2 + 3 | 0] = c2 >>> 24; + c2 = y[a2 + 4 >> 2]; + c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; + w[b2 + 4 | 0] = c2; + w[b2 + 5 | 0] = c2 >>> 8; + w[b2 + 6 | 0] = c2 >>> 16; + w[b2 + 7 | 0] = c2 >>> 24; + c2 = y[a2 + 8 >> 2]; + c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; + w[b2 + 8 | 0] = c2; + w[b2 + 9 | 0] = c2 >>> 8; + w[b2 + 10 | 0] = c2 >>> 16; + w[b2 + 11 | 0] = c2 >>> 24; + c2 = y[a2 + 12 >> 2]; + c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; + w[b2 + 12 | 0] = c2; + w[b2 + 13 | 0] = c2 >>> 8; + w[b2 + 14 | 0] = c2 >>> 16; + w[b2 + 15 | 0] = c2 >>> 24; + c2 = y[a2 + 16 >> 2]; + c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; + w[b2 + 16 | 0] = c2; + w[b2 + 17 | 0] = c2 >>> 8; + w[b2 + 18 | 0] = c2 >>> 16; + w[b2 + 19 | 0] = c2 >>> 24; + c2 = y[a2 + 20 >> 2]; + c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; + w[b2 + 20 | 0] = c2; + w[b2 + 21 | 0] = c2 >>> 8; + w[b2 + 22 | 0] = c2 >>> 16; + w[b2 + 23 | 0] = c2 >>> 24; + c2 = y[a2 + 24 >> 2]; + c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; + w[b2 + 24 | 0] = c2; + w[b2 + 25 | 0] = c2 >>> 8; + w[b2 + 26 | 0] = c2 >>> 16; + w[b2 + 27 | 0] = c2 >>> 24; + c2 = y[a2 + 28 >> 2]; + c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; + w[b2 + 28 | 0] = c2; + w[b2 + 29 | 0] = c2 >>> 8; + w[b2 + 30 | 0] = c2 >>> 16; + w[b2 + 31 | 0] = c2 >>> 24; + ga(e, 288); + ga(a2, 104); + T = e + 288 | 0; + } + function Bd(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0, i3 = 0, j = 0; + f = T; + j = f; + f = f - 512 & -64; + T = f; + g = a2 ? a2 : b2; + if (g) { + i3 = -1; + h = f + 96 | 0; + if (!Wa(h, d, e)) { + d = f + 128 | 0; + Oa(d, 0, 0, 64); + oa(d, h, 32, 0); + ga(h, 32); + oa(d, c2, 32, 0); + oa(d, e, 32, 0); + c2 = f + 32 | 0; + Qa(d, c2, 64); + ga(d, 384); + w[g | 0] = z[f + 32 | 0]; + a2 = b2 ? b2 : a2; + w[a2 | 0] = z[f + 64 | 0]; + w[g + 1 | 0] = z[f + 33 | 0]; + w[a2 + 1 | 0] = z[f + 65 | 0]; + w[g + 2 | 0] = z[f + 34 | 0]; + w[a2 + 2 | 0] = z[f + 66 | 0]; + w[g + 3 | 0] = z[f + 35 | 0]; + w[a2 + 3 | 0] = z[f + 67 | 0]; + w[g + 4 | 0] = z[f + 36 | 0]; + w[a2 + 4 | 0] = z[f + 68 | 0]; + w[g + 5 | 0] = z[f + 37 | 0]; + w[a2 + 5 | 0] = z[f + 69 | 0]; + w[g + 6 | 0] = z[f + 38 | 0]; + w[a2 + 6 | 0] = z[f + 70 | 0]; + w[g + 7 | 0] = z[f + 39 | 0]; + w[a2 + 7 | 0] = z[f + 71 | 0]; + w[g + 8 | 0] = z[f + 40 | 0]; + w[a2 + 8 | 0] = z[f + 72 | 0]; + w[g + 9 | 0] = z[f + 41 | 0]; + w[a2 + 9 | 0] = z[f + 73 | 0]; + w[g + 10 | 0] = z[f + 42 | 0]; + w[a2 + 10 | 0] = z[f + 74 | 0]; + w[g + 11 | 0] = z[f + 43 | 0]; + w[a2 + 11 | 0] = z[f + 75 | 0]; + w[g + 12 | 0] = z[f + 44 | 0]; + w[a2 + 12 | 0] = z[f + 76 | 0]; + w[g + 13 | 0] = z[f + 45 | 0]; + w[a2 + 13 | 0] = z[f + 77 | 0]; + w[g + 14 | 0] = z[f + 46 | 0]; + w[a2 + 14 | 0] = z[f + 78 | 0]; + w[g + 15 | 0] = z[f + 47 | 0]; + w[a2 + 15 | 0] = z[f + 79 | 0]; + w[g + 16 | 0] = z[f + 48 | 0]; + w[a2 + 16 | 0] = z[f + 80 | 0]; + w[g + 17 | 0] = z[f + 49 | 0]; + w[a2 + 17 | 0] = z[f + 81 | 0]; + w[g + 18 | 0] = z[f + 50 | 0]; + w[a2 + 18 | 0] = z[f + 82 | 0]; + w[g + 19 | 0] = z[f + 51 | 0]; + w[a2 + 19 | 0] = z[f + 83 | 0]; + w[g + 20 | 0] = z[f + 52 | 0]; + w[a2 + 20 | 0] = z[f + 84 | 0]; + w[g + 21 | 0] = z[f + 53 | 0]; + w[a2 + 21 | 0] = z[f + 85 | 0]; + w[g + 22 | 0] = z[f + 54 | 0]; + w[a2 + 22 | 0] = z[f + 86 | 0]; + w[g + 23 | 0] = z[f + 55 | 0]; + w[a2 + 23 | 0] = z[f + 87 | 0]; + w[g + 24 | 0] = z[f + 56 | 0]; + w[a2 + 24 | 0] = z[f + 88 | 0]; + w[g + 25 | 0] = z[f + 57 | 0]; + w[a2 + 25 | 0] = z[f + 89 | 0]; + w[g + 26 | 0] = z[f + 58 | 0]; + w[a2 + 26 | 0] = z[f + 90 | 0]; + w[g + 27 | 0] = z[f + 59 | 0]; + w[a2 + 27 | 0] = z[f + 91 | 0]; + w[g + 28 | 0] = z[f + 60 | 0]; + w[a2 + 28 | 0] = z[f + 92 | 0]; + w[g + 29 | 0] = z[f + 61 | 0]; + w[a2 + 29 | 0] = z[f + 93 | 0]; + w[g + 30 | 0] = z[f + 62 | 0]; + w[a2 + 30 | 0] = z[f + 94 | 0]; + w[g + 31 | 0] = z[f + 63 | 0]; + w[a2 + 31 | 0] = z[f + 95 | 0]; + ga(c2, 64); + i3 = 0; + } + T = j; + return i3 | 0; + } + ja(); + s(); + } + function Ad(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0, i3 = 0, j = 0; + f = T; + j = f; + f = f - 512 & -64; + T = f; + g = a2 ? a2 : b2; + if (g) { + i3 = -1; + h = f + 96 | 0; + if (!Wa(h, d, e)) { + d = f + 128 | 0; + Oa(d, 0, 0, 64); + oa(d, h, 32, 0); + ga(h, 32); + oa(d, e, 32, 0); + oa(d, c2, 32, 0); + c2 = f + 32 | 0; + Qa(d, c2, 64); + ga(d, 384); + a2 = b2 ? b2 : a2; + w[a2 | 0] = z[f + 32 | 0]; + w[g | 0] = z[f + 64 | 0]; + w[a2 + 1 | 0] = z[f + 33 | 0]; + w[g + 1 | 0] = z[f + 65 | 0]; + w[a2 + 2 | 0] = z[f + 34 | 0]; + w[g + 2 | 0] = z[f + 66 | 0]; + w[a2 + 3 | 0] = z[f + 35 | 0]; + w[g + 3 | 0] = z[f + 67 | 0]; + w[a2 + 4 | 0] = z[f + 36 | 0]; + w[g + 4 | 0] = z[f + 68 | 0]; + w[a2 + 5 | 0] = z[f + 37 | 0]; + w[g + 5 | 0] = z[f + 69 | 0]; + w[a2 + 6 | 0] = z[f + 38 | 0]; + w[g + 6 | 0] = z[f + 70 | 0]; + w[a2 + 7 | 0] = z[f + 39 | 0]; + w[g + 7 | 0] = z[f + 71 | 0]; + w[a2 + 8 | 0] = z[f + 40 | 0]; + w[g + 8 | 0] = z[f + 72 | 0]; + w[a2 + 9 | 0] = z[f + 41 | 0]; + w[g + 9 | 0] = z[f + 73 | 0]; + w[a2 + 10 | 0] = z[f + 42 | 0]; + w[g + 10 | 0] = z[f + 74 | 0]; + w[a2 + 11 | 0] = z[f + 43 | 0]; + w[g + 11 | 0] = z[f + 75 | 0]; + w[a2 + 12 | 0] = z[f + 44 | 0]; + w[g + 12 | 0] = z[f + 76 | 0]; + w[a2 + 13 | 0] = z[f + 45 | 0]; + w[g + 13 | 0] = z[f + 77 | 0]; + w[a2 + 14 | 0] = z[f + 46 | 0]; + w[g + 14 | 0] = z[f + 78 | 0]; + w[a2 + 15 | 0] = z[f + 47 | 0]; + w[g + 15 | 0] = z[f + 79 | 0]; + w[a2 + 16 | 0] = z[f + 48 | 0]; + w[g + 16 | 0] = z[f + 80 | 0]; + w[a2 + 17 | 0] = z[f + 49 | 0]; + w[g + 17 | 0] = z[f + 81 | 0]; + w[a2 + 18 | 0] = z[f + 50 | 0]; + w[g + 18 | 0] = z[f + 82 | 0]; + w[a2 + 19 | 0] = z[f + 51 | 0]; + w[g + 19 | 0] = z[f + 83 | 0]; + w[a2 + 20 | 0] = z[f + 52 | 0]; + w[g + 20 | 0] = z[f + 84 | 0]; + w[a2 + 21 | 0] = z[f + 53 | 0]; + w[g + 21 | 0] = z[f + 85 | 0]; + w[a2 + 22 | 0] = z[f + 54 | 0]; + w[g + 22 | 0] = z[f + 86 | 0]; + w[a2 + 23 | 0] = z[f + 55 | 0]; + w[g + 23 | 0] = z[f + 87 | 0]; + w[a2 + 24 | 0] = z[f + 56 | 0]; + w[g + 24 | 0] = z[f + 88 | 0]; + w[a2 + 25 | 0] = z[f + 57 | 0]; + w[g + 25 | 0] = z[f + 89 | 0]; + w[a2 + 26 | 0] = z[f + 58 | 0]; + w[g + 26 | 0] = z[f + 90 | 0]; + w[a2 + 27 | 0] = z[f + 59 | 0]; + w[g + 27 | 0] = z[f + 91 | 0]; + w[a2 + 28 | 0] = z[f + 60 | 0]; + w[g + 28 | 0] = z[f + 92 | 0]; + w[a2 + 29 | 0] = z[f + 61 | 0]; + w[g + 29 | 0] = z[f + 93 | 0]; + w[a2 + 30 | 0] = z[f + 62 | 0]; + w[g + 30 | 0] = z[f + 94 | 0]; + w[a2 + 31 | 0] = z[f + 63 | 0]; + w[g + 31 | 0] = z[f + 95 | 0]; + ga(c2, 64); + i3 = 0; + } + T = j; + return i3 | 0; + } + ja(); + s(); + } + function ta(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0; + o2 = y[b2 + 4 >> 2]; + d = y[a2 + 4 >> 2]; + p = y[b2 + 8 >> 2]; + e = y[a2 + 8 >> 2]; + q = y[b2 + 12 >> 2]; + f = y[a2 + 12 >> 2]; + r = y[b2 + 16 >> 2]; + g = y[a2 + 16 >> 2]; + s2 = y[b2 + 20 >> 2]; + h = y[a2 + 20 >> 2]; + t2 = y[b2 + 24 >> 2]; + i3 = y[a2 + 24 >> 2]; + m2 = y[b2 + 28 >> 2]; + j = y[a2 + 28 >> 2]; + u = y[b2 + 32 >> 2]; + k = y[a2 + 32 >> 2]; + v2 = y[b2 + 36 >> 2]; + l = y[a2 + 36 >> 2]; + c2 = 0 - c2 | 0; + n2 = y[a2 >> 2]; + y[a2 >> 2] = c2 & (n2 ^ y[b2 >> 2]) ^ n2; + y[a2 + 36 >> 2] = l ^ c2 & (l ^ v2); + y[a2 + 32 >> 2] = k ^ c2 & (k ^ u); + y[a2 + 28 >> 2] = j ^ c2 & (j ^ m2); + y[a2 + 24 >> 2] = i3 ^ c2 & (i3 ^ t2); + y[a2 + 20 >> 2] = h ^ c2 & (h ^ s2); + y[a2 + 16 >> 2] = g ^ c2 & (g ^ r); + y[a2 + 12 >> 2] = f ^ c2 & (f ^ q); + y[a2 + 8 >> 2] = e ^ c2 & (e ^ p); + y[a2 + 4 >> 2] = d ^ c2 & (d ^ o2); + d = y[a2 + 40 >> 2]; + o2 = y[b2 + 40 >> 2]; + e = y[a2 + 44 >> 2]; + p = y[b2 + 44 >> 2]; + f = y[a2 + 48 >> 2]; + q = y[b2 + 48 >> 2]; + g = y[a2 + 52 >> 2]; + r = y[b2 + 52 >> 2]; + h = y[a2 + 56 >> 2]; + s2 = y[b2 + 56 >> 2]; + i3 = y[a2 + 60 >> 2]; + t2 = y[b2 + 60 >> 2]; + m2 = a2 - -64 | 0; + j = y[m2 >> 2]; + u = y[b2 - -64 >> 2]; + k = y[a2 + 68 >> 2]; + v2 = y[b2 + 68 >> 2]; + l = y[a2 + 72 >> 2]; + n2 = y[b2 + 72 >> 2]; + w2 = y[a2 + 76 >> 2]; + y[a2 + 76 >> 2] = w2 ^ c2 & (y[b2 + 76 >> 2] ^ w2); + y[a2 + 72 >> 2] = l ^ c2 & (l ^ n2); + y[a2 + 68 >> 2] = k ^ c2 & (k ^ v2); + y[m2 >> 2] = j ^ c2 & (j ^ u); + y[a2 + 60 >> 2] = i3 ^ c2 & (i3 ^ t2); + y[a2 + 56 >> 2] = h ^ c2 & (h ^ s2); + y[a2 + 52 >> 2] = g ^ c2 & (g ^ r); + y[a2 + 48 >> 2] = f ^ c2 & (f ^ q); + y[a2 + 44 >> 2] = e ^ c2 & (e ^ p); + y[a2 + 40 >> 2] = d ^ c2 & (d ^ o2); + d = y[a2 + 80 >> 2]; + o2 = y[b2 + 80 >> 2]; + e = y[a2 + 84 >> 2]; + p = y[b2 + 84 >> 2]; + f = y[a2 + 88 >> 2]; + q = y[b2 + 88 >> 2]; + g = y[a2 + 92 >> 2]; + r = y[b2 + 92 >> 2]; + h = y[a2 + 96 >> 2]; + s2 = y[b2 + 96 >> 2]; + i3 = y[a2 + 100 >> 2]; + t2 = y[b2 + 100 >> 2]; + j = y[a2 + 104 >> 2]; + m2 = y[b2 + 104 >> 2]; + k = y[a2 + 108 >> 2]; + u = y[b2 + 108 >> 2]; + l = y[a2 + 112 >> 2]; + v2 = y[b2 + 112 >> 2]; + n2 = y[b2 + 116 >> 2]; + b2 = y[a2 + 116 >> 2]; + y[a2 + 116 >> 2] = c2 & (n2 ^ b2) ^ b2; + y[a2 + 112 >> 2] = l ^ c2 & (l ^ v2); + y[a2 + 108 >> 2] = k ^ c2 & (k ^ u); + y[a2 + 104 >> 2] = j ^ c2 & (j ^ m2); + y[a2 + 100 >> 2] = i3 ^ c2 & (i3 ^ t2); + y[a2 + 96 >> 2] = h ^ c2 & (h ^ s2); + y[a2 + 92 >> 2] = g ^ c2 & (g ^ r); + y[a2 + 88 >> 2] = f ^ c2 & (f ^ q); + y[a2 + 84 >> 2] = e ^ c2 & (e ^ p); + y[a2 + 80 >> 2] = d ^ c2 & (d ^ o2); + } + function Za(a2, b2) { + var c2 = 0, d = 0, e = 0; + c2 = T - 192 | 0; + T = c2; + e = c2 + 144 | 0; + da(e, b2); + d = c2 + 96 | 0; + da(d, e); + da(d, d); + ea(d, b2, d); + ea(e, e, d); + b2 = c2 + 48 | 0; + da(b2, e); + ea(d, d, b2); + da(b2, d); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + ea(d, b2, d); + da(b2, d); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + ea(b2, b2, d); + da(c2, b2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + da(c2, c2); + ea(b2, c2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + ea(d, b2, d); + da(b2, d); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + ea(b2, b2, d); + da(c2, b2); + b2 = 1; + while (1) { + da(c2, c2); + b2 = b2 + 1 | 0; + if ((b2 | 0) != 100) { + continue; + } + break; + } + b2 = c2 + 48 | 0; + ea(b2, c2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + da(b2, b2); + d = c2 + 96 | 0; + ea(d, b2, d); + da(d, d); + da(d, d); + da(d, d); + da(d, d); + da(d, d); + ea(a2, d, c2 + 144 | 0); + T = c2 + 192 | 0; + } + function ee(a2) { + a2 = a2 | 0; + var b2 = 0, c2 = 0, d = 0; + c2 = T - 48 | 0; + T = c2; + b2 = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); + y[c2 + 24 >> 2] = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); + y[c2 + 28 >> 2] = b2; + b2 = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); + y[c2 + 16 >> 2] = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); + y[c2 + 20 >> 2] = b2; + b2 = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); + y[c2 + 8 >> 2] = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); + y[c2 + 12 >> 2] = b2; + b2 = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); + y[c2 >> 2] = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); + y[c2 + 4 >> 2] = b2; + b2 = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); + y[c2 + 32 >> 2] = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); + y[c2 + 36 >> 2] = b2; + gb(c2, c2, a2 + 32 | 0, a2); + b2 = y[c2 + 28 >> 2]; + d = y[c2 + 24 >> 2]; + w[a2 + 24 | 0] = d; + w[a2 + 25 | 0] = d >>> 8; + w[a2 + 26 | 0] = d >>> 16; + w[a2 + 27 | 0] = d >>> 24; + w[a2 + 28 | 0] = b2; + w[a2 + 29 | 0] = b2 >>> 8; + w[a2 + 30 | 0] = b2 >>> 16; + w[a2 + 31 | 0] = b2 >>> 24; + b2 = y[c2 + 20 >> 2]; + d = y[c2 + 16 >> 2]; + w[a2 + 16 | 0] = d; + w[a2 + 17 | 0] = d >>> 8; + w[a2 + 18 | 0] = d >>> 16; + w[a2 + 19 | 0] = d >>> 24; + w[a2 + 20 | 0] = b2; + w[a2 + 21 | 0] = b2 >>> 8; + w[a2 + 22 | 0] = b2 >>> 16; + w[a2 + 23 | 0] = b2 >>> 24; + b2 = y[c2 + 12 >> 2]; + d = y[c2 + 8 >> 2]; + w[a2 + 8 | 0] = d; + w[a2 + 9 | 0] = d >>> 8; + w[a2 + 10 | 0] = d >>> 16; + w[a2 + 11 | 0] = d >>> 24; + w[a2 + 12 | 0] = b2; + w[a2 + 13 | 0] = b2 >>> 8; + w[a2 + 14 | 0] = b2 >>> 16; + w[a2 + 15 | 0] = b2 >>> 24; + b2 = y[c2 + 4 >> 2]; + d = y[c2 >> 2]; + w[a2 | 0] = d; + w[a2 + 1 | 0] = d >>> 8; + w[a2 + 2 | 0] = d >>> 16; + w[a2 + 3 | 0] = d >>> 24; + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + d = y[c2 + 36 >> 2]; + b2 = y[c2 + 32 >> 2]; + w[a2 + 32 | 0] = 1; + w[a2 + 33 | 0] = 0; + w[a2 + 34 | 0] = 0; + w[a2 + 35 | 0] = 0; + w[a2 + 36 | 0] = b2; + w[a2 + 37 | 0] = b2 >>> 8; + w[a2 + 38 | 0] = b2 >>> 16; + w[a2 + 39 | 0] = b2 >>> 24; + w[a2 + 40 | 0] = d; + w[a2 + 41 | 0] = d >>> 8; + w[a2 + 42 | 0] = d >>> 16; + w[a2 + 43 | 0] = d >>> 24; + T = c2 + 48 | 0; + } + function Pb(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; + d = T - 128 | 0; + T = d; + e = z[40722]; + y[a2 + 4 >> 2] = 0; + y[a2 + 8 >> 2] = 0; + y[a2 >> 2] = 1; + y[a2 + 12 >> 2] = 0; + y[a2 + 16 >> 2] = 0; + y[a2 + 20 >> 2] = 0; + y[a2 + 24 >> 2] = 0; + y[a2 + 28 >> 2] = 0; + y[a2 + 32 >> 2] = 0; + y[a2 + 36 >> 2] = 0; + y[a2 + 40 >> 2] = 1; + o(a2 + 44 | 0, 0, 76); + b2 = E(b2, 960) + 2688 | 0; + e = e >>> 2 ^ (c2 & 128) >>> 7; + c2 = c2 - ((0 - e & c2) << 1) | 0; + ta(a2, b2, z[40722] >>> 2 ^ ((c2 ^ 1) & 255) - 1 >>> 31); + ta(a2, b2 + 120 | 0, z[40722] >>> 2 ^ ((c2 ^ 2) & 255) - 1 >>> 31); + ta(a2, b2 + 240 | 0, z[40722] >>> 2 ^ ((c2 ^ 3) & 255) - 1 >>> 31); + ta(a2, b2 + 360 | 0, z[40722] >>> 2 ^ ((c2 ^ 4) & 255) - 1 >>> 31); + ta(a2, b2 + 480 | 0, z[40722] >>> 2 ^ ((c2 ^ 5) & 255) - 1 >>> 31); + ta(a2, b2 + 600 | 0, z[40722] >>> 2 ^ ((c2 ^ 6) & 255) - 1 >>> 31); + ta(a2, b2 + 720 | 0, z[40722] >>> 2 ^ ((c2 ^ 7) & 255) - 1 >>> 31); + ta(a2, b2 + 840 | 0, z[40722] >>> 2 ^ ((c2 ^ 8) & 255) - 1 >>> 31); + b2 = y[a2 + 76 >> 2]; + y[d + 40 >> 2] = y[a2 + 72 >> 2]; + y[d + 44 >> 2] = b2; + b2 = a2 - -64 | 0; + c2 = y[b2 + 4 >> 2]; + y[d + 32 >> 2] = y[b2 >> 2]; + y[d + 36 >> 2] = c2; + b2 = y[a2 + 60 >> 2]; + y[d + 24 >> 2] = y[a2 + 56 >> 2]; + y[d + 28 >> 2] = b2; + b2 = y[a2 + 52 >> 2]; + y[d + 16 >> 2] = y[a2 + 48 >> 2]; + y[d + 20 >> 2] = b2; + b2 = y[a2 + 44 >> 2]; + y[d + 8 >> 2] = y[a2 + 40 >> 2]; + y[d + 12 >> 2] = b2; + b2 = y[a2 + 4 >> 2]; + y[d + 48 >> 2] = y[a2 >> 2]; + y[d + 52 >> 2] = b2; + b2 = y[a2 + 12 >> 2]; + y[d + 56 >> 2] = y[a2 + 8 >> 2]; + y[d + 60 >> 2] = b2; + b2 = y[a2 + 20 >> 2]; + y[d + 64 >> 2] = y[a2 + 16 >> 2]; + y[d + 68 >> 2] = b2; + b2 = y[a2 + 28 >> 2]; + y[d + 72 >> 2] = y[a2 + 24 >> 2]; + y[d + 76 >> 2] = b2; + b2 = y[a2 + 36 >> 2]; + y[d + 80 >> 2] = y[a2 + 32 >> 2]; + y[d + 84 >> 2] = b2; + b2 = y[a2 + 80 >> 2]; + c2 = y[a2 + 84 >> 2]; + f = y[a2 + 88 >> 2]; + g = y[a2 + 92 >> 2]; + h = y[a2 + 96 >> 2]; + i3 = y[a2 + 100 >> 2]; + j = y[a2 + 104 >> 2]; + k = y[a2 + 108 >> 2]; + l = y[a2 + 112 >> 2]; + y[d + 124 >> 2] = 0 - y[a2 + 116 >> 2]; + y[d + 120 >> 2] = 0 - l; + y[d + 116 >> 2] = 0 - k; + y[d + 112 >> 2] = 0 - j; + y[d + 108 >> 2] = 0 - i3; + y[d + 104 >> 2] = 0 - h; + y[d + 100 >> 2] = 0 - g; + y[d + 96 >> 2] = 0 - f; + y[d + 92 >> 2] = 0 - c2; + y[d + 88 >> 2] = 0 - b2; + ta(a2, d + 8 | 0, e); + T = d + 128 | 0; + } + function Bc(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0; + c2 = T - 304 | 0; + T = c2; + w[a2 | 0] = z[b2 | 0]; + w[a2 + 1 | 0] = z[b2 + 1 | 0]; + w[a2 + 2 | 0] = z[b2 + 2 | 0]; + w[a2 + 3 | 0] = z[b2 + 3 | 0]; + w[a2 + 4 | 0] = z[b2 + 4 | 0]; + w[a2 + 5 | 0] = z[b2 + 5 | 0]; + w[a2 + 6 | 0] = z[b2 + 6 | 0]; + w[a2 + 7 | 0] = z[b2 + 7 | 0]; + w[a2 + 8 | 0] = z[b2 + 8 | 0]; + w[a2 + 9 | 0] = z[b2 + 9 | 0]; + w[a2 + 10 | 0] = z[b2 + 10 | 0]; + w[a2 + 11 | 0] = z[b2 + 11 | 0]; + w[a2 + 12 | 0] = z[b2 + 12 | 0]; + w[a2 + 13 | 0] = z[b2 + 13 | 0]; + w[a2 + 14 | 0] = z[b2 + 14 | 0]; + w[a2 + 15 | 0] = z[b2 + 15 | 0]; + w[a2 + 16 | 0] = z[b2 + 16 | 0]; + w[a2 + 17 | 0] = z[b2 + 17 | 0]; + w[a2 + 18 | 0] = z[b2 + 18 | 0]; + w[a2 + 19 | 0] = z[b2 + 19 | 0]; + w[a2 + 20 | 0] = z[b2 + 20 | 0]; + w[a2 + 21 | 0] = z[b2 + 21 | 0]; + w[a2 + 22 | 0] = z[b2 + 22 | 0]; + w[a2 + 23 | 0] = z[b2 + 23 | 0]; + w[a2 + 24 | 0] = z[b2 + 24 | 0]; + w[a2 + 25 | 0] = z[b2 + 25 | 0]; + w[a2 + 26 | 0] = z[b2 + 26 | 0]; + w[a2 + 27 | 0] = z[b2 + 27 | 0]; + w[a2 + 28 | 0] = z[b2 + 28 | 0]; + w[a2 + 29 | 0] = z[b2 + 29 | 0]; + w[a2 + 30 | 0] = z[b2 + 30 | 0]; + b2 = z[b2 + 31 | 0]; + w[a2 | 0] = z[a2 | 0] & 248; + w[a2 + 31 | 0] = b2 & 63 | 64; + Xa(c2 + 48 | 0, a2); + b2 = y[c2 + 128 >> 2]; + d = y[c2 + 88 >> 2]; + e = y[c2 + 132 >> 2]; + f = y[c2 + 92 >> 2]; + g = y[c2 + 136 >> 2]; + h = y[c2 + 96 >> 2]; + i3 = y[c2 + 140 >> 2]; + j = y[c2 + 100 >> 2]; + k = y[c2 + 144 >> 2]; + l = y[c2 + 104 >> 2]; + m2 = y[c2 + 148 >> 2]; + n2 = y[c2 + 108 >> 2]; + o2 = y[c2 + 152 >> 2]; + p = y[c2 + 112 >> 2]; + q = y[c2 + 156 >> 2]; + r = y[c2 + 116 >> 2]; + s2 = y[c2 + 160 >> 2]; + t2 = y[c2 + 120 >> 2]; + u = y[c2 + 124 >> 2]; + v2 = y[c2 + 164 >> 2]; + y[c2 + 292 >> 2] = u + v2; + y[c2 + 288 >> 2] = s2 + t2; + y[c2 + 284 >> 2] = q + r; + y[c2 + 280 >> 2] = o2 + p; + y[c2 + 276 >> 2] = m2 + n2; + y[c2 + 272 >> 2] = k + l; + y[c2 + 268 >> 2] = i3 + j; + y[c2 + 264 >> 2] = g + h; + y[c2 + 260 >> 2] = e + f; + y[c2 + 256 >> 2] = b2 + d; + y[c2 + 244 >> 2] = v2 - u; + y[c2 + 240 >> 2] = s2 - t2; + y[c2 + 236 >> 2] = q - r; + y[c2 + 232 >> 2] = o2 - p; + y[c2 + 228 >> 2] = m2 - n2; + y[c2 + 224 >> 2] = k - l; + y[c2 + 220 >> 2] = i3 - j; + y[c2 + 216 >> 2] = g - h; + y[c2 + 212 >> 2] = e - f; + y[c2 + 208 >> 2] = b2 - d; + b2 = c2 + 208 | 0; + Za(b2, b2); + ea(c2, c2 + 256 | 0, b2); + qa(a2, c2); + T = c2 + 304 | 0; + return 0; + } + function Ed(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; + a: { + b: { + c: { + d: { + e: { + f: { + if ((e & -7) != 1) { + break f; + } + f = (d >>> 0) / 3 | 0; + h = f << 2; + f = E(f, -3) + d | 0; + g: { + if (!f) { + break g; + } + if (!(e & 2)) { + h = h + 4 | 0; + break g; + } + h = ((f >>> 1 | 0) + h | 0) + 2 | 0; + } + if (b2 >>> 0 <= h >>> 0) { + break f; + } + h: { + if (e >>> 0 >= 4) { + if (!d) { + e = 0; + break b; + } + f = 0; + e = 0; + break h; + } + if (!d) { + e = 0; + break b; + } + f = 0; + e = 0; + break e; + } + while (1) { + j = z[c2 + i3 | 0] | j << 8; + f = f | 8; + while (1) { + f = f - 6 | 0; + g = j >>> f & 63; + k = g + 65510 >>> 8 | 0; + l = g + 65484 >>> 8 | 0; + w[a2 + e | 0] = ((g ^ 16321) + 1 ^ -1) >>> 8 & 45 | ((g + 32705 ^ -1) >>> 8 & 95 | (l & (g + 71 & (k ^ -1)) | k & g + 65) | g + 252 & g + 65474 >>> 8 & (l ^ -1)); + e = e + 1 | 0; + if (f >>> 0 > 5) { + continue; + } + break; + } + i3 = i3 + 1 | 0; + if ((i3 | 0) != (d | 0)) { + continue; + } + break; + } + if (!f) { + break c; + } + i3 = 45; + g = 95; + d = 32705; + break d; + } + ja(); + s(); + } + while (1) { + j = z[c2 + i3 | 0] | j << 8; + f = f | 8; + while (1) { + f = f - 6 | 0; + g = j >>> f & 63; + k = g + 65510 >>> 8 | 0; + l = g + 65484 >>> 8 | 0; + w[a2 + e | 0] = ((g ^ 16321) + 1 ^ -1) >>> 8 & 43 | ((g + 16321 ^ -1) >>> 8 & 47 | (l & (g + 71 & (k ^ -1)) | k & g + 65) | g + 252 & g + 65474 >>> 8 & (l ^ -1)); + e = e + 1 | 0; + if (f >>> 0 > 5) { + continue; + } + break; + } + i3 = i3 + 1 | 0; + if ((i3 | 0) != (d | 0)) { + continue; + } + break; + } + if (!f) { + break c; + } + i3 = 43; + g = 47; + d = 16321; + } + c2 = j << 6 - f & 63; + f = c2 + 65510 >>> 8 | 0; + j = c2 + 65484 >>> 8 | 0; + w[a2 + e | 0] = ((c2 ^ 16321) + 1 ^ -1) >>> 8 & i3 | (g & (c2 + d ^ -1) >>> 8 | (j & (c2 + 71 & (f ^ -1)) | f & c2 + 65) | c2 + 252 & c2 + 65474 >>> 8 & (j ^ -1)); + e = e + 1 | 0; + } + if (e >>> 0 > h >>> 0) { + break a; + } + } + i: { + if (e >>> 0 >= h >>> 0) { + h = e; + break i; + } + c2 = h - e | 0; + if (!c2) { + break i; + } + o(a2 + e | 0, 61, c2); + } + c2 = h + 1 | 0; + b2 = (b2 >>> 0 > c2 >>> 0 ? b2 : c2) - h | 0; + if (b2) { + o(a2 + h | 0, 0, b2); + } + return a2 | 0; + } + Q(1036, 1114, 231, 1300); + s(); + } + function oa(a2, b2, c2, d) { + var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0; + if (c2 | d) { + a: { + l = a2 + 224 | 0; + k = a2 + 96 | 0; + f = z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24); + g = a2 - -64 | 0; + while (1) { + e = f + k | 0; + i3 = 256 - f | 0; + if (!d & c2 >>> 0 <= i3 >>> 0) { + if (c2) { + t(e, b2, c2); + } + b2 = c2 + (z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24)) | 0; + w[a2 + 352 | 0] = b2; + w[a2 + 353 | 0] = b2 >>> 8; + w[a2 + 354 | 0] = b2 >>> 16; + w[a2 + 355 | 0] = b2 >>> 24; + break a; + } + if (i3) { + t(e, b2, i3); + } + e = i3 + (z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24)) | 0; + w[a2 + 352 | 0] = e; + w[a2 + 353 | 0] = e >>> 8; + w[a2 + 354 | 0] = e >>> 16; + w[a2 + 355 | 0] = e >>> 24; + f = z[g + 4 | 0] | z[g + 5 | 0] << 8 | (z[g + 6 | 0] << 16 | z[g + 7 | 0] << 24); + m2 = f; + h = z[g | 0] | z[g + 1 | 0] << 8 | (z[g + 2 | 0] << 16 | z[g + 3 | 0] << 24); + j = h + 128 | 0; + f = j >>> 0 < 128 ? f + 1 | 0 : f; + e = g; + w[e | 0] = j; + w[e + 1 | 0] = j >>> 8; + w[e + 2 | 0] = j >>> 16; + w[e + 3 | 0] = j >>> 24; + w[e + 4 | 0] = f; + w[e + 5 | 0] = f >>> 8; + w[e + 6 | 0] = f >>> 16; + w[e + 7 | 0] = f >>> 24; + f = z[a2 + 76 | 0] | z[a2 + 77 | 0] << 8 | (z[a2 + 78 | 0] << 16 | z[a2 + 79 | 0] << 24); + e = (m2 | 0) == -1 & h >>> 0 > 4294967167; + h = e + (z[a2 + 72 | 0] | z[a2 + 73 | 0] << 8 | (z[a2 + 74 | 0] << 16 | z[a2 + 75 | 0] << 24)) | 0; + f = e >>> 0 > h >>> 0 ? f + 1 | 0 : f; + w[a2 + 72 | 0] = h; + w[a2 + 73 | 0] = h >>> 8; + w[a2 + 74 | 0] = h >>> 16; + w[a2 + 75 | 0] = h >>> 24; + w[a2 + 76 | 0] = f; + w[a2 + 77 | 0] = f >>> 8; + w[a2 + 78 | 0] = f >>> 16; + w[a2 + 79 | 0] = f >>> 24; + fb(a2, k); + t(k, l, 128); + f = (z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24)) - 128 | 0; + e = f; + w[a2 + 352 | 0] = e; + w[a2 + 353 | 0] = e >>> 8; + w[a2 + 354 | 0] = e >>> 16; + w[a2 + 355 | 0] = e >>> 24; + b2 = b2 + i3 | 0; + d = d - (c2 >>> 0 < i3 >>> 0) | 0; + c2 = c2 - i3 | 0; + if (d | c2) { + continue; + } + break; + } + } + } + return 0; + } + function Gd(a2, b2, c2, d, e, f, g) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + var h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0; + a: { + b: { + c: { + d: { + e: { + f: { + g: { + h: { + i: { + if (d) { + if (e) { + break i; + } + i3 = 1; + e = 0; + while (1) { + l = z[c2 + h | 0]; + j = (l & 223) - 55 & 255; + n2 = (j + 65526 ^ j + 65520) >>> 8 | 0; + l = l ^ 48; + o2 = l + 65526 >>> 8 | 0; + if (!((n2 | o2) & 255)) { + break g; + } + if (b2 >>> 0 <= m2 >>> 0) { + break h; + } + j = j & n2 | l & o2; + j: { + if (!(k & 255)) { + e = j << 4; + break j; + } + w[a2 + m2 | 0] = e | j; + m2 = m2 + 1 | 0; + } + k = k ^ -1; + h = h + 1 | 0; + if ((h | 0) != (d | 0)) { + continue; + } + break; + } + h = d; + break g; + } + a2 = 0; + if (!g) { + break a; + } + break c; + } + while (1) { + k: { + l: { + m: { + n: { + o: { + j = z[c2 + h | 0]; + i3 = (j & 223) - 55 & 255; + l = (i3 + 65526 ^ i3 + 65520) >>> 8 | 0; + n2 = j ^ 48; + o2 = n2 + 65526 >>> 8 | 0; + if (!((l | o2) & 255)) { + if (k & 255) { + break f; + } + i3 = 0; + if (!Ga(e, j)) { + break d; + } + k = h + 1 | 0; + h = k; + if (h >>> 0 < d >>> 0) { + break o; + } + break d; + } + if (b2 >>> 0 <= m2 >>> 0) { + break h; + } + i3 = i3 & l | n2 & o2; + if (!(k & 255)) { + break n; + } + w[a2 + m2 | 0] = i3 | p; + k = k ^ -1; + m2 = m2 + 1 | 0; + break k; + } + while (1) { + j = z[c2 + h | 0]; + l = (j & 223) - 55 & 255; + n2 = (l + 65526 ^ l + 65520) >>> 8 | 0; + o2 = j ^ 48; + p = o2 + 65526 >>> 8 | 0; + if (!((n2 | p) & 255)) { + if (!Ga(e, j)) { + break d; + } + h = h + 1 | 0; + if (h >>> 0 < d >>> 0) { + continue; + } + break m; + } + break; + } + if (b2 >>> 0 <= m2 >>> 0) { + break l; + } + i3 = l & n2 | o2 & p; + } + p = i3 << 4; + k = 255; + break k; + } + h = d >>> 0 > k >>> 0 ? d : k; + break d; + } + k = 0; + break h; + } + i3 = 1; + h = h + 1 | 0; + if (h >>> 0 < d >>> 0) { + continue; + } + break; + } + break g; + } + y[10048] = 68; + i3 = 0; + } + if (!(k & 255)) { + break e; + } + } + y[10048] = 28; + i3 = -1; + h = h - 1 | 0; + m2 = 0; + break d; + } + m2 = i3 ? m2 : 0; + i3 = i3 - 1 | 0; + } + if (g) { + break c; + } + if ((d | 0) != (h | 0)) { + break b; + } + a2 = i3; + break a; + } + y[g >> 2] = c2 + h; + a2 = i3; + break a; + } + y[10048] = 28; + a2 = -1; + } + if (f) { + y[f >> 2] = m2; + } + return a2 | 0; + } + function la(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0; + c2 = y[b2 + 40 >> 2]; + e = y[b2 + 4 >> 2]; + f = y[b2 + 44 >> 2]; + g = y[b2 + 8 >> 2]; + h = y[b2 + 48 >> 2]; + i3 = y[b2 + 12 >> 2]; + j = y[b2 + 52 >> 2]; + k = y[b2 + 16 >> 2]; + l = y[b2 + 56 >> 2]; + m2 = y[b2 + 20 >> 2]; + n2 = y[b2 + 60 >> 2]; + o2 = y[b2 + 24 >> 2]; + d = b2 - -64 | 0; + p = y[d >> 2]; + q = y[b2 + 28 >> 2]; + r = y[b2 + 68 >> 2]; + s2 = y[b2 + 32 >> 2]; + t2 = y[b2 + 72 >> 2]; + u = y[b2 >> 2]; + y[a2 + 36 >> 2] = y[b2 + 36 >> 2] + y[b2 + 76 >> 2]; + y[a2 + 32 >> 2] = s2 + t2; + y[a2 + 28 >> 2] = q + r; + y[a2 + 24 >> 2] = o2 + p; + y[a2 + 20 >> 2] = m2 + n2; + y[a2 + 16 >> 2] = k + l; + y[a2 + 12 >> 2] = i3 + j; + y[a2 + 8 >> 2] = g + h; + y[a2 + 4 >> 2] = e + f; + y[a2 >> 2] = c2 + u; + c2 = y[b2 + 40 >> 2]; + e = y[b2 + 4 >> 2]; + f = y[b2 + 44 >> 2]; + g = y[b2 + 8 >> 2]; + h = y[b2 + 48 >> 2]; + i3 = y[b2 + 12 >> 2]; + j = y[b2 + 52 >> 2]; + k = y[b2 + 16 >> 2]; + l = y[b2 + 56 >> 2]; + m2 = y[b2 + 20 >> 2]; + n2 = y[b2 + 60 >> 2]; + o2 = y[b2 + 24 >> 2]; + d = y[d >> 2]; + p = y[b2 + 28 >> 2]; + q = y[b2 + 68 >> 2]; + r = y[b2 + 32 >> 2]; + s2 = y[b2 + 72 >> 2]; + t2 = y[b2 >> 2]; + y[a2 + 76 >> 2] = y[b2 + 76 >> 2] - y[b2 + 36 >> 2]; + y[a2 + 72 >> 2] = s2 - r; + y[a2 + 68 >> 2] = q - p; + y[a2 - -64 >> 2] = d - o2; + y[a2 + 60 >> 2] = n2 - m2; + y[a2 + 56 >> 2] = l - k; + y[a2 + 52 >> 2] = j - i3; + y[a2 + 48 >> 2] = h - g; + y[a2 + 44 >> 2] = f - e; + y[a2 + 40 >> 2] = c2 - t2; + c2 = y[b2 + 84 >> 2]; + y[a2 + 80 >> 2] = y[b2 + 80 >> 2]; + y[a2 + 84 >> 2] = c2; + c2 = y[b2 + 92 >> 2]; + y[a2 + 88 >> 2] = y[b2 + 88 >> 2]; + y[a2 + 92 >> 2] = c2; + c2 = y[b2 + 100 >> 2]; + y[a2 + 96 >> 2] = y[b2 + 96 >> 2]; + y[a2 + 100 >> 2] = c2; + c2 = y[b2 + 108 >> 2]; + y[a2 + 104 >> 2] = y[b2 + 104 >> 2]; + y[a2 + 108 >> 2] = c2; + c2 = y[b2 + 116 >> 2]; + y[a2 + 112 >> 2] = y[b2 + 112 >> 2]; + y[a2 + 116 >> 2] = c2; + ea(a2 + 120 | 0, b2 + 120 | 0, 1424); + } + function nb(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0; + c2 = y[a2 + 56 >> 2]; + d = y[a2 + 60 >> 2]; + if (c2 | d) { + f = a2 - -64 | 0; + w[f + c2 | 0] = 1; + l = c2 + 1 | 0; + d = l ? d : d + 1 | 0; + a: { + if (!d & l >>> 0 > 15 | d) { + break a; + } + d = 15 - c2 | 0; + if (!d) { + break a; + } + o((a2 + c2 | 0) + 65 | 0, 0, d); + } + w[a2 + 80 | 0] = 1; + mb(a2, f, 16, 0); + } + l = y[a2 + 52 >> 2]; + j = y[a2 + 48 >> 2]; + f = y[a2 + 44 >> 2]; + c2 = y[a2 + 24 >> 2]; + g = y[a2 + 28 >> 2] + (c2 >>> 26 | 0) | 0; + e = y[a2 + 32 >> 2] + (g >>> 26 | 0) | 0; + m2 = y[a2 + 36 >> 2] + (e >>> 26 | 0) | 0; + h = y[a2 + 20 >> 2] + E(m2 >>> 26 | 0, 5) | 0; + i3 = h & 67108863; + d = i3 + 5 | 0; + p = e & 67108863; + k = g & 67108863; + c2 = (c2 & 67108863) + (h >>> 26 | 0) | 0; + h = c2 + (d >>> 26 | 0) | 0; + q = k + (h >>> 26 | 0) | 0; + r = p + (q >>> 26 | 0) | 0; + s2 = (m2 & 67108863) + (r >>> 26 | 0) | 0; + e = s2 - 67108864 | 0; + g = e >> 31; + n2 = h; + h = (e >>> 31 | 0) - 1 | 0; + e = h & 67108863; + c2 = c2 & g | n2 & e; + i3 = c2 << 26 | (d & e | g & i3); + d = i3 + y[a2 + 40 >> 2] | 0; + w[b2 | 0] = d; + w[b2 + 1 | 0] = d >>> 8; + w[b2 + 2 | 0] = d >>> 16; + w[b2 + 3 | 0] = d >>> 24; + i3 = d >>> 0 < i3 >>> 0; + d = 0; + k = g & k | e & q; + c2 = k << 20 | c2 >>> 6; + n2 = c2; + c2 = c2 + f | 0; + d = n2 >>> 0 > c2 >>> 0 ? 1 : d; + f = c2; + c2 = c2 + i3 | 0; + d = f >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; + w[b2 + 4 | 0] = c2; + w[b2 + 5 | 0] = c2 >>> 8; + w[b2 + 6 | 0] = c2 >>> 16; + w[b2 + 7 | 0] = c2 >>> 24; + c2 = 0; + e = g & p | e & r; + f = e << 14 | k >>> 12; + j = f + j | 0; + f = f >>> 0 > j >>> 0 ? 1 : c2; + c2 = j; + j = d; + c2 = c2 + d | 0; + d = f; + d = c2 >>> 0 < j >>> 0 ? d + 1 | 0 : d; + w[b2 + 8 | 0] = c2; + w[b2 + 9 | 0] = c2 >>> 8; + w[b2 + 10 | 0] = c2 >>> 16; + w[b2 + 11 | 0] = c2 >>> 24; + c2 = (h & s2 | g & m2) << 8 | e >>> 18; + c2 = c2 + l | 0; + d = c2 + d | 0; + w[b2 + 12 | 0] = d; + w[b2 + 13 | 0] = d >>> 8; + w[b2 + 14 | 0] = d >>> 16; + w[b2 + 15 | 0] = d >>> 24; + ga(a2, 88); + } + function Wa(a2, b2, c2) { + var d = 0, e = 0; + d = T - 16 | 0; + T = d; + w[d + 15 | 0] = 0; + e = -1; + if (!(V[y[9830]](a2, b2, c2) | 0)) { + w[d + 15 | 0] = z[a2 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 1 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 2 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 3 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 4 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 5 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 6 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 7 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 8 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 9 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 10 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 11 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 12 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 13 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 14 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 15 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 16 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 17 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 18 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 19 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 20 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 21 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 22 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 23 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 24 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 25 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 26 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 27 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 28 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 29 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 30 | 0] | z[d + 15 | 0]; + w[d + 15 | 0] = z[a2 + 31 | 0] | z[d + 15 | 0]; + e = (z[d + 15 | 0] << 23) - 8388608 >> 31; + } + T = d + 16 | 0; + return e; + } + function qa(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0; + f = y[b2 + 32 >> 2]; + g = y[b2 + 28 >> 2]; + h = y[b2 + 24 >> 2]; + i3 = y[b2 + 20 >> 2]; + j = y[b2 + 16 >> 2]; + k = y[b2 + 12 >> 2]; + c2 = y[b2 + 4 >> 2]; + d = y[b2 >> 2]; + e = y[b2 + 36 >> 2]; + b2 = y[b2 + 8 >> 2]; + d = E((f + (g + (h + (i3 + (j + (k + ((c2 + (d + (E(e, 19) + 16777216 >>> 25 | 0) >> 26) >> 25) + b2 >> 26) >> 25) >> 26) >> 25) >> 26) >> 25) >> 26) + e >> 25, 19) + d | 0; + w[a2 | 0] = d; + w[a2 + 2 | 0] = d >>> 16; + w[a2 + 1 | 0] = d >>> 8; + c2 = c2 + (d >> 26) | 0; + w[a2 + 5 | 0] = c2 >>> 14; + w[a2 + 4 | 0] = c2 >>> 6; + w[a2 + 3 | 0] = d >>> 24 & 3 | c2 << 2; + b2 = b2 + (c2 >> 25) | 0; + w[a2 + 8 | 0] = b2 >>> 13; + w[a2 + 7 | 0] = b2 >>> 5; + w[a2 + 6 | 0] = b2 << 3 | (c2 & 29360128) >>> 22; + d = (b2 >> 26) + k | 0; + w[a2 + 11 | 0] = d >>> 11; + w[a2 + 10 | 0] = d >>> 3; + w[a2 + 9 | 0] = d << 5 | (b2 & 65011712) >>> 21; + c2 = (d >> 25) + j | 0; + w[a2 + 15 | 0] = c2 >>> 18; + w[a2 + 14 | 0] = c2 >>> 10; + w[a2 + 13 | 0] = c2 >>> 2; + b2 = (c2 >> 26) + i3 | 0; + w[a2 + 16 | 0] = b2; + w[a2 + 12 | 0] = c2 << 6 | (d & 33030144) >>> 19; + w[a2 + 18 | 0] = b2 >>> 16; + w[a2 + 17 | 0] = b2 >>> 8; + c2 = (b2 >> 25) + h | 0; + w[a2 + 21 | 0] = c2 >>> 15; + w[a2 + 20 | 0] = c2 >>> 7; + w[a2 + 19 | 0] = b2 >>> 24 & 1 | c2 << 1; + b2 = (c2 >> 26) + g | 0; + w[a2 + 24 | 0] = b2 >>> 13; + w[a2 + 23 | 0] = b2 >>> 5; + w[a2 + 22 | 0] = b2 << 3 | (c2 & 58720256) >>> 23; + c2 = (b2 >> 25) + f | 0; + w[a2 + 27 | 0] = c2 >>> 12; + w[a2 + 26 | 0] = c2 >>> 4; + w[a2 + 25 | 0] = c2 << 4 | (b2 & 31457280) >>> 21; + b2 = e + (c2 >> 26) | 0; + w[a2 + 30 | 0] = b2 >>> 10; + w[a2 + 29 | 0] = b2 >>> 2; + w[a2 + 31 | 0] = (b2 & 33292288) >>> 18; + w[a2 + 28 | 0] = b2 << 6 | (c2 & 66060288) >>> 20; + } + function Ha(a2, b2) { + var c2 = 0; + c2 = T - 16 | 0; + y[c2 + 12 >> 2] = a2; + y[c2 + 8 >> 2] = b2; + x[c2 + 6 >> 1] = 0; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2]] ^ z[y[c2 + 8 >> 2]]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 1 | 0] ^ z[y[c2 + 8 >> 2] + 1 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 2 | 0] ^ z[y[c2 + 8 >> 2] + 2 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 3 | 0] ^ z[y[c2 + 8 >> 2] + 3 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 4 | 0] ^ z[y[c2 + 8 >> 2] + 4 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 5 | 0] ^ z[y[c2 + 8 >> 2] + 5 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 6 | 0] ^ z[y[c2 + 8 >> 2] + 6 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 7 | 0] ^ z[y[c2 + 8 >> 2] + 7 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 8 | 0] ^ z[y[c2 + 8 >> 2] + 8 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 9 | 0] ^ z[y[c2 + 8 >> 2] + 9 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 10 | 0] ^ z[y[c2 + 8 >> 2] + 10 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 11 | 0] ^ z[y[c2 + 8 >> 2] + 11 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 12 | 0] ^ z[y[c2 + 8 >> 2] + 12 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 13 | 0] ^ z[y[c2 + 8 >> 2] + 13 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 14 | 0] ^ z[y[c2 + 8 >> 2] + 14 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 15 | 0] ^ z[y[c2 + 8 >> 2] + 15 | 0]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] - 1; + x[c2 + 6 >> 1] = A[20360] >>> 2 ^ A[c2 + 6 >> 1] >>> 15; + return A[c2 + 6 >> 1] - 1 | 0; + } + function Ja(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; + g = T - 192 | 0; + T = g; + if (c2 >>> 0 >= 129) { + Aa(a2); + ka(a2, b2, c2, 0); + sa(a2, g); + c2 = 64; + b2 = g; + } + Aa(a2); + o(g - -64 | 0, 54, 128); + a: { + if (!c2) { + break a; + } + k = c2 & 3; + if (c2 >>> 0 >= 4) { + f = c2 & 252; + while (1) { + h = g - -64 | 0; + e = h + d | 0; + w[e | 0] = z[e | 0] ^ z[b2 + d | 0]; + e = d | 1; + l = e + h | 0; + w[l | 0] = z[l | 0] ^ z[b2 + e | 0]; + e = d | 2; + l = e + h | 0; + w[l | 0] = z[l | 0] ^ z[b2 + e | 0]; + e = h; + h = d | 3; + e = e + h | 0; + w[e | 0] = z[e | 0] ^ z[b2 + h | 0]; + d = d + 4 | 0; + i3 = i3 + 4 | 0; + if ((f | 0) != (i3 | 0)) { + continue; + } + break; + } + if (!k) { + break a; + } + } + while (1) { + i3 = (g - -64 | 0) + d | 0; + w[i3 | 0] = z[i3 | 0] ^ z[b2 + d | 0]; + d = d + 1 | 0; + j = j + 1 | 0; + if ((k | 0) != (j | 0)) { + continue; + } + break; + } + } + d = g - -64 | 0; + ka(a2, d, 128, 0); + k = a2 + 208 | 0; + Aa(k); + o(d, 92, 128); + b: { + if (!c2) { + break b; + } + h = c2 & 3; + j = 0; + d = 0; + if (c2 >>> 0 >= 4) { + c2 = c2 & 252; + i3 = 0; + while (1) { + a2 = g - -64 | 0; + f = a2 + d | 0; + w[f | 0] = z[f | 0] ^ z[b2 + d | 0]; + f = d | 1; + e = f + a2 | 0; + w[e | 0] = z[e | 0] ^ z[b2 + f | 0]; + f = d | 2; + e = f + a2 | 0; + w[e | 0] = z[e | 0] ^ z[b2 + f | 0]; + e = a2; + a2 = d | 3; + f = e + a2 | 0; + w[f | 0] = z[f | 0] ^ z[a2 + b2 | 0]; + d = d + 4 | 0; + i3 = i3 + 4 | 0; + if ((c2 | 0) != (i3 | 0)) { + continue; + } + break; + } + if (!h) { + break b; + } + } + while (1) { + a2 = (g - -64 | 0) + d | 0; + w[a2 | 0] = z[a2 | 0] ^ z[b2 + d | 0]; + d = d + 1 | 0; + j = j + 1 | 0; + if ((h | 0) != (j | 0)) { + continue; + } + break; + } + } + a2 = g - -64 | 0; + ka(k, a2, 128, 0); + ga(a2, 128); + ga(g, 64); + T = g + 192 | 0; + return 0; + } + function pc(a2, b2, c2, d, e, f, g) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + var h = 0; + h = T + -64 | 0; + T = h; + if (c2 | d) { + y[h + 8 >> 2] = 2036477234; + y[h + 12 >> 2] = 1797285236; + y[h >> 2] = 1634760805; + y[h + 4 >> 2] = 857760878; + y[h + 16 >> 2] = z[g | 0] | z[g + 1 | 0] << 8 | (z[g + 2 | 0] << 16 | z[g + 3 | 0] << 24); + y[h + 20 >> 2] = z[g + 4 | 0] | z[g + 5 | 0] << 8 | (z[g + 6 | 0] << 16 | z[g + 7 | 0] << 24); + y[h + 24 >> 2] = z[g + 8 | 0] | z[g + 9 | 0] << 8 | (z[g + 10 | 0] << 16 | z[g + 11 | 0] << 24); + y[h + 28 >> 2] = z[g + 12 | 0] | z[g + 13 | 0] << 8 | (z[g + 14 | 0] << 16 | z[g + 15 | 0] << 24); + y[h + 32 >> 2] = z[g + 16 | 0] | z[g + 17 | 0] << 8 | (z[g + 18 | 0] << 16 | z[g + 19 | 0] << 24); + y[h + 36 >> 2] = z[g + 20 | 0] | z[g + 21 | 0] << 8 | (z[g + 22 | 0] << 16 | z[g + 23 | 0] << 24); + y[h + 40 >> 2] = z[g + 24 | 0] | z[g + 25 | 0] << 8 | (z[g + 26 | 0] << 16 | z[g + 27 | 0] << 24); + g = z[g + 28 | 0] | z[g + 29 | 0] << 8 | (z[g + 30 | 0] << 16 | z[g + 31 | 0] << 24); + y[h + 48 >> 2] = f; + y[h + 44 >> 2] = g; + y[h + 52 >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); + y[h + 56 >> 2] = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); + y[h + 60 >> 2] = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); + Sa(h, b2, a2, c2, d); + ga(h, 64); + } + T = h - -64 | 0; + return 0; + } + function rc(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0; + f = T + -64 | 0; + T = f; + if (b2 | c2) { + y[f + 8 >> 2] = 2036477234; + y[f + 12 >> 2] = 1797285236; + y[f >> 2] = 1634760805; + y[f + 4 >> 2] = 857760878; + y[f + 16 >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); + y[f + 20 >> 2] = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); + y[f + 24 >> 2] = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); + y[f + 28 >> 2] = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); + y[f + 32 >> 2] = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); + y[f + 36 >> 2] = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); + y[f + 40 >> 2] = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); + e = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); + y[f + 48 >> 2] = 0; + y[f + 44 >> 2] = e; + y[f + 52 >> 2] = z[d | 0] | z[d + 1 | 0] << 8 | (z[d + 2 | 0] << 16 | z[d + 3 | 0] << 24); + y[f + 56 >> 2] = z[d + 4 | 0] | z[d + 5 | 0] << 8 | (z[d + 6 | 0] << 16 | z[d + 7 | 0] << 24); + y[f + 60 >> 2] = z[d + 8 | 0] | z[d + 9 | 0] << 8 | (z[d + 10 | 0] << 16 | z[d + 11 | 0] << 24); + if (b2) { + o(a2, 0, b2); + } + Sa(f, a2, a2, b2, c2); + ga(f, 64); + } + T = f - -64 | 0; + return 0; + } + function Zc(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0; + g = T; + f = g - 192 & -64; + T = f; + y[f + 64 >> 2] = (z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24)) & 67108863; + y[f + 68 >> 2] = (z[e + 3 | 0] | z[e + 4 | 0] << 8 | (z[e + 5 | 0] << 16 | z[e + 6 | 0] << 24)) >>> 2 & 67108611; + y[f + 72 >> 2] = (z[e + 6 | 0] | z[e + 7 | 0] << 8 | (z[e + 8 | 0] << 16 | z[e + 9 | 0] << 24)) >>> 4 & 67092735; + y[f + 76 >> 2] = (z[e + 9 | 0] | z[e + 10 | 0] << 8 | (z[e + 11 | 0] << 16 | z[e + 12 | 0] << 24)) >>> 6 & 66076671; + h = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); + y[f + 84 >> 2] = 0; + y[f + 88 >> 2] = 0; + y[f + 92 >> 2] = 0; + y[f + 96 >> 2] = 0; + y[f + 100 >> 2] = 0; + y[f + 80 >> 2] = h >>> 8 & 1048575; + y[f + 104 >> 2] = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); + y[f + 108 >> 2] = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); + y[f + 112 >> 2] = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); + e = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); + w[f + 144 | 0] = 0; + y[f + 120 >> 2] = 0; + y[f + 124 >> 2] = 0; + y[f + 116 >> 2] = e; + e = f - -64 | 0; + ob(e, b2, c2, d); + b2 = f + 48 | 0; + nb(e, b2); + a2 = Ha(a2, b2); + T = g; + return a2 | 0; + } + function Wc(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0; + g = c2; + c2 = d; + k = g | 0; + d = T; + g = d; + f = d - 512 & -64; + T = f; + d = -1; + h = f - -64 | 0; + i3 = f + 32 | 0; + if (!pb(h, i3)) { + d = f + 128 | 0; + Oa(d, 0, 0, 24); + oa(d, h, 32, 0); + oa(d, e, 32, 0); + j = f + 96 | 0; + Qa(d, j, 24); + d = $b(a2 + 32 | 0, b2, k, c2, j, e, i3); + b2 = y[f + 92 >> 2]; + c2 = y[f + 88 >> 2]; + w[a2 + 24 | 0] = c2; + w[a2 + 25 | 0] = c2 >>> 8; + w[a2 + 26 | 0] = c2 >>> 16; + w[a2 + 27 | 0] = c2 >>> 24; + w[a2 + 28 | 0] = b2; + w[a2 + 29 | 0] = b2 >>> 8; + w[a2 + 30 | 0] = b2 >>> 16; + w[a2 + 31 | 0] = b2 >>> 24; + b2 = y[f + 84 >> 2]; + c2 = y[f + 80 >> 2]; + w[a2 + 16 | 0] = c2; + w[a2 + 17 | 0] = c2 >>> 8; + w[a2 + 18 | 0] = c2 >>> 16; + w[a2 + 19 | 0] = c2 >>> 24; + w[a2 + 20 | 0] = b2; + w[a2 + 21 | 0] = b2 >>> 8; + w[a2 + 22 | 0] = b2 >>> 16; + w[a2 + 23 | 0] = b2 >>> 24; + b2 = y[f + 76 >> 2]; + c2 = y[f + 72 >> 2]; + w[a2 + 8 | 0] = c2; + w[a2 + 9 | 0] = c2 >>> 8; + w[a2 + 10 | 0] = c2 >>> 16; + w[a2 + 11 | 0] = c2 >>> 24; + w[a2 + 12 | 0] = b2; + w[a2 + 13 | 0] = b2 >>> 8; + w[a2 + 14 | 0] = b2 >>> 16; + w[a2 + 15 | 0] = b2 >>> 24; + b2 = y[f + 68 >> 2]; + c2 = y[f + 64 >> 2]; + w[a2 | 0] = c2; + w[a2 + 1 | 0] = c2 >>> 8; + w[a2 + 2 | 0] = c2 >>> 16; + w[a2 + 3 | 0] = c2 >>> 24; + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + ga(i3, 32); + ga(h, 32); + ga(j, 24); + } + T = g; + return d | 0; + } + function qc(a2, b2, c2, d, e, f, g, h) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + var i3 = 0; + i3 = T + -64 | 0; + T = i3; + if (c2 | d) { + y[i3 + 8 >> 2] = 2036477234; + y[i3 + 12 >> 2] = 1797285236; + y[i3 >> 2] = 1634760805; + y[i3 + 4 >> 2] = 857760878; + y[i3 + 16 >> 2] = z[h | 0] | z[h + 1 | 0] << 8 | (z[h + 2 | 0] << 16 | z[h + 3 | 0] << 24); + y[i3 + 20 >> 2] = z[h + 4 | 0] | z[h + 5 | 0] << 8 | (z[h + 6 | 0] << 16 | z[h + 7 | 0] << 24); + y[i3 + 24 >> 2] = z[h + 8 | 0] | z[h + 9 | 0] << 8 | (z[h + 10 | 0] << 16 | z[h + 11 | 0] << 24); + y[i3 + 28 >> 2] = z[h + 12 | 0] | z[h + 13 | 0] << 8 | (z[h + 14 | 0] << 16 | z[h + 15 | 0] << 24); + y[i3 + 32 >> 2] = z[h + 16 | 0] | z[h + 17 | 0] << 8 | (z[h + 18 | 0] << 16 | z[h + 19 | 0] << 24); + y[i3 + 36 >> 2] = z[h + 20 | 0] | z[h + 21 | 0] << 8 | (z[h + 22 | 0] << 16 | z[h + 23 | 0] << 24); + y[i3 + 40 >> 2] = z[h + 24 | 0] | z[h + 25 | 0] << 8 | (z[h + 26 | 0] << 16 | z[h + 27 | 0] << 24); + h = z[h + 28 | 0] | z[h + 29 | 0] << 8 | (z[h + 30 | 0] << 16 | z[h + 31 | 0] << 24); + y[i3 + 48 >> 2] = f; + y[i3 + 52 >> 2] = g; + y[i3 + 44 >> 2] = h; + y[i3 + 56 >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); + y[i3 + 60 >> 2] = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); + Sa(i3, b2, a2, c2, d); + ga(i3, 64); + } + T = i3 - -64 | 0; + return 0; + } + function tc(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0; + f = T + -64 | 0; + T = f; + if (b2 | c2) { + y[f + 8 >> 2] = 2036477234; + y[f + 12 >> 2] = 1797285236; + y[f >> 2] = 1634760805; + y[f + 4 >> 2] = 857760878; + y[f + 16 >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); + y[f + 20 >> 2] = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); + y[f + 24 >> 2] = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); + y[f + 28 >> 2] = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); + y[f + 32 >> 2] = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); + y[f + 36 >> 2] = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); + y[f + 40 >> 2] = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); + e = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); + y[f + 48 >> 2] = 0; + y[f + 52 >> 2] = 0; + y[f + 44 >> 2] = e; + y[f + 56 >> 2] = z[d | 0] | z[d + 1 | 0] << 8 | (z[d + 2 | 0] << 16 | z[d + 3 | 0] << 24); + y[f + 60 >> 2] = z[d + 4 | 0] | z[d + 5 | 0] << 8 | (z[d + 6 | 0] << 16 | z[d + 7 | 0] << 24); + if (b2) { + o(a2, 0, b2); + } + Sa(f, a2, a2, b2, c2); + ga(f, 64); + } + T = f - -64 | 0; + return 0; + } + function zd(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0; + g = T; + f = g - 128 & -64; + T = f; + y[f >> 2] = (z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24)) & 67108863; + y[f + 4 >> 2] = (z[e + 3 | 0] | z[e + 4 | 0] << 8 | (z[e + 5 | 0] << 16 | z[e + 6 | 0] << 24)) >>> 2 & 67108611; + y[f + 8 >> 2] = (z[e + 6 | 0] | z[e + 7 | 0] << 8 | (z[e + 8 | 0] << 16 | z[e + 9 | 0] << 24)) >>> 4 & 67092735; + y[f + 12 >> 2] = (z[e + 9 | 0] | z[e + 10 | 0] << 8 | (z[e + 11 | 0] << 16 | z[e + 12 | 0] << 24)) >>> 6 & 66076671; + h = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); + y[f + 20 >> 2] = 0; + y[f + 24 >> 2] = 0; + y[f + 28 >> 2] = 0; + y[f + 32 >> 2] = 0; + y[f + 36 >> 2] = 0; + y[f + 16 >> 2] = h >>> 8 & 1048575; + y[f + 40 >> 2] = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); + y[f + 44 >> 2] = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); + y[f + 48 >> 2] = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); + e = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); + w[f + 80 | 0] = 0; + y[f + 56 >> 2] = 0; + y[f + 60 >> 2] = 0; + y[f + 52 >> 2] = e; + ob(f, b2, c2, d); + nb(f, a2); + T = g; + return 0; + } + function Na(a2, b2, c2, d, e, f, g) { + var h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0; + h = T - 352 | 0; + T = h; + tb(h, f, g); + a: { + b: { + if (!(!((!e & a2 - c2 >>> 0 < d >>> 0 | (e | 0) != 0) & a2 >>> 0 > c2 >>> 0) & (!e & c2 - a2 >>> 0 >= d >>> 0 | a2 >>> 0 >= c2 >>> 0))) { + if (d) { + t(a2, c2, d); + } + y[h + 56 >> 2] = 0; + y[h + 60 >> 2] = 0; + y[h + 48 >> 2] = 0; + y[h + 52 >> 2] = 0; + y[h + 40 >> 2] = 0; + y[h + 44 >> 2] = 0; + y[h + 32 >> 2] = 0; + y[h + 36 >> 2] = 0; + g = (e | 0) != 0; + c2 = g | !e & d >>> 0 >= 32; + i3 = c2 ? 32 : d; + k = c2 ? 0 : e; + g = g | !e & d >>> 0 > 32; + c2 = a2; + break b; + } + y[h + 56 >> 2] = 0; + y[h + 60 >> 2] = 0; + y[h + 48 >> 2] = 0; + y[h + 52 >> 2] = 0; + y[h + 40 >> 2] = 0; + y[h + 44 >> 2] = 0; + y[h + 32 >> 2] = 0; + y[h + 36 >> 2] = 0; + j = (e | 0) != 0; + g = j | !e & d >>> 0 >= 32; + i3 = g ? 32 : d; + k = g ? 0 : e; + g = j | !e & d >>> 0 > 32; + if (d | e) { + break b; + } + m2 = 1; + break a; + } + if (i3) { + t(h - -64 | 0, c2, i3); + } + m2 = 0; + } + l = h + 32 | 0; + j = k; + n2 = i3 + 32 | 0; + j = n2 >>> 0 < 32 ? j + 1 | 0 : j; + o2 = j; + j = f + 16 | 0; + hb(l, l, n2, o2, j, h); + va(h + 96 | 0, l); + if (!(!i3 | m2)) { + t(a2, h - -64 | 0, i3); + } + ga(h + 32 | 0, 64); + if (g) { + Ob(a2 + i3 | 0, c2 + i3 | 0, d - i3 | 0, e - (k + (d >>> 0 < i3 >>> 0) | 0) | 0, j, h); + } + ga(h, 32); + c2 = h + 96 | 0; + ha(c2, a2, d, e); + ua(c2, b2); + ga(c2, 256); + T = h + 352 | 0; + return 0; + } + function Ga(a2, b2) { + var c2 = 0, d = 0, e = 0; + e = b2; + a: { + b: { + c: { + b2 = b2 & 255; + if (b2) { + if (a2 & 3) { + while (1) { + c2 = z[a2 | 0]; + if (!c2 | (b2 | 0) == (c2 | 0)) { + break a; + } + a2 = a2 + 1 | 0; + if (a2 & 3) { + continue; + } + break; + } + } + c2 = y[a2 >> 2]; + if (((c2 | 16843008 - c2) & -2139062144) != -2139062144) { + break c; + } + d = E(b2, 16843009); + while (1) { + b2 = c2 ^ d; + if (((16843008 - b2 | b2) & -2139062144) != -2139062144) { + break c; + } + c2 = y[a2 + 4 >> 2]; + b2 = a2 + 4 | 0; + a2 = b2; + if (((16843008 - c2 | c2) & -2139062144) == -2139062144) { + continue; + } + break; + } + break b; + } + c2 = a2; + d: { + e: { + f: { + if (!(a2 & 3)) { + break f; + } + b2 = 0; + if (!z[a2 | 0]) { + break d; + } + while (1) { + a2 = a2 + 1 | 0; + if (!(a2 & 3)) { + break f; + } + if (z[a2 | 0]) { + continue; + } + break; + } + break e; + } + while (1) { + b2 = a2; + a2 = a2 + 4 | 0; + d = y[b2 >> 2]; + if (((16843008 - d | d) & -2139062144) == -2139062144) { + continue; + } + break; + } + while (1) { + a2 = b2; + b2 = a2 + 1 | 0; + if (z[a2 | 0]) { + continue; + } + break; + } + } + b2 = a2 - c2 | 0; + } + a2 = b2 + c2 | 0; + break a; + } + b2 = a2; + } + while (1) { + a2 = b2; + c2 = z[a2 | 0]; + if (!c2) { + break a; + } + b2 = a2 + 1 | 0; + if ((c2 | 0) != (e & 255)) { + continue; + } + break; + } + } + return z[a2 | 0] == (e & 255) ? a2 : 0; + } + function Qc(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + var c2 = 0; + y[a2 >> 2] = (z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24)) & 67108863; + y[a2 + 4 >> 2] = (z[b2 + 3 | 0] | z[b2 + 4 | 0] << 8 | (z[b2 + 5 | 0] << 16 | z[b2 + 6 | 0] << 24)) >>> 2 & 67108611; + y[a2 + 8 >> 2] = (z[b2 + 6 | 0] | z[b2 + 7 | 0] << 8 | (z[b2 + 8 | 0] << 16 | z[b2 + 9 | 0] << 24)) >>> 4 & 67092735; + y[a2 + 12 >> 2] = (z[b2 + 9 | 0] | z[b2 + 10 | 0] << 8 | (z[b2 + 11 | 0] << 16 | z[b2 + 12 | 0] << 24)) >>> 6 & 66076671; + c2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); + y[a2 + 20 >> 2] = 0; + y[a2 + 24 >> 2] = 0; + y[a2 + 28 >> 2] = 0; + y[a2 + 32 >> 2] = 0; + y[a2 + 36 >> 2] = 0; + y[a2 + 16 >> 2] = c2 >>> 8 & 1048575; + y[a2 + 40 >> 2] = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + y[a2 + 44 >> 2] = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); + y[a2 + 48 >> 2] = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); + b2 = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); + w[a2 + 80 | 0] = 0; + y[a2 + 56 >> 2] = 0; + y[a2 + 60 >> 2] = 0; + y[a2 + 52 >> 2] = b2; + return 0; + } + function cd(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0; + f = T - 480 | 0; + T = f; + Ja(f, e, 32); + ra(f, b2, c2, d); + Ia(f, f + 416 | 0); + b2 = y[f + 444 >> 2]; + c2 = y[f + 440 >> 2]; + w[a2 + 24 | 0] = c2; + w[a2 + 25 | 0] = c2 >>> 8; + w[a2 + 26 | 0] = c2 >>> 16; + w[a2 + 27 | 0] = c2 >>> 24; + w[a2 + 28 | 0] = b2; + w[a2 + 29 | 0] = b2 >>> 8; + w[a2 + 30 | 0] = b2 >>> 16; + w[a2 + 31 | 0] = b2 >>> 24; + b2 = y[f + 436 >> 2]; + c2 = y[f + 432 >> 2]; + w[a2 + 16 | 0] = c2; + w[a2 + 17 | 0] = c2 >>> 8; + w[a2 + 18 | 0] = c2 >>> 16; + w[a2 + 19 | 0] = c2 >>> 24; + w[a2 + 20 | 0] = b2; + w[a2 + 21 | 0] = b2 >>> 8; + w[a2 + 22 | 0] = b2 >>> 16; + w[a2 + 23 | 0] = b2 >>> 24; + b2 = y[f + 428 >> 2]; + c2 = y[f + 424 >> 2]; + w[a2 + 8 | 0] = c2; + w[a2 + 9 | 0] = c2 >>> 8; + w[a2 + 10 | 0] = c2 >>> 16; + w[a2 + 11 | 0] = c2 >>> 24; + w[a2 + 12 | 0] = b2; + w[a2 + 13 | 0] = b2 >>> 8; + w[a2 + 14 | 0] = b2 >>> 16; + w[a2 + 15 | 0] = b2 >>> 24; + b2 = y[f + 420 >> 2]; + c2 = y[f + 416 >> 2]; + w[a2 | 0] = c2; + w[a2 + 1 | 0] = c2 >>> 8; + w[a2 + 2 | 0] = c2 >>> 16; + w[a2 + 3 | 0] = c2 >>> 24; + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + T = f + 480 | 0; + return 0; + } + function Sd(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + var c2 = 0, d = 0; + d = T + -64 | 0; + T = d; + Da(d, b2, 32, 0); + w[d | 0] = z[d | 0] & 248; + w[d + 31 | 0] = z[d + 31 | 0] & 63 | 64; + b2 = y[d + 20 >> 2]; + c2 = y[d + 16 >> 2]; + w[a2 + 16 | 0] = c2; + w[a2 + 17 | 0] = c2 >>> 8; + w[a2 + 18 | 0] = c2 >>> 16; + w[a2 + 19 | 0] = c2 >>> 24; + w[a2 + 20 | 0] = b2; + w[a2 + 21 | 0] = b2 >>> 8; + w[a2 + 22 | 0] = b2 >>> 16; + w[a2 + 23 | 0] = b2 >>> 24; + b2 = y[d + 12 >> 2]; + c2 = y[d + 8 >> 2]; + w[a2 + 8 | 0] = c2; + w[a2 + 9 | 0] = c2 >>> 8; + w[a2 + 10 | 0] = c2 >>> 16; + w[a2 + 11 | 0] = c2 >>> 24; + w[a2 + 12 | 0] = b2; + w[a2 + 13 | 0] = b2 >>> 8; + w[a2 + 14 | 0] = b2 >>> 16; + w[a2 + 15 | 0] = b2 >>> 24; + b2 = y[d + 4 >> 2]; + c2 = y[d >> 2]; + w[a2 | 0] = c2; + w[a2 + 1 | 0] = c2 >>> 8; + w[a2 + 2 | 0] = c2 >>> 16; + w[a2 + 3 | 0] = c2 >>> 24; + w[a2 + 4 | 0] = b2; + w[a2 + 5 | 0] = b2 >>> 8; + w[a2 + 6 | 0] = b2 >>> 16; + w[a2 + 7 | 0] = b2 >>> 24; + b2 = y[d + 28 >> 2]; + c2 = y[d + 24 >> 2]; + w[a2 + 24 | 0] = c2; + w[a2 + 25 | 0] = c2 >>> 8; + w[a2 + 26 | 0] = c2 >>> 16; + w[a2 + 27 | 0] = c2 >>> 24; + w[a2 + 28 | 0] = b2; + w[a2 + 29 | 0] = b2 >>> 8; + w[a2 + 30 | 0] = b2 >>> 16; + w[a2 + 31 | 0] = b2 >>> 24; + ga(d, 64); + T = d - -64 | 0; + return 0; + } + function Kd(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + var d = 0, e = 0; + e = T + -64 | 0; + T = e; + Da(e, c2, 32, 0); + c2 = y[e + 28 >> 2]; + d = y[e + 24 >> 2]; + w[b2 + 24 | 0] = d; + w[b2 + 25 | 0] = d >>> 8; + w[b2 + 26 | 0] = d >>> 16; + w[b2 + 27 | 0] = d >>> 24; + w[b2 + 28 | 0] = c2; + w[b2 + 29 | 0] = c2 >>> 8; + w[b2 + 30 | 0] = c2 >>> 16; + w[b2 + 31 | 0] = c2 >>> 24; + c2 = y[e + 20 >> 2]; + d = y[e + 16 >> 2]; + w[b2 + 16 | 0] = d; + w[b2 + 17 | 0] = d >>> 8; + w[b2 + 18 | 0] = d >>> 16; + w[b2 + 19 | 0] = d >>> 24; + w[b2 + 20 | 0] = c2; + w[b2 + 21 | 0] = c2 >>> 8; + w[b2 + 22 | 0] = c2 >>> 16; + w[b2 + 23 | 0] = c2 >>> 24; + c2 = y[e + 12 >> 2]; + d = y[e + 8 >> 2]; + w[b2 + 8 | 0] = d; + w[b2 + 9 | 0] = d >>> 8; + w[b2 + 10 | 0] = d >>> 16; + w[b2 + 11 | 0] = d >>> 24; + w[b2 + 12 | 0] = c2; + w[b2 + 13 | 0] = c2 >>> 8; + w[b2 + 14 | 0] = c2 >>> 16; + w[b2 + 15 | 0] = c2 >>> 24; + c2 = y[e + 4 >> 2]; + d = y[e >> 2]; + w[b2 | 0] = d; + w[b2 + 1 | 0] = d >>> 8; + w[b2 + 2 | 0] = d >>> 16; + w[b2 + 3 | 0] = d >>> 24; + w[b2 + 4 | 0] = c2; + w[b2 + 5 | 0] = c2 >>> 8; + w[b2 + 6 | 0] = c2 >>> 16; + w[b2 + 7 | 0] = c2 >>> 24; + ga(e, 64); + a2 = Va(a2, b2); + T = e - -64 | 0; + return a2 | 0; + } + function yc(a2, b2, c2, d, e, f, g, h, i3) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + var j = 0, k = 0, l = 0; + j = T; + l = j; + j = j - 192 & -32; + T = j; + Nb(i3, h, j - -64 | 0); + h = 0; + if (g >>> 0 > 63) { + i3 = 64; + while (1) { + Mb(f + h | 0, j - -64 | 0); + h = i3; + i3 = i3 - -64 | 0; + if (i3 >>> 0 <= g >>> 0) { + continue; + } + break; + } + } + i3 = h | 32; + if (i3 >>> 0 <= g >>> 0) { + while (1) { + Ta(f + h | 0, j - -64 | 0); + h = i3; + i3 = i3 + 32 | 0; + if (i3 >>> 0 <= g >>> 0) { + continue; + } + break; + } + } + i3 = g & 31; + if (i3) { + k = 32 - i3 | 0; + if (k) { + o(i3 | j + 32, 0, k); + } + if (i3) { + t(j + 32 | 0, f + h | 0, i3); + } + Ta(j + 32 | 0, j - -64 | 0); + } + f = 32; + h = 0; + if (e >>> 0 >= 32) { + while (1) { + Lb(a2 + h | 0, d + h | 0, j - -64 | 0); + h = f; + f = f + 32 | 0; + if (f >>> 0 <= e >>> 0) { + continue; + } + break; + } + } + f = e & 31; + a: { + if (!f) { + break a; + } + i3 = 32 - f | 0; + if (i3) { + o(f | j + 32, 0, i3); + } + i3 = !f; + if (!i3) { + t(j + 32 | 0, d + h | 0, f); + } + Lb(j, j + 32 | 0, j - -64 | 0); + if (i3) { + break a; + } + t(a2 + h | 0, j, f); + } + Kb(b2, c2, g, e, j - -64 | 0); + T = l; + return 0; + } + function $a(a2, b2, c2, d, e, f, g) { + var h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0; + h = T - 96 | 0; + T = h; + tb(h, f, g); + g = h + 32 | 0; + i3 = f + 16 | 0; + V[y[9832]](g, 32, 0, i3, h) | 0; + f = -1; + a: { + b: { + if (V[y[9826]](c2, b2, d, e, g) | 0) { + break b; + } + f = 0; + if (!a2) { + break a; + } + c: { + d: { + if (!(!((!e & b2 - a2 >>> 0 < d >>> 0 | (e | 0) != 0) & a2 >>> 0 < b2 >>> 0) & (!e & a2 - b2 >>> 0 >= d >>> 0 | a2 >>> 0 <= b2 >>> 0))) { + if (d) { + t(a2, b2, d); + } + b2 = a2; + break d; + } + if (!(d | e)) { + break c; + } + } + j = h - -64 | 0; + f = !e & d >>> 0 >= 32 | (e | 0) != 0; + c2 = f ? 32 : d; + g = f ? 0 : e; + k = !c2; + if (!k) { + t(j, b2, c2); + } + f = h + 32 | 0; + l = f; + f = g; + m2 = c2 + 32 | 0; + f = m2 >>> 0 < 32 ? f + 1 | 0 : f; + hb(l, l, m2, f, i3, h); + if (!k) { + t(a2, j, c2); + } + ga(h + 32 | 0, 64); + f = 0; + if (!e & d >>> 0 < 33) { + break b; + } + Ob(a2 + c2 | 0, b2 + c2 | 0, d - c2 | 0, e - (g + (c2 >>> 0 > d >>> 0) | 0) | 0, i3, h); + break b; + } + a2 = h + 32 | 0; + hb(a2, a2, 32, 0, i3, h); + ga(a2, 64); + } + ga(h, 32); + } + T = h + 96 | 0; + return f; + } + function fa(a2, b2, c2) { + var d = 0, e = 0, f = 0; + d = y[b2 + 12 >> 2]; + e = y[b2 + 8 >> 2]; + f = y[b2 + 4 >> 2]; + b2 = y[b2 >> 2]; + y[a2 >> 2] = y[c2 >> 2] ^ (y[(d >>> 22 & 1020) + 36960 >> 2] ^ (y[(e >>> 14 & 1020) + 35936 >> 2] ^ (y[(f >>> 6 & 1020) + 34912 >> 2] ^ y[((b2 & 255) << 2) + 33888 >> 2]))); + y[a2 + 4 >> 2] = y[c2 + 4 >> 2] ^ (y[(b2 >>> 22 & 1020) + 36960 >> 2] ^ (y[(d >>> 14 & 1020) + 35936 >> 2] ^ (y[(e >>> 6 & 1020) + 34912 >> 2] ^ y[((f & 255) << 2) + 33888 >> 2]))); + y[a2 + 8 >> 2] = y[c2 + 8 >> 2] ^ (y[(f >>> 22 & 1020) + 36960 >> 2] ^ (y[(b2 >>> 14 & 1020) + 35936 >> 2] ^ (y[(d >>> 6 & 1020) + 34912 >> 2] ^ y[((e & 255) << 2) + 33888 >> 2]))); + y[a2 + 12 >> 2] = y[c2 + 12 >> 2] ^ (y[(e >>> 22 & 1020) + 36960 >> 2] ^ (y[(f >>> 14 & 1020) + 35936 >> 2] ^ (y[(b2 >>> 6 & 1020) + 34912 >> 2] ^ y[((d & 255) << 2) + 33888 >> 2]))); + } + function ec(a2, b2, c2, d, e, f, g, h, i3, j) { + var k = 0, l = 0; + k = T - 400 | 0; + T = k; + y[k + 4 >> 2] = 0; + l = k + 16 | 0; + eb(l, i3, j); + j = z[i3 + 20 | 0] | z[i3 + 21 | 0] << 8 | (z[i3 + 22 | 0] << 16 | z[i3 + 23 | 0] << 24); + y[k + 8 >> 2] = z[i3 + 16 | 0] | z[i3 + 17 | 0] << 8 | (z[i3 + 18 | 0] << 16 | z[i3 + 19 | 0] << 24); + y[k + 12 >> 2] = j; + j = k + 80 | 0; + Ba(j, 64, k + 4 | 0, l); + i3 = k + 144 | 0; + va(i3, j); + ga(j, 64); + ha(i3, f, g, h); + ha(i3, 39200, 0 - g & 15, 0); + ha(i3, b2, c2, d); + ha(i3, 39200, 0 - c2 & 15, 0); + y[k + 72 >> 2] = g; + y[k + 76 >> 2] = h; + f = k + 72 | 0; + ha(i3, f, 8, 0); + y[k + 72 >> 2] = c2; + y[k + 76 >> 2] = d; + ha(i3, f, 8, 0); + f = k + 48 | 0; + ua(i3, f); + ga(i3, 256); + i3 = Ha(f, e); + ga(f, 16); + a: { + if (!a2) { + break a; + } + if (i3) { + if (c2) { + o(a2, 0, c2); + } + i3 = -1; + break a; + } + yb(a2, b2, c2, d, k + 4 | 0, k + 16 | 0); + i3 = 0; + } + ga(k + 16 | 0, 32); + T = k + 400 | 0; + return i3; + } + function le(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0, i3 = 0; + f = T - 496 | 0; + T = f; + w[f + 15 | 0] = 1; + a: { + if (b2 >>> 0 <= 16320) { + if (b2 >>> 0 >= 64) { + g = 64; + while (1) { + i3 = g; + g = f + 80 | 0; + Ja(g, e, 64); + if (h) { + ra(g, (a2 + h | 0) + -64 | 0, 64, 0); + } + g = f + 80 | 0; + ra(g, c2, d, 0); + ra(g, f + 15 | 0, 1, 0); + Ia(g, a2 + h | 0); + w[f + 15 | 0] = z[f + 15 | 0] + 1; + h = i3; + g = h - -64 | 0; + if (g >>> 0 <= b2 >>> 0) { + continue; + } + break; + } + } + b2 = b2 & 63; + if (b2) { + h = f + 80 | 0; + Ja(h, e, 64); + if (i3) { + ra(h, (a2 + i3 | 0) + -64 | 0, 64, 0); + } + e = f + 80 | 0; + ra(e, c2, d, 0); + ra(e, f + 15 | 0, 1, 0); + c2 = f + 16 | 0; + Ia(e, c2); + if (b2) { + t(a2 + i3 | 0, c2, b2); + } + ga(f + 16 | 0, 64); + } + ga(f + 80 | 0, 416); + a2 = 0; + break a; + } + y[10048] = 28; + a2 = -1; + } + T = f + 496 | 0; + return a2 | 0; + } + function fc(a2, b2, c2, d, e, f, g, h, i3, j, k) { + var l = 0, m2 = 0, n2 = 0; + l = T - 384 | 0; + T = l; + y[l + 4 >> 2] = 0; + m2 = l + 16 | 0; + eb(m2, j, k); + k = z[j + 20 | 0] | z[j + 21 | 0] << 8 | (z[j + 22 | 0] << 16 | z[j + 23 | 0] << 24); + y[l + 8 >> 2] = z[j + 16 | 0] | z[j + 17 | 0] << 8 | (z[j + 18 | 0] << 16 | z[j + 19 | 0] << 24); + y[l + 12 >> 2] = k; + k = l - -64 | 0; + n2 = l + 4 | 0; + Ba(k, 64, n2, m2); + j = l + 128 | 0; + va(j, k); + ga(k, 64); + ha(j, g, h, i3); + ha(j, 39200, 0 - h & 15, 0); + yb(a2, d, e, f, n2, m2); + ha(j, a2, e, f); + ha(j, 39200, 0 - e & 15, 0); + y[l + 56 >> 2] = h; + y[l + 60 >> 2] = i3; + a2 = l + 56 | 0; + ha(j, a2, 8, 0); + y[l + 56 >> 2] = e; + y[l + 60 >> 2] = f; + ha(j, a2, 8, 0); + ua(j, b2); + ga(j, 256); + if (c2) { + y[c2 >> 2] = 16; + y[c2 + 4 >> 2] = 0; + } + ga(l + 16 | 0, 32); + T = l + 384 | 0; + return 0; + } + function Xd(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0, i3 = 0; + f = T - 256 | 0; + T = f; + w[f + 15 | 0] = 1; + a: { + if (b2 >>> 0 <= 8160) { + if (b2 >>> 0 >= 32) { + g = 32; + while (1) { + i3 = g; + g = f + 48 | 0; + bb(g, e, 32); + if (h) { + za(g, (a2 + h | 0) - 32 | 0, 32); + } + g = f + 48 | 0; + za(g, c2, d); + za(g, f + 15 | 0, 1); + ab(g, a2 + h | 0); + w[f + 15 | 0] = z[f + 15 | 0] + 1; + h = i3; + g = h + 32 | 0; + if (g >>> 0 <= b2 >>> 0) { + continue; + } + break; + } + } + b2 = b2 & 31; + if (b2) { + h = f + 48 | 0; + bb(h, e, 32); + if (i3) { + za(h, (a2 + i3 | 0) - 32 | 0, 32); + } + e = f + 48 | 0; + za(e, c2, d); + za(e, f + 15 | 0, 1); + c2 = f + 16 | 0; + ab(e, c2); + if (b2) { + t(a2 + i3 | 0, c2, b2); + } + ga(f + 16 | 0, 32); + } + ga(f + 48 | 0, 208); + a2 = 0; + break a; + } + y[10048] = 28; + a2 = -1; + } + T = f + 256 | 0; + return a2 | 0; + } + function Da(a2, b2, c2, d) { + var e = 0, f = 0; + e = T - 208 | 0; + T = e; + y[e + 72 >> 2] = 0; + y[e + 76 >> 2] = 0; + y[e + 64 >> 2] = 0; + y[e + 68 >> 2] = 0; + f = y[9501]; + y[e >> 2] = y[9500]; + y[e + 4 >> 2] = f; + f = y[9503]; + y[e + 8 >> 2] = y[9502]; + y[e + 12 >> 2] = f; + f = y[9505]; + y[e + 16 >> 2] = y[9504]; + y[e + 20 >> 2] = f; + f = y[9507]; + y[e + 24 >> 2] = y[9506]; + y[e + 28 >> 2] = f; + f = y[9509]; + y[e + 32 >> 2] = y[9508]; + y[e + 36 >> 2] = f; + f = y[9511]; + y[e + 40 >> 2] = y[9510]; + y[e + 44 >> 2] = f; + f = y[9513]; + y[e + 48 >> 2] = y[9512]; + y[e + 52 >> 2] = f; + f = y[9515]; + y[e + 56 >> 2] = y[9514]; + y[e + 60 >> 2] = f; + ka(e, b2, c2, d); + sa(e, a2); + T = e + 208 | 0; + return 0; + } + function sc(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0, h = 0, i3 = 0; + g = T - 16 | 0; + T = g; + a: { + b: { + if (!d) { + b2 = -1; + break b; + } + f = d - 1 | 0; + c: { + if (!(f & d)) { + h = c2 ^ -1; + f = f & h; + break c; + } + h = c2 ^ -1; + f = f - ((c2 >>> 0) % (d >>> 0) | 0) | 0; + } + if (f >>> 0 >= h >>> 0) { + break a; + } + c2 = c2 + f | 0; + if (c2 >>> 0 >= e >>> 0) { + b2 = -1; + break b; + } + if (a2) { + y[a2 >> 2] = c2 + 1; + } + a2 = b2 + c2 | 0; + b2 = 0; + w[g + 15 | 0] = 0; + c2 = 0; + while (1) { + e = a2 - c2 | 0; + h = e; + i3 = z[e | 0] & z[g + 15 | 0]; + e = (c2 ^ f) - 1 >>> 24 | 0; + w[h | 0] = i3 | e & 128; + w[g + 15 | 0] = e | z[g + 15 | 0]; + c2 = c2 + 1 | 0; + if ((d | 0) != (c2 | 0)) { + continue; + } + break; + } + } + T = g + 16 | 0; + return b2 | 0; + } + ja(); + s(); + } + function ge(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + xa(b2, 24); + eb(a2, b2, c2); + w[a2 + 32 | 0] = 1; + w[a2 + 33 | 0] = 0; + w[a2 + 34 | 0] = 0; + w[a2 + 35 | 0] = 0; + c2 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + b2 = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); + w[a2 + 44 | 0] = 0; + w[a2 + 45 | 0] = 0; + w[a2 + 46 | 0] = 0; + w[a2 + 47 | 0] = 0; + w[a2 + 48 | 0] = 0; + w[a2 + 49 | 0] = 0; + w[a2 + 50 | 0] = 0; + w[a2 + 51 | 0] = 0; + w[a2 + 36 | 0] = c2; + w[a2 + 37 | 0] = c2 >>> 8; + w[a2 + 38 | 0] = c2 >>> 16; + w[a2 + 39 | 0] = c2 >>> 24; + w[a2 + 40 | 0] = b2; + w[a2 + 41 | 0] = b2 >>> 8; + w[a2 + 42 | 0] = b2 >>> 16; + w[a2 + 43 | 0] = b2 >>> 24; + return 0; + } + function fe(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + eb(a2, b2, c2); + w[a2 + 32 | 0] = 1; + w[a2 + 33 | 0] = 0; + w[a2 + 34 | 0] = 0; + w[a2 + 35 | 0] = 0; + c2 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); + b2 = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); + w[a2 + 44 | 0] = 0; + w[a2 + 45 | 0] = 0; + w[a2 + 46 | 0] = 0; + w[a2 + 47 | 0] = 0; + w[a2 + 48 | 0] = 0; + w[a2 + 49 | 0] = 0; + w[a2 + 50 | 0] = 0; + w[a2 + 51 | 0] = 0; + w[a2 + 36 | 0] = c2; + w[a2 + 37 | 0] = c2 >>> 8; + w[a2 + 38 | 0] = c2 >>> 16; + w[a2 + 39 | 0] = c2 >>> 24; + w[a2 + 40 | 0] = b2; + w[a2 + 41 | 0] = b2 >>> 8; + w[a2 + 42 | 0] = b2 >>> 16; + w[a2 + 43 | 0] = b2 >>> 24; + return 0; + } + function Fa(a2, b2) { + var c2 = 0, d = 0, e = 0, f = 0, g = 0; + c2 = T - 16 | 0; + w[c2 + 15 | 0] = 0; + a: { + if (!b2) { + break a; + } + e = b2 & 3; + if (b2 >>> 0 >= 4) { + g = b2 & -4; + while (1) { + b2 = a2 + d | 0; + w[c2 + 15 | 0] = z[b2 | 0] | z[c2 + 15 | 0]; + w[c2 + 15 | 0] = z[b2 + 1 | 0] | z[c2 + 15 | 0]; + w[c2 + 15 | 0] = z[b2 + 2 | 0] | z[c2 + 15 | 0]; + w[c2 + 15 | 0] = z[b2 + 3 | 0] | z[c2 + 15 | 0]; + d = d + 4 | 0; + f = f + 4 | 0; + if ((g | 0) != (f | 0)) { + continue; + } + break; + } + if (!e) { + break a; + } + } + b2 = 0; + while (1) { + w[c2 + 15 | 0] = z[a2 + d | 0] | z[c2 + 15 | 0]; + d = d + 1 | 0; + b2 = b2 + 1 | 0; + if ((e | 0) != (b2 | 0)) { + continue; + } + break; + } + } + return z[c2 + 15 | 0] - 1 >>> 31 | 0; + } + function Aa(a2) { + var b2 = 0; + y[a2 + 72 >> 2] = 0; + y[a2 + 76 >> 2] = 0; + b2 = a2 - -64 | 0; + y[b2 >> 2] = 0; + y[b2 + 4 >> 2] = 0; + b2 = y[9501]; + y[a2 >> 2] = y[9500]; + y[a2 + 4 >> 2] = b2; + b2 = y[9503]; + y[a2 + 8 >> 2] = y[9502]; + y[a2 + 12 >> 2] = b2; + b2 = y[9505]; + y[a2 + 16 >> 2] = y[9504]; + y[a2 + 20 >> 2] = b2; + b2 = y[9507]; + y[a2 + 24 >> 2] = y[9506]; + y[a2 + 28 >> 2] = b2; + b2 = y[9509]; + y[a2 + 32 >> 2] = y[9508]; + y[a2 + 36 >> 2] = b2; + b2 = y[9511]; + y[a2 + 40 >> 2] = y[9510]; + y[a2 + 44 >> 2] = b2; + b2 = y[9513]; + y[a2 + 48 >> 2] = y[9512]; + y[a2 + 52 >> 2] = b2; + b2 = y[9515]; + y[a2 + 56 >> 2] = y[9514]; + y[a2 + 60 >> 2] = b2; + } + function ib(a2, b2, c2) { + var d = 0, e = 0, f = 0; + d = T - 16 | 0; + y[d + 12 >> 2] = a2; + y[d + 8 >> 2] = b2; + a2 = 0; + w[d + 7 | 0] = 0; + a: { + if (!c2) { + break a; + } + if ((c2 | 0) != 1) { + b2 = c2 & 1; + f = c2 & -2; + c2 = 0; + while (1) { + w[d + 7 | 0] = z[d + 7 | 0] | z[y[d + 12 >> 2] + a2 | 0] ^ z[y[d + 8 >> 2] + a2 | 0]; + e = a2 | 1; + w[d + 7 | 0] = z[d + 7 | 0] | z[e + y[d + 12 >> 2] | 0] ^ z[y[d + 8 >> 2] + e | 0]; + a2 = a2 + 2 | 0; + c2 = c2 + 2 | 0; + if ((f | 0) != (c2 | 0)) { + continue; + } + break; + } + if (!b2) { + break a; + } + } + w[d + 7 | 0] = z[d + 7 | 0] | z[y[d + 12 >> 2] + a2 | 0] ^ z[y[d + 8 >> 2] + a2 | 0]; + } + return (z[d + 7 | 0] - 1 >>> 31 | 0) - 1 | 0; + } + function kb(a2) { + var b2 = 0, c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0; + while (1) { + c2 = z[a2 + d | 0]; + b2 = d + 2432 | 0; + e = c2 ^ z[b2 | 0] | e; + f = c2 ^ z[b2 + 192 | 0] | f; + g = c2 ^ z[b2 + 160 | 0] | g; + h = c2 ^ z[b2 + 128 | 0] | h; + i3 = c2 ^ z[b2 + 96 | 0] | i3; + j = c2 ^ z[b2 - -64 | 0] | j; + k = c2 ^ z[b2 + 32 | 0] | k; + d = d + 1 | 0; + if ((d | 0) != 31) { + continue; + } + break; + } + a2 = z[a2 + 31 | 0] & 127; + b2 = a2 ^ 127; + return (((b2 | f) & 255) - 1 | (((b2 | g) & 255) - 1 | (((b2 | h) & 255) - 1 | (((a2 ^ 122 | i3) & 255) - 1 | (((a2 ^ 5 | j) & 255) - 1 | (((a2 | k) & 255) - 1 | ((a2 | e) & 255) - 1)))))) >>> 8 & 1; + } + function ac(a2, b2, c2, d, e, f, g, h, i3, j) { + var k = 0, l = 0, m2 = 0; + k = T - 352 | 0; + T = k; + m2 = k + 32 | 0; + Ba(m2, 64, i3, j); + l = k + 96 | 0; + va(l, m2); + ga(m2, 64); + ha(l, f, g, h); + ha(l, 39264, 0 - g & 15, 0); + ha(l, b2, c2, d); + ha(l, 39264, 0 - c2 & 15, 0); + y[k + 24 >> 2] = g; + y[k + 28 >> 2] = h; + f = k + 24 | 0; + ha(l, f, 8, 0); + y[k + 24 >> 2] = c2; + y[k + 28 >> 2] = d; + ha(l, f, 8, 0); + ua(l, k); + ga(l, 256); + f = Ha(k, e); + ga(k, 16); + a: { + if (!a2) { + break a; + } + if (f) { + if (c2) { + o(a2, 0, c2); + } + f = -1; + break a; + } + Ea(a2, b2, c2, d, i3, 1, j); + f = 0; + } + T = k + 352 | 0; + return f; + } + function ve(a2, b2, c2) { + var d = 0, e = 0, f = 0, g = 0; + g = c2 & 63; + f = g; + e = f & 31; + if (f >>> 0 >= 32) { + f = -1 >>> e | 0; + } else { + d = -1 >>> e | 0; + f = d | (1 << e) - 1 << 32 - e; + } + f = f & a2; + d = b2 & d; + e = g & 31; + if (g >>> 0 >= 32) { + d = f << e; + g = 0; + } else { + d = (1 << e) - 1 & f >>> 32 - e | d << e; + g = f << e; + } + f = d; + e = 0 - c2 & 63; + d = e & 31; + if (e >>> 0 >= 32) { + d = -1 << d; + c2 = 0; + } else { + c2 = -1 << d; + d = c2 | (1 << d) - 1 & -1 >>> 32 - d; + } + a2 = c2 & a2; + b2 = b2 & d; + d = e & 31; + if (e >>> 0 >= 32) { + c2 = 0; + a2 = b2 >>> d | 0; + } else { + c2 = b2 >>> d | 0; + a2 = ((1 << d) - 1 & b2) << 32 - d | a2 >>> d; + } + a2 = a2 | g; + U = c2 | f; + return a2; + } + function bd(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0, g = 0; + f = T - 512 | 0; + T = f; + g = f + 32 | 0; + Ja(g, e, 32); + ra(g, b2, c2, d); + Ia(g, f + 448 | 0); + b2 = y[f + 476 >> 2]; + y[f + 24 >> 2] = y[f + 472 >> 2]; + y[f + 28 >> 2] = b2; + b2 = y[f + 468 >> 2]; + y[f + 16 >> 2] = y[f + 464 >> 2]; + y[f + 20 >> 2] = b2; + b2 = y[f + 460 >> 2]; + y[f + 8 >> 2] = y[f + 456 >> 2]; + y[f + 12 >> 2] = b2; + b2 = y[f + 452 >> 2]; + y[f >> 2] = y[f + 448 >> 2]; + y[f + 4 >> 2] = b2; + b2 = _a(a2, f); + c2 = ib(f, a2, 32); + T = f + 512 | 0; + return ((a2 | 0) == (f | 0) ? -1 : b2) | c2; + } + function Kc(a2, b2, c2, d, e, f) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + var g = 0; + a: { + b: { + g = d; + c: { + if (!e & d >>> 0 < 64) { + break c; + } + d = e - 1 | 0; + e = g + -64 | 0; + d = e >>> 0 < 4294967232 ? d + 1 | 0 : d; + if (!d & e >>> 0 > 4294967231 | d) { + break c; + } + g = c2 - -64 | 0; + if (!rb(c2, g, e, d, f, 0)) { + break b; + } + if (!a2 | !e) { + break c; + } + o(a2, 0, e); + } + c2 = -1; + if (!b2) { + break a; + } + y[b2 >> 2] = 0; + y[b2 + 4 >> 2] = 0; + break a; + } + if (b2) { + y[b2 >> 2] = e; + y[b2 + 4 >> 2] = d; + } + c2 = 0; + if (!a2 | !e) { + break a; + } + t(a2, g, e); + } + return c2 | 0; + } + function cc(a2, b2, c2, d, e, f, g, h, i3, j, k) { + var l = 0, m2 = 0, n2 = 0; + l = T - 336 | 0; + T = l; + n2 = l + 16 | 0; + Ba(n2, 64, j, k); + m2 = l + 80 | 0; + va(m2, n2); + ga(n2, 64); + ha(m2, g, h, i3); + ha(m2, 39264, 0 - h & 15, 0); + Ea(a2, d, e, f, j, 1, k); + ha(m2, a2, e, f); + ha(m2, 39264, 0 - e & 15, 0); + y[l + 8 >> 2] = h; + y[l + 12 >> 2] = i3; + a2 = l + 8 | 0; + ha(m2, a2, 8, 0); + y[l + 8 >> 2] = e; + y[l + 12 >> 2] = f; + ha(m2, a2, 8, 0); + ua(m2, b2); + ga(m2, 256); + if (c2) { + y[c2 >> 2] = 16; + y[c2 + 4 >> 2] = 0; + } + T = l + 336 | 0; + return 0; + } + function bc(a2, b2, c2, d, e, f, g, h, i3, j) { + var k = 0, l = 0, m2 = 0; + k = T - 352 | 0; + T = k; + m2 = k + 32 | 0; + Ab(m2, i3, j); + l = k + 96 | 0; + va(l, m2); + ga(m2, 64); + ha(l, f, g, h); + y[k + 24 >> 2] = g; + y[k + 28 >> 2] = h; + f = k + 24 | 0; + ha(l, f, 8, 0); + ha(l, b2, c2, d); + y[k + 24 >> 2] = c2; + y[k + 28 >> 2] = d; + ha(l, f, 8, 0); + ua(l, k); + ga(l, 256); + f = Ha(k, e); + ga(k, 16); + a: { + if (!a2) { + break a; + } + if (f) { + if (c2) { + o(a2, 0, c2); + } + f = -1; + break a; + } + zb(a2, b2, c2, d, i3, j); + f = 0; + } + T = k + 352 | 0; + return f; + } + function _a(a2, b2) { + var c2 = 0; + c2 = T - 16 | 0; + y[c2 + 12 >> 2] = a2; + y[c2 + 8 >> 2] = b2; + a2 = 0; + x[c2 + 6 >> 1] = 0; + while (1) { + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + a2 | 0] ^ z[y[c2 + 8 >> 2] + a2 | 0]; + b2 = a2 | 1; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[b2 + y[c2 + 12 >> 2] | 0] ^ z[b2 + y[c2 + 8 >> 2] | 0]; + a2 = a2 + 2 | 0; + if ((a2 | 0) != 32) { + continue; + } + break; + } + x[c2 + 6 >> 1] = A[c2 + 6 >> 1]; + x[c2 + 6 >> 1] = A[c2 + 6 >> 1] - 1; + x[c2 + 6 >> 1] = A[20360] >>> 2 ^ A[c2 + 6 >> 1] >>> 15; + return A[c2 + 6 >> 1] - 1 | 0; + } + function nc(a2, b2, c2, d) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0; + e = T - 16 | 0; + y[e + 12 >> 2] = 0; + if (d - 1 >>> 0 < c2 >>> 0) { + f = c2 - 1 | 0; + j = f + b2 | 0; + c2 = 0; + b2 = 0; + while (1) { + g = z[j - c2 | 0]; + i3 = ((g ^ 128) - 1 & (y[e + 12 >> 2] - 1 & h - 1)) >>> 8 & 1; + y[e + 12 >> 2] = y[e + 12 >> 2] | 0 - i3 & c2; + b2 = b2 | i3; + h = h | g; + c2 = c2 + 1 | 0; + if ((d | 0) != (c2 | 0)) { + continue; + } + break; + } + y[a2 >> 2] = f - y[e + 12 >> 2]; + a2 = (b2 & 255) - 1 | 0; + } else { + a2 = -1; + } + return a2 | 0; + } + function Hd(a2, b2, c2, d) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + var e = 0, f = 0, g = 0; + if (!(d >>> 0 > 2147483646 | d << 1 >>> 0 >= b2 >>> 0)) { + b2 = 0; + if (d) { + while (1) { + e = (b2 << 1) + a2 | 0; + g = z[b2 + c2 | 0]; + f = g & 15; + w[e + 1 | 0] = ((f << 8) + (f + 65526 & 55552) | 0) + 22272 >>> 8; + f = e; + e = g >>> 4 | 0; + w[f | 0] = ((e + 65526 >>> 8 & 217) + e | 0) + 87; + b2 = b2 + 1 | 0; + if ((d | 0) != (b2 | 0)) { + continue; + } + break; + } + b2 = d << 1; + } else { + b2 = 0; + } + w[b2 + a2 | 0] = 0; + return a2 | 0; + } + ja(); + s(); + } + function Lc(a2, b2, c2, d, e, f) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + var g = 0, h = 0; + g = T - 16 | 0; + T = g; + h = a2 - -64 | 0; + if (d) { + t(h, c2, d); + } + c2 = 0; + sb(a2, g + 8 | 0, h, d, e, f, 0); + a: { + if (y[g + 8 >> 2] != 64 | y[g + 12 >> 2]) { + if (b2) { + y[b2 >> 2] = 0; + y[b2 + 4 >> 2] = 0; + } + b2 = d - -64 | 0; + if (b2) { + o(a2, 0, b2); + } + c2 = -1; + break a; + } + if (!b2) { + break a; + } + y[b2 >> 2] = d - -64; + y[b2 + 4 >> 2] = e - ((d >>> 0 < 4294967232) - 1 | 0); + } + T = g + 16 | 0; + return c2 | 0; + } + function dc(a2, b2, c2, d, e, f, g, h, i3, j, k) { + var l = 0, m2 = 0, n2 = 0; + l = T - 336 | 0; + T = l; + n2 = l + 16 | 0; + Ab(n2, j, k); + m2 = l + 80 | 0; + va(m2, n2); + ga(n2, 64); + ha(m2, g, h, i3); + y[l + 8 >> 2] = h; + y[l + 12 >> 2] = i3; + g = l + 8 | 0; + ha(m2, g, 8, 0); + zb(a2, d, e, f, j, k); + ha(m2, a2, e, f); + y[l + 8 >> 2] = e; + y[l + 12 >> 2] = f; + ha(m2, g, 8, 0); + ua(m2, b2); + ga(m2, 256); + if (c2) { + y[c2 >> 2] = 16; + y[c2 + 4 >> 2] = 0; + } + T = l + 336 | 0; + return 0; + } + function Ub(a2, b2, c2, d, e, f, g, h, i3, j, k) { + var l = 0, m2 = 0, n2 = 0; + m2 = -1; + l = d >>> 0 < 32; + a: { + if (l & !e) { + break a; + } + l = e - l | 0; + n2 = d - 32 | 0; + if (!l & n2 >>> 0 > 4294967263 | l | (!h & g >>> 0 > 4294967263 | h)) { + break a; + } + m2 = V[y[k >> 2]](a2, c2, n2, (c2 + d | 0) - 32 | 0, 32, f, g, i3, j) | 0; + } + if (b2) { + y[b2 >> 2] = m2 ? 0 : d - 32 | 0; + y[b2 + 4 >> 2] = m2 ? 0 : e - (d >>> 0 < 32) | 0; + } + return m2; + } + function kd(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + var l = 0; + h = 0 | h; + c2 = -1; + e = e | l; + if (!f & e >>> 0 >= 16 | f) { + c2 = bc(a2, d, e - 16 | 0, f - (e >>> 0 < 16) | 0, (d + e | 0) - 16 | 0, g, h, i3, j, k); + } + if (b2) { + y[b2 >> 2] = c2 ? 0 : e - 16 | 0; + y[b2 + 4 >> 2] = c2 ? 0 : f - (e >>> 0 < 16) | 0; + } + return c2 | 0; + } + function id(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + var l = 0; + h = 0 | h; + c2 = -1; + e = e | l; + if (!f & e >>> 0 >= 16 | f) { + c2 = ac(a2, d, e - 16 | 0, f - (e >>> 0 < 16) | 0, (d + e | 0) - 16 | 0, g, h, i3, j, k); + } + if (b2) { + y[b2 >> 2] = c2 ? 0 : e - 16 | 0; + y[b2 + 4 >> 2] = c2 ? 0 : f - (e >>> 0 < 16) | 0; + } + return c2 | 0; + } + function dd(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + var l = 0; + h = 0 | h; + c2 = -1; + e = e | l; + if (!f & e >>> 0 >= 16 | f) { + c2 = ec(a2, d, e - 16 | 0, f - (e >>> 0 < 16) | 0, (d + e | 0) - 16 | 0, g, h, i3, j, k); + } + if (b2) { + y[b2 >> 2] = c2 ? 0 : e - 16 | 0; + y[b2 + 4 >> 2] = c2 ? 0 : f - (e >>> 0 < 16) | 0; + } + return c2 | 0; + } + function od(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + i3 = 0; + g = i3 | g; + a: { + d = d | i3; + if (!e & d >>> 0 < 4294967280) { + dc(a2, a2 + d | 0, 0, c2, d, e, f, g, h, j, k); + if (b2) { + a2 = d + 16 | 0; + e = a2 >>> 0 < 16 ? e + 1 | 0 : e; + y[b2 >> 2] = a2; + y[b2 + 4 >> 2] = e; + } + break a; + } + ja(); + s(); + } + return 0; + } + function md(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + i3 = 0; + g = i3 | g; + a: { + d = d | i3; + if (!e & d >>> 0 < 4294967280) { + cc(a2, a2 + d | 0, 0, c2, d, e, f, g, h, j, k); + if (b2) { + a2 = d + 16 | 0; + e = a2 >>> 0 < 16 ? e + 1 | 0 : e; + y[b2 >> 2] = a2; + y[b2 + 4 >> 2] = e; + } + break a; + } + ja(); + s(); + } + return 0; + } + function fd(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + i3 = 0; + g = i3 | g; + a: { + d = d | i3; + if (!e & d >>> 0 < 4294967280) { + fc(a2, a2 + d | 0, 0, c2, d, e, f, g, h, j, k); + if (b2) { + a2 = d + 16 | 0; + e = a2 >>> 0 < 16 ? e + 1 | 0 : e; + y[b2 >> 2] = a2; + y[b2 + 4 >> 2] = e; + } + break a; + } + ja(); + s(); + } + return 0; + } + function Vc(a2, b2, c2, d, e, f) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + var g = 0, h = 0, i3 = 0; + g = T; + i3 = g; + h = g - 448 & -64; + T = h; + g = -1; + if (!d & c2 >>> 0 >= 48 | d) { + g = h - -64 | 0; + Oa(g, 0, 0, 24); + oa(g, b2, 32, 0); + oa(g, e, 32, 0); + e = h + 32 | 0; + Qa(g, e, 24); + g = _b(a2, b2 + 32 | 0, c2 - 32 | 0, d - (c2 >>> 0 < 32) | 0, e, b2, f); + } + T = i3; + return g | 0; + } + function Fb(a2) { + var b2 = 0, c2 = 0, d = 0, e = 0, f = 0; + b2 = 1; + while (1) { + d = b2; + b2 = a2 + e | 0; + c2 = d + z[b2 | 0] | 0; + w[b2 | 0] = c2; + c2 = z[b2 + 1 | 0] + (c2 >>> 8 | 0) | 0; + w[b2 + 1 | 0] = c2; + c2 = z[b2 + 2 | 0] + (c2 >>> 8 | 0) | 0; + w[b2 + 2 | 0] = c2; + d = b2; + b2 = z[b2 + 3 | 0] + (c2 >>> 8 | 0) | 0; + w[d + 3 | 0] = b2; + b2 = b2 >>> 8 | 0; + e = e + 4 | 0; + f = f + 4 | 0; + if ((f | 0) != 4) { + continue; + } + break; + } + } + function Wb(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a: { + if (!(!e & d >>> 0 > 4294967263 | (e | 0) != 0 | (!h & g >>> 0 >= 4294967264 | (h | 0) != 0))) { + a2 = V[y[k >> 2]](a2, a2 + d | 0, 32, c2, d, f, g, i3, j) | 0; + if (b2) { + c2 = d + 32 | 0; + d = c2 >>> 0 < 32 ? e + 1 | 0 : e; + y[b2 >> 2] = a2 ? 0 : c2; + y[b2 + 4 >> 2] = a2 ? 0 : d; + } + break a; + } + ja(); + s(); + } + return a2; + } + function Gc(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + var d = 0, e = 0, f = 0, g = 0; + a: { + d = T - 16 | 0; + T = d; + if (!c2) { + if (b2 | c2) { + while (1) { + w[d + 15 | 0] = 0; + f = a2 + e | 0, g = P(39368, d + 15 | 0, 0) | 0, w[f | 0] = g; + e = e + 1 | 0; + if ((b2 | 0) != (e | 0)) { + continue; + } + break; + } + } + T = d + 16 | 0; + break a; + } + Q(1228, 1088, 198, 1024); + s(); + } + } + function te(a2, b2, c2, d) { + var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0; + e = c2 >>> 16 | 0; + f = a2 >>> 16 | 0; + j = E(e, f); + g = c2 & 65535; + h = a2 & 65535; + i3 = E(g, h); + f = (i3 >>> 16 | 0) + E(f, g) | 0; + e = (f & 65535) + E(e, h) | 0; + U = (E(b2, c2) + j | 0) + E(a2, d) + (f >>> 16) + (e >>> 16) | 0; + return i3 & 65535 | e << 16; + } + function Ea(a2, b2, c2, d, e, f, g) { + var h = 0, i3 = 0, j = 0; + h = d; + i3 = c2 + 63 | 0; + h = i3 >>> 0 < 63 ? h + 1 | 0 : h; + j = h >>> 6 | 0; + h = (h & 63) << 26 | i3 >>> 6; + i3 = 0 - h | 0; + if (!((j + ((h | 0) != 0) | 0) == 1 & f >>> 0 > i3 >>> 0 | ((d | 0) == 1 | d >>> 0 > 1))) { + V[y[9841]](a2, b2, c2, d, e, f, g) | 0; + return; + } + ja(); + s(); + } + function vb(a2) { + var b2 = 0; + y[a2 + 32 >> 2] = 0; + y[a2 + 36 >> 2] = 0; + b2 = y[9713]; + y[a2 >> 2] = y[9712]; + y[a2 + 4 >> 2] = b2; + b2 = y[9715]; + y[a2 + 8 >> 2] = y[9714]; + y[a2 + 12 >> 2] = b2; + b2 = y[9717]; + y[a2 + 16 >> 2] = y[9716]; + y[a2 + 20 >> 2] = b2; + b2 = y[9719]; + y[a2 + 24 >> 2] = y[9718]; + y[a2 + 28 >> 2] = b2; + } + function Ka(a2) { + var b2 = 0, c2 = 0, d = 0; + c2 = y[9824]; + a2 = a2 + 7 | 0; + b2 = a2 >>> 0 < 7 ? 1 : b2; + d = a2 & -8; + a2 = d + c2 | 0; + a: { + if (!(a2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2)) { + if (a2 >>> 0 <= W() << 16 >>> 0) { + break a; + } + if (S(a2 | 0) | 0) { + break a; + } + } + y[10048] = 48; + return -1; + } + y[9824] = a2; + return c2; + } + function mc(a2) { + a2 = a2 | 0; + var b2 = 0, c2 = 0, d = 0; + b2 = T - 16 | 0; + T = b2; + if (a2 >>> 0 >= 2) { + c2 = (0 - a2 >>> 0) % (a2 >>> 0) | 0; + while (1) { + w[b2 + 15 | 0] = 0; + d = P(39368, b2 + 15 | 0, 0) | 0; + if (c2 >>> 0 > d >>> 0) { + continue; + } + break; + } + c2 = (d >>> 0) % (a2 >>> 0) | 0; + } + T = b2 + 16 | 0; + return c2 | 0; + } + function ad(a2, b2, c2, d, e, f, g, h) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + var i3 = 0, j = 0; + i3 = d; + d = e; + j = i3 | 0; + i3 = T - 32 | 0; + T = i3; + e = -1; + if (!La(i3, g, h)) { + e = Na(a2, b2, c2, j, d, f, i3); + ga(i3, 32); + } + T = i3 + 32 | 0; + return e | 0; + } + function Yc(a2, b2, c2, d, e, f, g, h) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + var i3 = 0, j = 0; + i3 = d; + d = e; + j = i3 | 0; + i3 = T - 32 | 0; + T = i3; + e = -1; + if (!La(i3, g, h)) { + e = $a(a2, b2, c2, j, d, f, i3); + ga(i3, 32); + } + T = i3 + 32 | 0; + return e | 0; + } + function xa(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + var c2 = 0, d = 0, e = 0, f = 0; + c2 = T - 16 | 0; + T = c2; + if (b2) { + while (1) { + w[c2 + 15 | 0] = 0; + e = a2 + d | 0, f = P(39368, c2 + 15 | 0, 0) | 0, w[e | 0] = f; + d = d + 1 | 0; + if ((d | 0) != (b2 | 0)) { + continue; + } + break; + } + } + T = c2 + 16 | 0; + } + function _b(a2, b2, c2, d, e, f, g) { + var h = 0, i3 = 0, j = 0; + h = T - 32 | 0; + T = h; + i3 = -1; + j = c2 >>> 0 < 16; + a: { + if (j & !d) { + break a; + } + if (La(h, f, g)) { + break a; + } + i3 = $a(a2, b2 + 16 | 0, b2, c2 - 16 | 0, d - j | 0, e, h); + ga(h, 32); + } + T = h + 32 | 0; + return i3; + } + function Ya(a2, b2) { + var c2 = 0, d = 0, e = 0; + c2 = T - 176 | 0; + T = c2; + d = c2 + 96 | 0; + Za(d, b2 + 80 | 0); + e = c2 + 48 | 0; + ea(e, b2, d); + ea(c2, b2 + 40 | 0, d); + qa(a2, c2); + qa(c2 + 144 | 0, e); + w[a2 + 31 | 0] = z[a2 + 31 | 0] ^ z[c2 + 144 | 0] << 7; + T = c2 + 176 | 0; + } + function Vb(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { + if (c2) { + y[c2 >> 2] = 32; + y[c2 + 4 >> 2] = 0; + } + if (!(!i3 & h >>> 0 < 4294967264 & (!f & e >>> 0 <= 4294967263))) { + ja(); + s(); + } + return V[y[l >> 2]](a2, b2, 32, d, e, g, h, j, k) | 0; + } + function $b(a2, b2, c2, d, e, f, g) { + var h = 0, i3 = 0; + h = T - 32 | 0; + T = h; + if (!d & c2 >>> 0 < 4294967280) { + i3 = -1; + if (!La(h, f, g)) { + i3 = Na(a2 + 16 | 0, a2, b2, c2, d, e, h); + ga(h, 32); + } + T = h + 32 | 0; + return i3; + } + ja(); + s(); + } + function pd(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + l = l | 0; + j = a2; + a2 = 0; + return dc(j, b2, c2, d, a2 | e, f, g, a2 | h, i3, k, l) | 0; + } + function nd(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + l = l | 0; + j = a2; + a2 = 0; + return cc(j, b2, c2, d, a2 | e, f, g, a2 | h, i3, k, l) | 0; + } + function gd(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + l = l | 0; + j = a2; + a2 = 0; + return fc(j, b2, c2, d, a2 | e, f, g, a2 | h, i3, k, l) | 0; + } + function wd(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + l = l | 0; + return Vb(a2, b2, c2, d, e, f, g, h, i3, k, l, 39336) | 0; + } + function sd(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + l = l | 0; + return Vb(a2, b2, c2, d, e, f, g, h, i3, k, l, 39344) | 0; + } + function ld(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + b2 = a2; + a2 = 0; + return bc(b2, c2, a2 | d, e, f, g, a2 | h, i3, j, k) | 0; + } + function jd(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + b2 = a2; + a2 = 0; + return ac(b2, c2, a2 | d, e, f, g, a2 | h, i3, j, k) | 0; + } + function ed(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + b2 = a2; + a2 = 0; + return ec(b2, c2, a2 | d, e, f, g, a2 | h, i3, j, k) | 0; + } + function Xb(a2, b2, c2, d, e, f) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + if (!d & c2 >>> 0 >= 16 | d) { + a2 = $a(a2, b2 + 16 | 0, b2, c2 - 16 | 0, d - (c2 >>> 0 < 16) | 0, e, f); + } else { + a2 = -1; + } + return a2 | 0; + } + function xd(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + return Wb(a2, b2, c2, d, e, f, g, h, j, k, 39336) | 0; + } + function vd(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + return Ub(a2, b2, d, e, f, g, h, i3, j, k, 39340) | 0; + } + function ud(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + return Tb(a2, c2, d, e, f, g, h, i3, j, k, 39340) | 0; + } + function td(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + return Wb(a2, b2, c2, d, e, f, g, h, j, k, 39344) | 0; + } + function rd(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + return Ub(a2, b2, d, e, f, g, h, i3, j, k, 39348) | 0; + } + function qd(a2, b2, c2, d, e, f, g, h, i3, j, k) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + h = h | 0; + i3 = i3 | 0; + j = j | 0; + k = k | 0; + return Tb(a2, c2, d, e, f, g, h, i3, j, k, 39348) | 0; + } + function Tb(a2, b2, c2, d, e, f, g, h, i3, j, k) { + if (!d & c2 >>> 0 > 4294967263 | d | (!h & g >>> 0 > 4294967263 | h)) { + a2 = -1; + } else { + a2 = V[y[k >> 2]](a2, b2, c2, e, 32, f, g, i3, j) | 0; + } + return a2; + } + function Fd(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + var c2 = 0; + if ((b2 & -7) != 1) { + ja(); + s(); + } + c2 = a2; + a2 = (a2 >>> 0) / 3 | 0; + c2 = c2 + E(a2, -3) | 0; + return ((c2 & 3 ? b2 & 2 ? c2 + 1 | 0 : 4 : 0) + (a2 << 2) | 0) + 1 | 0; + } + function ne(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0; + f = T - 416 | 0; + T = f; + Ja(f, b2, c2); + ra(f, d, e, 0); + Ia(f, a2); + ga(f, 4); + T = f + 416 | 0; + return 0; + } + function Yd(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + var f = 0; + f = T - 208 | 0; + T = f; + bb(f, b2, c2); + za(f, d, e); + ab(f, a2); + ga(f, 4); + T = f + 208 | 0; + return 0; + } + function Pc(a2, b2, c2, d, e, f) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + if (!d & c2 >>> 0 >= 4294967280 | d) { + ja(); + s(); + } + Na(a2 + 16 | 0, a2, b2, c2, d, e, f); + return 0; + } + function $c(a2, b2, c2, d, e, f) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + if (!d & c2 >>> 0 >= 4294967280 | d) { + ja(); + s(); + } + return Na(a2 + 16 | 0, a2, b2, c2, d, e, f) | 0; + } + function Nd(a2, b2, c2, d) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + var e = 0; + e = T + -64 | 0; + T = e; + sa(a2, e); + a2 = sb(b2, c2, e, 64, 0, d, 1); + T = e - -64 | 0; + return a2 | 0; + } + function La(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + var d = 0, e = 0; + d = T - 32 | 0; + T = d; + e = -1; + if (!Wa(d, c2, b2)) { + e = tb(a2, 39280, d); + } + T = d + 32 | 0; + return e | 0; + } + function Md(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + var d = 0; + d = T + -64 | 0; + T = d; + sa(a2, d); + a2 = rb(b2, d, 64, 0, c2, 1); + T = d - -64 | 0; + return a2 | 0; + } + function kc() { + var a2 = 0, b2 = 0; + a2 = y[10183]; + a: { + if (!a2) { + break a; + } + a2 = y[a2 + 20 >> 2]; + if (!a2) { + break a; + } + b2 = V[a2 | 0]() | 0; + } + return b2 | 0; + } + function Ia(a2, b2) { + var c2 = 0; + c2 = T + -64 | 0; + T = c2; + sa(a2, c2); + a2 = a2 + 208 | 0; + ka(a2, c2, 64, 0); + sa(a2, b2); + ga(c2, 64); + T = c2 - -64 | 0; + } + function Qa(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + if (c2 >>> 0 >= 256) { + Q(1248, 1175, 107, 1055); + s(); + } + return wb(a2, b2, c2) | 0; + } + function _c(a2, b2, c2, d, e, f, g) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + return $b(a2, b2, c2, d, e, f, g) | 0; + } + function Zb(a2, b2, c2, d, e, f, g) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + return Na(a2, b2, c2, d, e, f, g) | 0; + } + function Yb(a2, b2, c2, d, e, f, g) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + return $a(a2, b2, c2, d, e, f, g) | 0; + } + function Xc(a2, b2, c2, d, e, f, g) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + return _b(a2, b2, c2, d, e, f, g) | 0; + } + function Uc(a2, b2, c2, d, e, f, g) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + g = g | 0; + return hc(a2, b2, c2, d, e, f, g) | 0; + } + function oc() { + var a2 = 0, b2 = 0; + a2 = T - 16 | 0; + T = a2; + w[a2 + 15 | 0] = 0; + b2 = P(39368, a2 + 15 | 0, 0) | 0; + T = a2 + 16 | 0; + return b2 | 0; + } + function ab(a2, b2) { + var c2 = 0; + c2 = T - 32 | 0; + T = c2; + ub(a2, c2); + a2 = a2 + 104 | 0; + Pa(a2, c2, 32); + ub(a2, b2); + ga(c2, 32); + T = c2 + 32 | 0; + } + function we(a2, b2) { + var c2 = 0, d = 0; + c2 = b2 & 31; + d = (-1 << c2 & a2) >>> c2 | 0; + c2 = a2; + a2 = 0 - b2 & 31; + return d | (c2 & -1 >>> a2) << a2; + } + function ue(a2, b2) { + var c2 = 0, d = 0; + c2 = b2 & 31; + d = (-1 >>> c2 & a2) << c2; + c2 = a2; + a2 = 0 - b2 & 31; + return d | (c2 & -1 << a2) >>> a2; + } + function uc() { + var a2 = 0; + if (y[10181]) { + a2 = 1; + } else { + xb(); + xa(40704, 16); + y[10181] = 1; + a2 = 0; + } + return a2 | 0; + } + function Jc(a2, b2, c2, d, e, f) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + f = f | 0; + sb(a2, b2, c2, d, e, f, 0); + return 0; + } + function zb(a2, b2, c2, d, e, f) { + if ((d | 0) == 1 | d >>> 0 > 1) { + ja(); + s(); + } + V[y[9840]](a2, b2, c2, d, e, 1, 0, f) | 0; + } + function yb(a2, b2, c2, d, e, f) { + if ((d | 0) == 1 | d >>> 0 > 1) { + ja(); + s(); + } + V[y[9841]](a2, b2, c2, d, e, 1, f) | 0; + } + function Ic(a2, b2, c2, d, e) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + e = e | 0; + return rb(a2, b2, c2, d, e, 0) | 0; + } + function xb() { + var a2 = 0; + a2 = T - 16 | 0; + T = a2; + w[a2 + 15 | 0] = 0; + P(39404, a2 + 15 | 0, 0) | 0; + T = a2 + 16 | 0; + } + function Cd(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + hc(b2, 32, c2, 32, 0, 0, 0); + return Va(a2, b2) | 0; + } + function he(a2, b2, c2, d) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + return Oa(a2, b2, c2, d) | 0; + } + function Tc(a2, b2, c2, d) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + return oa(a2, b2, c2, d) | 0; + } + function Sc(a2, b2, c2, d) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + return Da(a2, b2, c2, d) | 0; + } + function Hc(a2, b2, c2, d) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + return ka(a2, b2, c2, d) | 0; + } + function Fc(a2, b2, c2, d) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + d = d | 0; + ob(a2, b2, c2, d); + return 0; + } + function pe(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + return ra(a2, b2, c2, 0) | 0; + } + function qe(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + return Ja(a2, b2, c2) | 0; + } + function ja() { + var a2 = 0; + a2 = y[10182]; + if (a2) { + V[a2 | 0](); + } + R(); + s(); + } + function _d(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + return za(a2, b2, c2) | 0; + } + function Id(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + return Wa(a2, b2, c2) | 0; + } + function $d(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + return bb(a2, b2, c2) | 0; + } + function pb(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + xa(b2, 32); + return Va(a2, b2) | 0; + } + function hb(a2, b2, c2, d, e, f) { + V[y[9833]](a2, b2, c2, d, e, 0, 0, f) | 0; + } + function Ob(a2, b2, c2, d, e, f) { + V[y[9833]](a2, b2, c2, d, e, 1, 0, f) | 0; + } + function oe(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + Ia(a2, b2); + ga(a2, 4); + return 0; + } + function Zd(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + ab(a2, b2); + ga(a2, 4); + return 0; + } + function lc(a2, b2, c2) { + a2 = a2 | 0; + b2 = b2 | 0; + c2 = c2 | 0; + Ba(a2, b2, 37984, c2); + } + function se(a2) { + if (a2) { + return 31 - H(a2 - 1 ^ a2) | 0; + } + return 32; + } + function gb(a2, b2, c2, d) { + V[y[9841]](a2, b2, 40, 0, c2, 0, d) | 0; + } + function Jd(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + return Va(a2, b2) | 0; + } + function Ec(a2, b2) { + a2 = a2 | 0; + b2 = b2 | 0; + nb(a2, b2); + return 0; + } + function Ba(a2, b2, c2, d) { + V[y[9839]](a2, b2, 0, c2, d) | 0; + } + function Ab(a2, b2, c2) { + V[y[9838]](a2, 64, 0, b2, c2) | 0; + } + function ha(a2, b2, c2, d) { + V[y[9828]](a2, b2, c2, d) | 0; + } + function ra(a2, b2, c2, d) { + ka(a2, b2, c2, d); + return 0; + } + function Va(a2, b2) { + return V[y[9831]](a2, b2) | 0; + } + function za(a2, b2, c2) { + Pa(a2, b2, c2); + return 0; + } + function Od(a2) { + a2 = a2 | 0; + Aa(a2); + return 0; + } + function va(a2, b2) { + V[y[9827]](a2, b2) | 0; + } + function ua(a2, b2) { + V[y[9829]](a2, b2) | 0; + } + function ga(a2, b2) { + if (b2) { + o(a2, 0, b2); + } + } + function pa(a2) { + a2 = a2 | 0; + xa(a2, 32); + } + function me(a2) { + a2 = a2 | 0; + xa(a2, 64); + } + function Hb(a2) { + a2 = a2 | 0; + xa(a2, 16); + } + function ke() { + return 16320; + } + function Wd() { + return 8160; + } + function Vd() { + return 1318; + } + function je() { + return 416; + } + function ie() { + return 384; + } + function gc() { + return 208; + } + function yd() { + return 48; + } + function na() { + return 16; + } + function ia() { + return 32; + } + function de() { + return 52; + } + function db() { + return 24; + } + function ce() { + return 17; + } + function be() { + return -18; + } + function Ud() { + return 26; + } + function Rd() { + return -65; + } + function Ma() { + return -17; + } + function Ld() { + return 12; + } + function Ib() { + return -33; + } + function Ca() { + return 64; + } + function wa() { + return 0; + } + function qb() { + return 8; + } + function jc() { + return 1; + } + function ic() { + return 2; + } + function ae() { + return 3; + } + function re() { + } + a = z; + m(n); + var V = [null, zd, Zc, Qc, Fc, Ec, Cc, Bc, Ac, zc, yc, xc, wc, vc, tc, rc, qc, pc]; + function W() { + return v.byteLength / 65536 | 0; + } + function $(aa) { + aa = aa | 0; + var X = W() | 0; + var Y = X + aa | 0; + if (X < Y && Y < 65536) { + var Z = new ArrayBuffer(E(Y, 65536)); + var _ = new Int8Array(Z); + _.set(w); + w = new Int8Array(Z); + x = new Int16Array(Z); + y = new Int32Array(Z); + z = new Uint8Array(Z); + A = new Uint16Array(Z); + B = new Uint32Array(Z); + C = new Float32Array(Z); + D = new Float64Array(Z); + v = Z; + a = z; + } + return X; + } + return { e: Object.create(Object.prototype, { grow: { value: $ }, buffer: { get: function() { + return v; + } } }), f: re, g: na, h: wa, i: na, j: ia, k: Ib, l: Hb, m: xd, n: wd, o: vd, p: ud, q: ia, r: wa, s: ia, t: ia, u: Ib, v: pa, w: td, x: sd, y: rd, z: qd, A: wa, B: pd, C: od, D: nd, E: md, F: ld, G: kd, H: jd, I: id, J: ia, K: Ld, L: wa, M: na, N: Ma, O: pa, P: ia, Q: qb, R: wa, S: na, T: Ma, U: pa, V: gd, W: fd, X: ed, Y: dd, Z: ia, _: db, $: wa, aa: na, ba: Ma, ca: pa, da: ia, ea: ia, fa: cd, ga: bd, ha: pa, ia, ja: ia, ka: ia, la: ia, ma: db, na, oa: Ma, pa: Kd, qa: pb, ra: La, sa: Zb, ta: ad, ua: $c, va: _c, wa: Yb, xa: Yc, ya: Xb, za: Xc, Aa: Wc, Ba: Vc, Ca: yd, Da: na, Ea: Ca, Fa: ia, Ga: na, Ha: Ca, Ia: ia, Ja: ie, Ka: Uc, La: he, Ma: Tc, Na: Qa, Oa: pa, Pa: Ca, Qa: Sc, Ra: na, Sa: Ca, Ta: qb, Ua: ia, Va: Rc, Wa: pa, Xa: $d, Ya: _d, Za: Zd, _a: Yd, $a: pa, ab: Xd, bb: ia, cb: wa, db: Wd, eb: gc, fb: qe, gb: pe, hb: oe, ib: ne, jb: me, kb: le, lb: Ca, mb: wa, nb: ke, ob: je, pb: Cd, qb: pb, rb: Bd, sb: Ad, tb: ia, ub: ia, vb: ia, wb: ia, xb: Jd, yb: Id, zb: ia, Ab: ia, Bb: ia, Cb: db, Db: na, Eb: Ma, Fb: pa, Gb: Zb, Hb: Pc, Ib: Yb, Jb: Xb, Kb: pa, Lb: ge, Mb: fe, Nb: ee, Ob: Oc, Pb: Nc, Qb: de, Rb: ce, Sb: db, Tb: ia, Ub: be, Vb: wa, Wb: jc, Xb: ic, Yb: ae, Zb: qb, _b: na, $b: Mc, ac: Hb, bc: gc, cc: Ca, dc: ia, ec: ia, fc: Ca, gc: Rd, hc: Qd, ic: Pd, jc: Lc, kc: Kc, lc: Jc, mc: Ic, nc: Od, oc: Hc, pc: Nd, qc: Md, rc: Td, sc: Sd, tc: oc, uc: xb, vc: mc, wc: xa, xc: lc, yc: ia, zc: kc, Ac: Gc, Bc: Hd, Cc: Gd, Dc: Fd, Ec: Ed, Fc: Dd, Gc: uc, Hc: sc, Ic: nc, Jc: Vd, Kc: Ud, Lc: ic, Mc: jc, Nc: hd, Oc: Dc }; + } + return ba(ca); + })(info); + }, instantiate: function(binary, info) { + return { then: function(ok) { + var module2 = new WebAssembly2.Module(binary); + ok({ instance: new WebAssembly2.Instance(module2, info) }); + } }; + }, RuntimeError: Error, isWasm2js: true }; + if (WebAssembly2.isWasm2js) { + wasmBinary2 = []; + } + var ABORT2 = false; + var isFileURI2 = (filename) => filename.startsWith("file://"); + var HEAP82, HEAPU82, HEAP162, HEAPU162, HEAP322, HEAPU322, HEAPF322, HEAPF642; + var runtimeInitialized2 = false; + function updateMemoryViews2() { + var b = wasmMemory2.buffer; + HEAP82 = new Int8Array(b); + HEAP162 = new Int16Array(b); + Module3["HEAPU8"] = HEAPU82 = new Uint8Array(b); + HEAPU162 = new Uint16Array(b); + HEAP322 = new Int32Array(b); + HEAPU322 = new Uint32Array(b); + HEAPF322 = new Float32Array(b); + HEAPF642 = new Float64Array(b); + } + function preRun2() { + if (Module3["preRun"]) { + if (typeof Module3["preRun"] == "function") Module3["preRun"] = [Module3["preRun"]]; + while (Module3["preRun"].length) { + addOnPreRun2(Module3["preRun"].shift()); + } + } + callRuntimeCallbacks2(onPreRuns2); + } + function initRuntime2() { + runtimeInitialized2 = true; + wasmExports2["f"](); + } + function postRun2() { + if (Module3["postRun"]) { + if (typeof Module3["postRun"] == "function") Module3["postRun"] = [Module3["postRun"]]; + while (Module3["postRun"].length) { + addOnPostRun2(Module3["postRun"].shift()); + } + } + callRuntimeCallbacks2(onPostRuns2); + } + function abort2(what) { + Module3["onAbort"]?.(what); + what = "Aborted(" + what + ")"; + err2(what); + ABORT2 = true; + what += ". Build with -sASSERTIONS for more info."; + var e = new WebAssembly2.RuntimeError(what); + throw e; + } + var wasmBinaryFile2; + function findWasmBinary2(file) { + } + function getWasmBinary2(file) { + } + async function instantiateArrayBuffer2(binaryFile, imports) { + try { + var binary = await getWasmBinary2(binaryFile); + var instance = await WebAssembly2.instantiate(binary, imports); + return instance; + } catch (reason) { + err2(`failed to asynchronously prepare wasm: ${reason}`); + abort2(reason); + } + } + async function instantiateAsync2(binary, binaryFile, imports) { + return instantiateArrayBuffer2(binaryFile, imports); + } + function getWasmImports2() { + var imports = { a: wasmImports2 }; + return imports; + } + async function createWasm2() { + function receiveInstance(instance, module2) { + wasmExports2 = instance.exports; + assignWasmExports2(wasmExports2); + updateMemoryViews2(); + removeRunDependency2("wasm-instantiate"); + return wasmExports2; + } + addRunDependency2("wasm-instantiate"); + function receiveInstantiationResult(result2) { + return receiveInstance(result2["instance"]); + } + var info = getWasmImports2(); + if (Module3["instantiateWasm"]) { + return new Promise((resolve3, reject3) => { + Module3["instantiateWasm"](info, (inst, mod) => { + resolve3(receiveInstance(inst, mod)); + }); + }); + } + wasmBinaryFile2 ??= findWasmBinary2(); + var result = await instantiateAsync2(wasmBinary2, wasmBinaryFile2, info); + var exports3 = receiveInstantiationResult(result); + return exports3; + } + class ExitStatus2 { + name = "ExitStatus"; + constructor(status) { + this.message = `Program terminated with exit(${status})`; + this.status = status; + } + } + var callRuntimeCallbacks2 = (callbacks) => { + while (callbacks.length > 0) { + callbacks.shift()(Module3); + } + }; + var onPostRuns2 = []; + var addOnPostRun2 = (cb) => onPostRuns2.push(cb); + var onPreRuns2 = []; + var addOnPreRun2 = (cb) => onPreRuns2.push(cb); + var runDependencies2 = 0; + var dependenciesFulfilled2 = null; + var removeRunDependency2 = (id) => { + runDependencies2--; + Module3["monitorRunDependencies"]?.(runDependencies2); + if (runDependencies2 == 0) { + if (dependenciesFulfilled2) { + var callback = dependenciesFulfilled2; + dependenciesFulfilled2 = null; + callback(); + } + } + }; + var addRunDependency2 = (id) => { + runDependencies2++; + Module3["monitorRunDependencies"]?.(runDependencies2); + }; + function getValue2(ptr, type = "i8") { + if (type.endsWith("*")) type = "*"; + switch (type) { + case "i1": + return HEAP82[ptr]; + case "i8": + return HEAP82[ptr]; + case "i16": + return HEAP162[ptr >> 1]; + case "i32": + return HEAP322[ptr >> 2]; + case "i64": + abort2("to do getValue(i64) use WASM_BIGINT"); + case "float": + return HEAPF322[ptr >> 2]; + case "double": + return HEAPF642[ptr >> 3]; + case "*": + return HEAPU322[ptr >> 2]; + default: + abort2(`invalid type for getValue: ${type}`); + } + } + var noExitRuntime2 = true; + function setValue2(ptr, value, type = "i8") { + if (type.endsWith("*")) type = "*"; + switch (type) { + case "i1": + HEAP82[ptr] = value; + break; + case "i8": + HEAP82[ptr] = value; + break; + case "i16": + HEAP162[ptr >> 1] = value; + break; + case "i32": + HEAP322[ptr >> 2] = value; + break; + case "i64": + abort2("to do setValue(i64) use WASM_BIGINT"); + case "float": + HEAPF322[ptr >> 2] = value; + break; + case "double": + HEAPF642[ptr >> 3] = value; + break; + case "*": + HEAPU322[ptr >> 2] = value; + break; + default: + abort2(`invalid type for setValue: ${type}`); + } + } + var UTF8Decoder2 = new TextDecoder(); + var findStringEnd2 = (heapOrArray, idx, maxBytesToRead, ignoreNul) => { + var maxIdx = idx + maxBytesToRead; + if (ignoreNul) return maxIdx; + while (heapOrArray[idx] && !(idx >= maxIdx)) ++idx; + return idx; + }; + var UTF8ToString2 = (ptr, maxBytesToRead, ignoreNul) => { + if (!ptr) return ""; + var end = findStringEnd2(HEAPU82, ptr, maxBytesToRead, ignoreNul); + return UTF8Decoder2.decode(HEAPU82.subarray(ptr, end)); + }; + var ___assert_fail2 = (condition, filename, line, func) => abort2(`Assertion failed: ${UTF8ToString2(condition)}, at: ` + [filename ? UTF8ToString2(filename) : "unknown filename", line, func ? UTF8ToString2(func) : "unknown function"]); + var __abort_js2 = () => abort2(""); + var readEmAsmArgsArray2 = []; + var readEmAsmArgs2 = (sigPtr, buf) => { + readEmAsmArgsArray2.length = 0; + var ch; + while (ch = HEAPU82[sigPtr++]) { + var wide = ch != 105; + wide &= ch != 112; + buf += wide && buf % 8 ? 4 : 0; + readEmAsmArgsArray2.push(ch == 112 ? HEAPU322[buf >> 2] : ch == 105 ? HEAP322[buf >> 2] : HEAPF642[buf >> 3]); + buf += wide ? 8 : 4; + } + return readEmAsmArgsArray2; + }; + var runEmAsmFunction2 = (code, sigPtr, argbuf) => { + var args = readEmAsmArgs2(sigPtr, argbuf); + return ASM_CONSTS2[code](...args); + }; + var _emscripten_asm_const_int2 = (code, sigPtr, argbuf) => runEmAsmFunction2(code, sigPtr, argbuf); + var getHeapMax2 = () => 2147483648; + var alignMemory2 = (size, alignment) => Math.ceil(size / alignment) * alignment; + var growMemory2 = (size) => { + var oldHeapSize = wasmMemory2.buffer.byteLength; + var pages = (size - oldHeapSize + 65535) / 65536 | 0; + try { + wasmMemory2.grow(pages); + updateMemoryViews2(); + return 1; + } catch (e) { + } + }; + var _emscripten_resize_heap2 = (requestedSize) => { + var oldSize = HEAPU82.length; + requestedSize >>>= 0; + var maxHeapSize = getHeapMax2(); + if (requestedSize > maxHeapSize) { + return false; + } + for (var cutDown = 1; cutDown <= 4; cutDown *= 2) { + var overGrownHeapSize = oldSize * (1 + 0.2 / cutDown); + overGrownHeapSize = Math.min(overGrownHeapSize, requestedSize + 100663296); + var newSize = Math.min(maxHeapSize, alignMemory2(Math.max(requestedSize, overGrownHeapSize), 65536)); + var replacement = growMemory2(newSize); + if (replacement) { + return true; + } + } + return false; + }; + { + if (Module3["noExitRuntime"]) noExitRuntime2 = Module3["noExitRuntime"]; + if (Module3["print"]) out2 = Module3["print"]; + if (Module3["printErr"]) err2 = Module3["printErr"]; + if (Module3["wasmBinary"]) wasmBinary2 = Module3["wasmBinary"]; + if (Module3["arguments"]) arguments_2 = Module3["arguments"]; + if (Module3["thisProgram"]) thisProgram2 = Module3["thisProgram"]; + if (Module3["preInit"]) { + if (typeof Module3["preInit"] == "function") Module3["preInit"] = [Module3["preInit"]]; + while (Module3["preInit"].length > 0) { + Module3["preInit"].shift()(); + } + } + } + Module3["setValue"] = setValue2; + Module3["getValue"] = getValue2; + Module3["UTF8ToString"] = UTF8ToString2; + var ASM_CONSTS2 = { 39368: () => Module3.getRandomValue(), 39404: () => { + if (Module3.getRandomValue === void 0) { + try { + var window_2 = "object" === typeof window ? window : self; + var crypto_2 = typeof window_2.crypto !== "undefined" ? window_2.crypto : window_2.msCrypto; + crypto_2 = crypto_2 === void 0 ? crypto3 : crypto_2; + var randomValuesStandard2 = function() { + var buf = new Uint32Array(1); + crypto_2.getRandomValues(buf); + return buf[0] >>> 0; + }; + randomValuesStandard2(); + Module3.getRandomValue = randomValuesStandard2; + } catch (e) { + try { + var crypto3 = require_crypto(); + var randomValueNodeJS2 = function() { + var buf = crypto3["randomBytes"](4); + return (buf[0] << 24 | buf[1] << 16 | buf[2] << 8 | buf[3]) >>> 0; + }; + randomValueNodeJS2(); + Module3.getRandomValue = randomValueNodeJS2; + } catch (e2) { + throw "No secure random number generator found"; + } + } + } + } }; + var _crypto_aead_aegis128l_keybytes2, _crypto_aead_aegis128l_nsecbytes2, _crypto_aead_aegis128l_npubbytes2, _crypto_aead_aegis128l_abytes2, _crypto_aead_aegis128l_messagebytes_max2, _crypto_aead_aegis128l_keygen2, _crypto_aead_aegis128l_encrypt2, _crypto_aead_aegis128l_encrypt_detached2, _crypto_aead_aegis128l_decrypt2, _crypto_aead_aegis128l_decrypt_detached2, _crypto_aead_aegis256_keybytes2, _crypto_aead_aegis256_nsecbytes2, _crypto_aead_aegis256_npubbytes2, _crypto_aead_aegis256_abytes2, _crypto_aead_aegis256_messagebytes_max2, _crypto_aead_aegis256_keygen2, _crypto_aead_aegis256_encrypt2, _crypto_aead_aegis256_encrypt_detached2, _crypto_aead_aegis256_decrypt2, _crypto_aead_aegis256_decrypt_detached2, _crypto_aead_aes256gcm_is_available2, _crypto_aead_chacha20poly1305_encrypt_detached2, _crypto_aead_chacha20poly1305_encrypt2, _crypto_aead_chacha20poly1305_ietf_encrypt_detached2, _crypto_aead_chacha20poly1305_ietf_encrypt2, _crypto_aead_chacha20poly1305_decrypt_detached2, _crypto_aead_chacha20poly1305_decrypt2, _crypto_aead_chacha20poly1305_ietf_decrypt_detached2, _crypto_aead_chacha20poly1305_ietf_decrypt2, _crypto_aead_chacha20poly1305_ietf_keybytes2, _crypto_aead_chacha20poly1305_ietf_npubbytes2, _crypto_aead_chacha20poly1305_ietf_nsecbytes2, _crypto_aead_chacha20poly1305_ietf_abytes2, _crypto_aead_chacha20poly1305_ietf_messagebytes_max2, _crypto_aead_chacha20poly1305_ietf_keygen2, _crypto_aead_chacha20poly1305_keybytes2, _crypto_aead_chacha20poly1305_npubbytes2, _crypto_aead_chacha20poly1305_nsecbytes2, _crypto_aead_chacha20poly1305_abytes2, _crypto_aead_chacha20poly1305_messagebytes_max2, _crypto_aead_chacha20poly1305_keygen2, _crypto_aead_xchacha20poly1305_ietf_encrypt_detached2, _crypto_aead_xchacha20poly1305_ietf_encrypt2, _crypto_aead_xchacha20poly1305_ietf_decrypt_detached2, _crypto_aead_xchacha20poly1305_ietf_decrypt2, _crypto_aead_xchacha20poly1305_ietf_keybytes2, _crypto_aead_xchacha20poly1305_ietf_npubbytes2, _crypto_aead_xchacha20poly1305_ietf_nsecbytes2, _crypto_aead_xchacha20poly1305_ietf_abytes2, _crypto_aead_xchacha20poly1305_ietf_messagebytes_max2, _crypto_aead_xchacha20poly1305_ietf_keygen2, _crypto_auth_bytes2, _crypto_auth_keybytes2, _crypto_auth2, _crypto_auth_verify2, _crypto_auth_keygen2, _crypto_box_seedbytes2, _crypto_box_publickeybytes2, _crypto_box_secretkeybytes2, _crypto_box_beforenmbytes2, _crypto_box_noncebytes2, _crypto_box_macbytes2, _crypto_box_messagebytes_max2, _crypto_box_seed_keypair2, _crypto_box_keypair2, _crypto_box_beforenm2, _crypto_box_detached_afternm2, _crypto_box_detached2, _crypto_box_easy_afternm2, _crypto_box_easy2, _crypto_box_open_detached_afternm2, _crypto_box_open_detached2, _crypto_box_open_easy_afternm2, _crypto_box_open_easy2, _crypto_box_seal2, _crypto_box_seal_open2, _crypto_box_sealbytes2, _crypto_generichash_bytes_min2, _crypto_generichash_bytes_max2, _crypto_generichash_bytes2, _crypto_generichash_keybytes_min2, _crypto_generichash_keybytes_max2, _crypto_generichash_keybytes2, _crypto_generichash_statebytes2, _crypto_generichash2, _crypto_generichash_init2, _crypto_generichash_update2, _crypto_generichash_final2, _crypto_generichash_keygen2, _crypto_hash_bytes2, _crypto_hash2, _crypto_kdf_bytes_min2, _crypto_kdf_bytes_max2, _crypto_kdf_contextbytes2, _crypto_kdf_keybytes2, _crypto_kdf_derive_from_key2, _crypto_kdf_keygen2, _crypto_kdf_hkdf_sha256_extract_init2, _crypto_kdf_hkdf_sha256_extract_update2, _crypto_kdf_hkdf_sha256_extract_final2, _crypto_kdf_hkdf_sha256_extract2, _crypto_kdf_hkdf_sha256_keygen2, _crypto_kdf_hkdf_sha256_expand2, _crypto_kdf_hkdf_sha256_keybytes2, _crypto_kdf_hkdf_sha256_bytes_min2, _crypto_kdf_hkdf_sha256_bytes_max2, _crypto_kdf_hkdf_sha256_statebytes2, _crypto_kdf_hkdf_sha512_extract_init2, _crypto_kdf_hkdf_sha512_extract_update2, _crypto_kdf_hkdf_sha512_extract_final2, _crypto_kdf_hkdf_sha512_extract2, _crypto_kdf_hkdf_sha512_keygen2, _crypto_kdf_hkdf_sha512_expand2, _crypto_kdf_hkdf_sha512_keybytes2, _crypto_kdf_hkdf_sha512_bytes_min2, _crypto_kdf_hkdf_sha512_bytes_max2, _crypto_kdf_hkdf_sha512_statebytes2, _crypto_kx_seed_keypair2, _crypto_kx_keypair2, _crypto_kx_client_session_keys2, _crypto_kx_server_session_keys2, _crypto_kx_publickeybytes2, _crypto_kx_secretkeybytes2, _crypto_kx_seedbytes2, _crypto_kx_sessionkeybytes2, _crypto_scalarmult_base2, _crypto_scalarmult2, _crypto_scalarmult_bytes2, _crypto_scalarmult_scalarbytes2, _crypto_secretbox_keybytes2, _crypto_secretbox_noncebytes2, _crypto_secretbox_macbytes2, _crypto_secretbox_messagebytes_max2, _crypto_secretbox_keygen2, _crypto_secretbox_detached2, _crypto_secretbox_easy2, _crypto_secretbox_open_detached2, _crypto_secretbox_open_easy2, _crypto_secretstream_xchacha20poly1305_keygen2, _crypto_secretstream_xchacha20poly1305_init_push2, _crypto_secretstream_xchacha20poly1305_init_pull2, _crypto_secretstream_xchacha20poly1305_rekey2, _crypto_secretstream_xchacha20poly1305_push2, _crypto_secretstream_xchacha20poly1305_pull2, _crypto_secretstream_xchacha20poly1305_statebytes2, _crypto_secretstream_xchacha20poly1305_abytes2, _crypto_secretstream_xchacha20poly1305_headerbytes2, _crypto_secretstream_xchacha20poly1305_keybytes2, _crypto_secretstream_xchacha20poly1305_messagebytes_max2, _crypto_secretstream_xchacha20poly1305_tag_message2, _crypto_secretstream_xchacha20poly1305_tag_push2, _crypto_secretstream_xchacha20poly1305_tag_rekey2, _crypto_secretstream_xchacha20poly1305_tag_final2, _crypto_shorthash_bytes2, _crypto_shorthash_keybytes2, _crypto_shorthash2, _crypto_shorthash_keygen2, _crypto_sign_statebytes2, _crypto_sign_bytes2, _crypto_sign_seedbytes2, _crypto_sign_publickeybytes2, _crypto_sign_secretkeybytes2, _crypto_sign_messagebytes_max2, _crypto_sign_seed_keypair2, _crypto_sign_keypair2, _crypto_sign2, _crypto_sign_open2, _crypto_sign_detached2, _crypto_sign_verify_detached2, _crypto_sign_init2, _crypto_sign_update2, _crypto_sign_final_create2, _crypto_sign_final_verify2, _crypto_sign_ed25519_pk_to_curve255192, _crypto_sign_ed25519_sk_to_curve255192, _randombytes_random2, _randombytes_stir2, _randombytes_uniform2, _randombytes_buf2, _randombytes_buf_deterministic2, _randombytes_seedbytes2, _randombytes_close2, _randombytes2, _sodium_bin2hex2, _sodium_hex2bin2, _sodium_base64_encoded_len2, _sodium_bin2base642, _sodium_base642bin2, _sodium_init2, _sodium_pad2, _sodium_unpad2, _sodium_version_string2, _sodium_library_version_major2, _sodium_library_version_minor2, _sodium_library_minimal2, _malloc2, _free2, dynCall_iiiji2, dynCall_iiij2, dynCall_iijii2, dynCall_iiijiji2, dynCall_iiijiii2, memory2, __indirect_function_table2, wasmMemory2; + function assignWasmExports2(wasmExports3) { + _crypto_aead_aegis128l_keybytes2 = Module3["_crypto_aead_aegis128l_keybytes"] = wasmExports3["g"]; + _crypto_aead_aegis128l_nsecbytes2 = Module3["_crypto_aead_aegis128l_nsecbytes"] = wasmExports3["h"]; + _crypto_aead_aegis128l_npubbytes2 = Module3["_crypto_aead_aegis128l_npubbytes"] = wasmExports3["i"]; + _crypto_aead_aegis128l_abytes2 = Module3["_crypto_aead_aegis128l_abytes"] = wasmExports3["j"]; + _crypto_aead_aegis128l_messagebytes_max2 = Module3["_crypto_aead_aegis128l_messagebytes_max"] = wasmExports3["k"]; + _crypto_aead_aegis128l_keygen2 = Module3["_crypto_aead_aegis128l_keygen"] = wasmExports3["l"]; + _crypto_aead_aegis128l_encrypt2 = Module3["_crypto_aead_aegis128l_encrypt"] = wasmExports3["m"]; + _crypto_aead_aegis128l_encrypt_detached2 = Module3["_crypto_aead_aegis128l_encrypt_detached"] = wasmExports3["n"]; + _crypto_aead_aegis128l_decrypt2 = Module3["_crypto_aead_aegis128l_decrypt"] = wasmExports3["o"]; + _crypto_aead_aegis128l_decrypt_detached2 = Module3["_crypto_aead_aegis128l_decrypt_detached"] = wasmExports3["p"]; + _crypto_aead_aegis256_keybytes2 = Module3["_crypto_aead_aegis256_keybytes"] = wasmExports3["q"]; + _crypto_aead_aegis256_nsecbytes2 = Module3["_crypto_aead_aegis256_nsecbytes"] = wasmExports3["r"]; + _crypto_aead_aegis256_npubbytes2 = Module3["_crypto_aead_aegis256_npubbytes"] = wasmExports3["s"]; + _crypto_aead_aegis256_abytes2 = Module3["_crypto_aead_aegis256_abytes"] = wasmExports3["t"]; + _crypto_aead_aegis256_messagebytes_max2 = Module3["_crypto_aead_aegis256_messagebytes_max"] = wasmExports3["u"]; + _crypto_aead_aegis256_keygen2 = Module3["_crypto_aead_aegis256_keygen"] = wasmExports3["v"]; + _crypto_aead_aegis256_encrypt2 = Module3["_crypto_aead_aegis256_encrypt"] = wasmExports3["w"]; + _crypto_aead_aegis256_encrypt_detached2 = Module3["_crypto_aead_aegis256_encrypt_detached"] = wasmExports3["x"]; + _crypto_aead_aegis256_decrypt2 = Module3["_crypto_aead_aegis256_decrypt"] = wasmExports3["y"]; + _crypto_aead_aegis256_decrypt_detached2 = Module3["_crypto_aead_aegis256_decrypt_detached"] = wasmExports3["z"]; + _crypto_aead_aes256gcm_is_available2 = Module3["_crypto_aead_aes256gcm_is_available"] = wasmExports3["A"]; + _crypto_aead_chacha20poly1305_encrypt_detached2 = Module3["_crypto_aead_chacha20poly1305_encrypt_detached"] = wasmExports3["B"]; + _crypto_aead_chacha20poly1305_encrypt2 = Module3["_crypto_aead_chacha20poly1305_encrypt"] = wasmExports3["C"]; + _crypto_aead_chacha20poly1305_ietf_encrypt_detached2 = Module3["_crypto_aead_chacha20poly1305_ietf_encrypt_detached"] = wasmExports3["D"]; + _crypto_aead_chacha20poly1305_ietf_encrypt2 = Module3["_crypto_aead_chacha20poly1305_ietf_encrypt"] = wasmExports3["E"]; + _crypto_aead_chacha20poly1305_decrypt_detached2 = Module3["_crypto_aead_chacha20poly1305_decrypt_detached"] = wasmExports3["F"]; + _crypto_aead_chacha20poly1305_decrypt2 = Module3["_crypto_aead_chacha20poly1305_decrypt"] = wasmExports3["G"]; + _crypto_aead_chacha20poly1305_ietf_decrypt_detached2 = Module3["_crypto_aead_chacha20poly1305_ietf_decrypt_detached"] = wasmExports3["H"]; + _crypto_aead_chacha20poly1305_ietf_decrypt2 = Module3["_crypto_aead_chacha20poly1305_ietf_decrypt"] = wasmExports3["I"]; + _crypto_aead_chacha20poly1305_ietf_keybytes2 = Module3["_crypto_aead_chacha20poly1305_ietf_keybytes"] = wasmExports3["J"]; + _crypto_aead_chacha20poly1305_ietf_npubbytes2 = Module3["_crypto_aead_chacha20poly1305_ietf_npubbytes"] = wasmExports3["K"]; + _crypto_aead_chacha20poly1305_ietf_nsecbytes2 = Module3["_crypto_aead_chacha20poly1305_ietf_nsecbytes"] = wasmExports3["L"]; + _crypto_aead_chacha20poly1305_ietf_abytes2 = Module3["_crypto_aead_chacha20poly1305_ietf_abytes"] = wasmExports3["M"]; + _crypto_aead_chacha20poly1305_ietf_messagebytes_max2 = Module3["_crypto_aead_chacha20poly1305_ietf_messagebytes_max"] = wasmExports3["N"]; + _crypto_aead_chacha20poly1305_ietf_keygen2 = Module3["_crypto_aead_chacha20poly1305_ietf_keygen"] = wasmExports3["O"]; + _crypto_aead_chacha20poly1305_keybytes2 = Module3["_crypto_aead_chacha20poly1305_keybytes"] = wasmExports3["P"]; + _crypto_aead_chacha20poly1305_npubbytes2 = Module3["_crypto_aead_chacha20poly1305_npubbytes"] = wasmExports3["Q"]; + _crypto_aead_chacha20poly1305_nsecbytes2 = Module3["_crypto_aead_chacha20poly1305_nsecbytes"] = wasmExports3["R"]; + _crypto_aead_chacha20poly1305_abytes2 = Module3["_crypto_aead_chacha20poly1305_abytes"] = wasmExports3["S"]; + _crypto_aead_chacha20poly1305_messagebytes_max2 = Module3["_crypto_aead_chacha20poly1305_messagebytes_max"] = wasmExports3["T"]; + _crypto_aead_chacha20poly1305_keygen2 = Module3["_crypto_aead_chacha20poly1305_keygen"] = wasmExports3["U"]; + _crypto_aead_xchacha20poly1305_ietf_encrypt_detached2 = Module3["_crypto_aead_xchacha20poly1305_ietf_encrypt_detached"] = wasmExports3["V"]; + _crypto_aead_xchacha20poly1305_ietf_encrypt2 = Module3["_crypto_aead_xchacha20poly1305_ietf_encrypt"] = wasmExports3["W"]; + _crypto_aead_xchacha20poly1305_ietf_decrypt_detached2 = Module3["_crypto_aead_xchacha20poly1305_ietf_decrypt_detached"] = wasmExports3["X"]; + _crypto_aead_xchacha20poly1305_ietf_decrypt2 = Module3["_crypto_aead_xchacha20poly1305_ietf_decrypt"] = wasmExports3["Y"]; + _crypto_aead_xchacha20poly1305_ietf_keybytes2 = Module3["_crypto_aead_xchacha20poly1305_ietf_keybytes"] = wasmExports3["Z"]; + _crypto_aead_xchacha20poly1305_ietf_npubbytes2 = Module3["_crypto_aead_xchacha20poly1305_ietf_npubbytes"] = wasmExports3["_"]; + _crypto_aead_xchacha20poly1305_ietf_nsecbytes2 = Module3["_crypto_aead_xchacha20poly1305_ietf_nsecbytes"] = wasmExports3["$"]; + _crypto_aead_xchacha20poly1305_ietf_abytes2 = Module3["_crypto_aead_xchacha20poly1305_ietf_abytes"] = wasmExports3["aa"]; + _crypto_aead_xchacha20poly1305_ietf_messagebytes_max2 = Module3["_crypto_aead_xchacha20poly1305_ietf_messagebytes_max"] = wasmExports3["ba"]; + _crypto_aead_xchacha20poly1305_ietf_keygen2 = Module3["_crypto_aead_xchacha20poly1305_ietf_keygen"] = wasmExports3["ca"]; + _crypto_auth_bytes2 = Module3["_crypto_auth_bytes"] = wasmExports3["da"]; + _crypto_auth_keybytes2 = Module3["_crypto_auth_keybytes"] = wasmExports3["ea"]; + _crypto_auth2 = Module3["_crypto_auth"] = wasmExports3["fa"]; + _crypto_auth_verify2 = Module3["_crypto_auth_verify"] = wasmExports3["ga"]; + _crypto_auth_keygen2 = Module3["_crypto_auth_keygen"] = wasmExports3["ha"]; + _crypto_box_seedbytes2 = Module3["_crypto_box_seedbytes"] = wasmExports3["ia"]; + _crypto_box_publickeybytes2 = Module3["_crypto_box_publickeybytes"] = wasmExports3["ja"]; + _crypto_box_secretkeybytes2 = Module3["_crypto_box_secretkeybytes"] = wasmExports3["ka"]; + _crypto_box_beforenmbytes2 = Module3["_crypto_box_beforenmbytes"] = wasmExports3["la"]; + _crypto_box_noncebytes2 = Module3["_crypto_box_noncebytes"] = wasmExports3["ma"]; + _crypto_box_macbytes2 = Module3["_crypto_box_macbytes"] = wasmExports3["na"]; + _crypto_box_messagebytes_max2 = Module3["_crypto_box_messagebytes_max"] = wasmExports3["oa"]; + _crypto_box_seed_keypair2 = Module3["_crypto_box_seed_keypair"] = wasmExports3["pa"]; + _crypto_box_keypair2 = Module3["_crypto_box_keypair"] = wasmExports3["qa"]; + _crypto_box_beforenm2 = Module3["_crypto_box_beforenm"] = wasmExports3["ra"]; + _crypto_box_detached_afternm2 = Module3["_crypto_box_detached_afternm"] = wasmExports3["sa"]; + _crypto_box_detached2 = Module3["_crypto_box_detached"] = wasmExports3["ta"]; + _crypto_box_easy_afternm2 = Module3["_crypto_box_easy_afternm"] = wasmExports3["ua"]; + _crypto_box_easy2 = Module3["_crypto_box_easy"] = wasmExports3["va"]; + _crypto_box_open_detached_afternm2 = Module3["_crypto_box_open_detached_afternm"] = wasmExports3["wa"]; + _crypto_box_open_detached2 = Module3["_crypto_box_open_detached"] = wasmExports3["xa"]; + _crypto_box_open_easy_afternm2 = Module3["_crypto_box_open_easy_afternm"] = wasmExports3["ya"]; + _crypto_box_open_easy2 = Module3["_crypto_box_open_easy"] = wasmExports3["za"]; + _crypto_box_seal2 = Module3["_crypto_box_seal"] = wasmExports3["Aa"]; + _crypto_box_seal_open2 = Module3["_crypto_box_seal_open"] = wasmExports3["Ba"]; + _crypto_box_sealbytes2 = Module3["_crypto_box_sealbytes"] = wasmExports3["Ca"]; + _crypto_generichash_bytes_min2 = Module3["_crypto_generichash_bytes_min"] = wasmExports3["Da"]; + _crypto_generichash_bytes_max2 = Module3["_crypto_generichash_bytes_max"] = wasmExports3["Ea"]; + _crypto_generichash_bytes2 = Module3["_crypto_generichash_bytes"] = wasmExports3["Fa"]; + _crypto_generichash_keybytes_min2 = Module3["_crypto_generichash_keybytes_min"] = wasmExports3["Ga"]; + _crypto_generichash_keybytes_max2 = Module3["_crypto_generichash_keybytes_max"] = wasmExports3["Ha"]; + _crypto_generichash_keybytes2 = Module3["_crypto_generichash_keybytes"] = wasmExports3["Ia"]; + _crypto_generichash_statebytes2 = Module3["_crypto_generichash_statebytes"] = wasmExports3["Ja"]; + _crypto_generichash2 = Module3["_crypto_generichash"] = wasmExports3["Ka"]; + _crypto_generichash_init2 = Module3["_crypto_generichash_init"] = wasmExports3["La"]; + _crypto_generichash_update2 = Module3["_crypto_generichash_update"] = wasmExports3["Ma"]; + _crypto_generichash_final2 = Module3["_crypto_generichash_final"] = wasmExports3["Na"]; + _crypto_generichash_keygen2 = Module3["_crypto_generichash_keygen"] = wasmExports3["Oa"]; + _crypto_hash_bytes2 = Module3["_crypto_hash_bytes"] = wasmExports3["Pa"]; + _crypto_hash2 = Module3["_crypto_hash"] = wasmExports3["Qa"]; + _crypto_kdf_bytes_min2 = Module3["_crypto_kdf_bytes_min"] = wasmExports3["Ra"]; + _crypto_kdf_bytes_max2 = Module3["_crypto_kdf_bytes_max"] = wasmExports3["Sa"]; + _crypto_kdf_contextbytes2 = Module3["_crypto_kdf_contextbytes"] = wasmExports3["Ta"]; + _crypto_kdf_keybytes2 = Module3["_crypto_kdf_keybytes"] = wasmExports3["Ua"]; + _crypto_kdf_derive_from_key2 = Module3["_crypto_kdf_derive_from_key"] = wasmExports3["Va"]; + _crypto_kdf_keygen2 = Module3["_crypto_kdf_keygen"] = wasmExports3["Wa"]; + _crypto_kdf_hkdf_sha256_extract_init2 = Module3["_crypto_kdf_hkdf_sha256_extract_init"] = wasmExports3["Xa"]; + _crypto_kdf_hkdf_sha256_extract_update2 = Module3["_crypto_kdf_hkdf_sha256_extract_update"] = wasmExports3["Ya"]; + _crypto_kdf_hkdf_sha256_extract_final2 = Module3["_crypto_kdf_hkdf_sha256_extract_final"] = wasmExports3["Za"]; + _crypto_kdf_hkdf_sha256_extract2 = Module3["_crypto_kdf_hkdf_sha256_extract"] = wasmExports3["_a"]; + _crypto_kdf_hkdf_sha256_keygen2 = Module3["_crypto_kdf_hkdf_sha256_keygen"] = wasmExports3["$a"]; + _crypto_kdf_hkdf_sha256_expand2 = Module3["_crypto_kdf_hkdf_sha256_expand"] = wasmExports3["ab"]; + _crypto_kdf_hkdf_sha256_keybytes2 = Module3["_crypto_kdf_hkdf_sha256_keybytes"] = wasmExports3["bb"]; + _crypto_kdf_hkdf_sha256_bytes_min2 = Module3["_crypto_kdf_hkdf_sha256_bytes_min"] = wasmExports3["cb"]; + _crypto_kdf_hkdf_sha256_bytes_max2 = Module3["_crypto_kdf_hkdf_sha256_bytes_max"] = wasmExports3["db"]; + _crypto_kdf_hkdf_sha256_statebytes2 = Module3["_crypto_kdf_hkdf_sha256_statebytes"] = wasmExports3["eb"]; + _crypto_kdf_hkdf_sha512_extract_init2 = Module3["_crypto_kdf_hkdf_sha512_extract_init"] = wasmExports3["fb"]; + _crypto_kdf_hkdf_sha512_extract_update2 = Module3["_crypto_kdf_hkdf_sha512_extract_update"] = wasmExports3["gb"]; + _crypto_kdf_hkdf_sha512_extract_final2 = Module3["_crypto_kdf_hkdf_sha512_extract_final"] = wasmExports3["hb"]; + _crypto_kdf_hkdf_sha512_extract2 = Module3["_crypto_kdf_hkdf_sha512_extract"] = wasmExports3["ib"]; + _crypto_kdf_hkdf_sha512_keygen2 = Module3["_crypto_kdf_hkdf_sha512_keygen"] = wasmExports3["jb"]; + _crypto_kdf_hkdf_sha512_expand2 = Module3["_crypto_kdf_hkdf_sha512_expand"] = wasmExports3["kb"]; + _crypto_kdf_hkdf_sha512_keybytes2 = Module3["_crypto_kdf_hkdf_sha512_keybytes"] = wasmExports3["lb"]; + _crypto_kdf_hkdf_sha512_bytes_min2 = Module3["_crypto_kdf_hkdf_sha512_bytes_min"] = wasmExports3["mb"]; + _crypto_kdf_hkdf_sha512_bytes_max2 = Module3["_crypto_kdf_hkdf_sha512_bytes_max"] = wasmExports3["nb"]; + _crypto_kdf_hkdf_sha512_statebytes2 = Module3["_crypto_kdf_hkdf_sha512_statebytes"] = wasmExports3["ob"]; + _crypto_kx_seed_keypair2 = Module3["_crypto_kx_seed_keypair"] = wasmExports3["pb"]; + _crypto_kx_keypair2 = Module3["_crypto_kx_keypair"] = wasmExports3["qb"]; + _crypto_kx_client_session_keys2 = Module3["_crypto_kx_client_session_keys"] = wasmExports3["rb"]; + _crypto_kx_server_session_keys2 = Module3["_crypto_kx_server_session_keys"] = wasmExports3["sb"]; + _crypto_kx_publickeybytes2 = Module3["_crypto_kx_publickeybytes"] = wasmExports3["tb"]; + _crypto_kx_secretkeybytes2 = Module3["_crypto_kx_secretkeybytes"] = wasmExports3["ub"]; + _crypto_kx_seedbytes2 = Module3["_crypto_kx_seedbytes"] = wasmExports3["vb"]; + _crypto_kx_sessionkeybytes2 = Module3["_crypto_kx_sessionkeybytes"] = wasmExports3["wb"]; + _crypto_scalarmult_base2 = Module3["_crypto_scalarmult_base"] = wasmExports3["xb"]; + _crypto_scalarmult2 = Module3["_crypto_scalarmult"] = wasmExports3["yb"]; + _crypto_scalarmult_bytes2 = Module3["_crypto_scalarmult_bytes"] = wasmExports3["zb"]; + _crypto_scalarmult_scalarbytes2 = Module3["_crypto_scalarmult_scalarbytes"] = wasmExports3["Ab"]; + _crypto_secretbox_keybytes2 = Module3["_crypto_secretbox_keybytes"] = wasmExports3["Bb"]; + _crypto_secretbox_noncebytes2 = Module3["_crypto_secretbox_noncebytes"] = wasmExports3["Cb"]; + _crypto_secretbox_macbytes2 = Module3["_crypto_secretbox_macbytes"] = wasmExports3["Db"]; + _crypto_secretbox_messagebytes_max2 = Module3["_crypto_secretbox_messagebytes_max"] = wasmExports3["Eb"]; + _crypto_secretbox_keygen2 = Module3["_crypto_secretbox_keygen"] = wasmExports3["Fb"]; + _crypto_secretbox_detached2 = Module3["_crypto_secretbox_detached"] = wasmExports3["Gb"]; + _crypto_secretbox_easy2 = Module3["_crypto_secretbox_easy"] = wasmExports3["Hb"]; + _crypto_secretbox_open_detached2 = Module3["_crypto_secretbox_open_detached"] = wasmExports3["Ib"]; + _crypto_secretbox_open_easy2 = Module3["_crypto_secretbox_open_easy"] = wasmExports3["Jb"]; + _crypto_secretstream_xchacha20poly1305_keygen2 = Module3["_crypto_secretstream_xchacha20poly1305_keygen"] = wasmExports3["Kb"]; + _crypto_secretstream_xchacha20poly1305_init_push2 = Module3["_crypto_secretstream_xchacha20poly1305_init_push"] = wasmExports3["Lb"]; + _crypto_secretstream_xchacha20poly1305_init_pull2 = Module3["_crypto_secretstream_xchacha20poly1305_init_pull"] = wasmExports3["Mb"]; + _crypto_secretstream_xchacha20poly1305_rekey2 = Module3["_crypto_secretstream_xchacha20poly1305_rekey"] = wasmExports3["Nb"]; + _crypto_secretstream_xchacha20poly1305_push2 = Module3["_crypto_secretstream_xchacha20poly1305_push"] = wasmExports3["Ob"]; + _crypto_secretstream_xchacha20poly1305_pull2 = Module3["_crypto_secretstream_xchacha20poly1305_pull"] = wasmExports3["Pb"]; + _crypto_secretstream_xchacha20poly1305_statebytes2 = Module3["_crypto_secretstream_xchacha20poly1305_statebytes"] = wasmExports3["Qb"]; + _crypto_secretstream_xchacha20poly1305_abytes2 = Module3["_crypto_secretstream_xchacha20poly1305_abytes"] = wasmExports3["Rb"]; + _crypto_secretstream_xchacha20poly1305_headerbytes2 = Module3["_crypto_secretstream_xchacha20poly1305_headerbytes"] = wasmExports3["Sb"]; + _crypto_secretstream_xchacha20poly1305_keybytes2 = Module3["_crypto_secretstream_xchacha20poly1305_keybytes"] = wasmExports3["Tb"]; + _crypto_secretstream_xchacha20poly1305_messagebytes_max2 = Module3["_crypto_secretstream_xchacha20poly1305_messagebytes_max"] = wasmExports3["Ub"]; + _crypto_secretstream_xchacha20poly1305_tag_message2 = Module3["_crypto_secretstream_xchacha20poly1305_tag_message"] = wasmExports3["Vb"]; + _crypto_secretstream_xchacha20poly1305_tag_push2 = Module3["_crypto_secretstream_xchacha20poly1305_tag_push"] = wasmExports3["Wb"]; + _crypto_secretstream_xchacha20poly1305_tag_rekey2 = Module3["_crypto_secretstream_xchacha20poly1305_tag_rekey"] = wasmExports3["Xb"]; + _crypto_secretstream_xchacha20poly1305_tag_final2 = Module3["_crypto_secretstream_xchacha20poly1305_tag_final"] = wasmExports3["Yb"]; + _crypto_shorthash_bytes2 = Module3["_crypto_shorthash_bytes"] = wasmExports3["Zb"]; + _crypto_shorthash_keybytes2 = Module3["_crypto_shorthash_keybytes"] = wasmExports3["_b"]; + _crypto_shorthash2 = Module3["_crypto_shorthash"] = wasmExports3["$b"]; + _crypto_shorthash_keygen2 = Module3["_crypto_shorthash_keygen"] = wasmExports3["ac"]; + _crypto_sign_statebytes2 = Module3["_crypto_sign_statebytes"] = wasmExports3["bc"]; + _crypto_sign_bytes2 = Module3["_crypto_sign_bytes"] = wasmExports3["cc"]; + _crypto_sign_seedbytes2 = Module3["_crypto_sign_seedbytes"] = wasmExports3["dc"]; + _crypto_sign_publickeybytes2 = Module3["_crypto_sign_publickeybytes"] = wasmExports3["ec"]; + _crypto_sign_secretkeybytes2 = Module3["_crypto_sign_secretkeybytes"] = wasmExports3["fc"]; + _crypto_sign_messagebytes_max2 = Module3["_crypto_sign_messagebytes_max"] = wasmExports3["gc"]; + _crypto_sign_seed_keypair2 = Module3["_crypto_sign_seed_keypair"] = wasmExports3["hc"]; + _crypto_sign_keypair2 = Module3["_crypto_sign_keypair"] = wasmExports3["ic"]; + _crypto_sign2 = Module3["_crypto_sign"] = wasmExports3["jc"]; + _crypto_sign_open2 = Module3["_crypto_sign_open"] = wasmExports3["kc"]; + _crypto_sign_detached2 = Module3["_crypto_sign_detached"] = wasmExports3["lc"]; + _crypto_sign_verify_detached2 = Module3["_crypto_sign_verify_detached"] = wasmExports3["mc"]; + _crypto_sign_init2 = Module3["_crypto_sign_init"] = wasmExports3["nc"]; + _crypto_sign_update2 = Module3["_crypto_sign_update"] = wasmExports3["oc"]; + _crypto_sign_final_create2 = Module3["_crypto_sign_final_create"] = wasmExports3["pc"]; + _crypto_sign_final_verify2 = Module3["_crypto_sign_final_verify"] = wasmExports3["qc"]; + _crypto_sign_ed25519_pk_to_curve255192 = Module3["_crypto_sign_ed25519_pk_to_curve25519"] = wasmExports3["rc"]; + _crypto_sign_ed25519_sk_to_curve255192 = Module3["_crypto_sign_ed25519_sk_to_curve25519"] = wasmExports3["sc"]; + _randombytes_random2 = Module3["_randombytes_random"] = wasmExports3["tc"]; + _randombytes_stir2 = Module3["_randombytes_stir"] = wasmExports3["uc"]; + _randombytes_uniform2 = Module3["_randombytes_uniform"] = wasmExports3["vc"]; + _randombytes_buf2 = Module3["_randombytes_buf"] = wasmExports3["wc"]; + _randombytes_buf_deterministic2 = Module3["_randombytes_buf_deterministic"] = wasmExports3["xc"]; + _randombytes_seedbytes2 = Module3["_randombytes_seedbytes"] = wasmExports3["yc"]; + _randombytes_close2 = Module3["_randombytes_close"] = wasmExports3["zc"]; + _randombytes2 = Module3["_randombytes"] = wasmExports3["Ac"]; + _sodium_bin2hex2 = Module3["_sodium_bin2hex"] = wasmExports3["Bc"]; + _sodium_hex2bin2 = Module3["_sodium_hex2bin"] = wasmExports3["Cc"]; + _sodium_base64_encoded_len2 = Module3["_sodium_base64_encoded_len"] = wasmExports3["Dc"]; + _sodium_bin2base642 = Module3["_sodium_bin2base64"] = wasmExports3["Ec"]; + _sodium_base642bin2 = Module3["_sodium_base642bin"] = wasmExports3["Fc"]; + _sodium_init2 = Module3["_sodium_init"] = wasmExports3["Gc"]; + _sodium_pad2 = Module3["_sodium_pad"] = wasmExports3["Hc"]; + _sodium_unpad2 = Module3["_sodium_unpad"] = wasmExports3["Ic"]; + _sodium_version_string2 = Module3["_sodium_version_string"] = wasmExports3["Jc"]; + _sodium_library_version_major2 = Module3["_sodium_library_version_major"] = wasmExports3["Kc"]; + _sodium_library_version_minor2 = Module3["_sodium_library_version_minor"] = wasmExports3["Lc"]; + _sodium_library_minimal2 = Module3["_sodium_library_minimal"] = wasmExports3["Mc"]; + _malloc2 = Module3["_malloc"] = wasmExports3["Nc"]; + _free2 = Module3["_free"] = wasmExports3["Oc"]; + dynCall_iiiji2 = wasmExports3["dynCall_iiiji"]; + dynCall_iiij2 = wasmExports3["dynCall_iiij"]; + dynCall_iijii2 = wasmExports3["dynCall_iijii"]; + dynCall_iiijiji2 = wasmExports3["dynCall_iiijiji"]; + dynCall_iiijiii2 = wasmExports3["dynCall_iiijiii"]; + memory2 = wasmMemory2 = wasmExports3["e"]; + __indirect_function_table2 = wasmExports3["__indirect_function_table"]; + } + var wasmImports2 = { b: ___assert_fail2, c: __abort_js2, a: _emscripten_asm_const_int2, d: _emscripten_resize_heap2 }; + function run2() { + if (runDependencies2 > 0) { + dependenciesFulfilled2 = run2; + return; + } + preRun2(); + if (runDependencies2 > 0) { + dependenciesFulfilled2 = run2; + return; + } + function doRun() { + Module3["calledRun"] = true; + if (ABORT2) return; + initRuntime2(); + Module3["onRuntimeInitialized"]?.(); + postRun2(); + } + if (Module3["setStatus"]) { + Module3["setStatus"]("Running..."); + setTimeout(() => { + setTimeout(() => Module3["setStatus"](""), 1); + doRun(); + }, 1); + } else { + doRun(); + } + } + var wasmExports2; + createWasm2(); + run2(); + }); + }; + var Module2 = typeof Module2 != "undefined" ? Module2 : {}; + var ENVIRONMENT_IS_WEB = !!globalThis.window; + var ENVIRONMENT_IS_WORKER = !!globalThis.WorkerGlobalScope; + var ENVIRONMENT_IS_NODE = globalThis.process?.versions?.node && globalThis.process?.type != "renderer"; + var arguments_ = []; + var thisProgram = "./this.program"; + var quit_ = (status, toThrow) => { + throw toThrow; + }; + var _scriptName = globalThis.document?.currentScript?.src; + if (typeof __filename != "undefined") { + _scriptName = __filename; + } else if (ENVIRONMENT_IS_WORKER) { + _scriptName = self.location.href; + } + var scriptDirectory = ""; + var readAsync, readBinary; + if (ENVIRONMENT_IS_NODE) { + var fs = require_fs(); + scriptDirectory = __dirname + "/"; + readBinary = (filename) => { + filename = isFileURI(filename) ? new URL(filename) : filename; + var ret = fs.readFileSync(filename); + return ret; + }; + readAsync = async (filename, binary = true) => { + filename = isFileURI(filename) ? new URL(filename) : filename; + var ret = fs.readFileSync(filename, binary ? void 0 : "utf8"); + return ret; + }; + if (process.argv.length > 1) { + thisProgram = process.argv[1].replace(/\\/g, "/"); + } + arguments_ = process.argv.slice(2); + if (typeof module != "undefined") { + module["exports"] = Module2; + } + quit_ = (status, toThrow) => { + process.exitCode = status; + throw toThrow; + }; + } else if (ENVIRONMENT_IS_WEB || ENVIRONMENT_IS_WORKER) { + try { + scriptDirectory = new URL(".", _scriptName).href; + } catch { + } + { + if (ENVIRONMENT_IS_WORKER) { + readBinary = (url) => { + var xhr = new XMLHttpRequest(); + xhr.open("GET", url, false); + xhr.responseType = "arraybuffer"; + xhr.send(null); + return new Uint8Array(xhr.response); + }; + } + readAsync = async (url) => { + if (isFileURI(url)) { + return new Promise((resolve2, reject2) => { + var xhr = new XMLHttpRequest(); + xhr.open("GET", url, true); + xhr.responseType = "arraybuffer"; + xhr.onload = () => { + if (xhr.status == 200 || xhr.status == 0 && xhr.response) { + resolve2(xhr.response); + return; + } + reject2(xhr.status); + }; + xhr.onerror = reject2; + xhr.send(null); + }); + } + var response = await fetch(url, { credentials: "same-origin" }); + if (response.ok) { + return response.arrayBuffer(); + } + throw new Error(response.status + " : " + response.url); + }; + } + } else { + } + var out = console.log.bind(console); + var err = console.error.bind(console); + var wasmBinary; + var ABORT = false; + var isFileURI = (filename) => filename.startsWith("file://"); + function binaryDecode(bin) { + for (var i2 = 0, l = bin.length, o = new Uint8Array(l), c; i2 < l; ++i2) { + c = bin.charCodeAt(i2); + o[i2] = ~c >> 8 & c; + } + return o; + } + var HEAP8, HEAPU8, HEAP16, HEAPU16, HEAP32, HEAPU32, HEAPF32, HEAPF64; + var runtimeInitialized = false; + function updateMemoryViews() { + var b = wasmMemory.buffer; + HEAP8 = new Int8Array(b); + HEAP16 = new Int16Array(b); + Module2["HEAPU8"] = HEAPU8 = new Uint8Array(b); + HEAPU16 = new Uint16Array(b); + HEAP32 = new Int32Array(b); + HEAPU32 = new Uint32Array(b); + HEAPF32 = new Float32Array(b); + HEAPF64 = new Float64Array(b); + } + function preRun() { + if (Module2["preRun"]) { + if (typeof Module2["preRun"] == "function") Module2["preRun"] = [Module2["preRun"]]; + while (Module2["preRun"].length) { + addOnPreRun(Module2["preRun"].shift()); + } + } + callRuntimeCallbacks(onPreRuns); + } + function initRuntime() { + runtimeInitialized = true; + } + function postRun() { + if (Module2["postRun"]) { + if (typeof Module2["postRun"] == "function") Module2["postRun"] = [Module2["postRun"]]; + while (Module2["postRun"].length) { + addOnPostRun(Module2["postRun"].shift()); + } + } + callRuntimeCallbacks(onPostRuns); + } + function abort(what) { + Module2["onAbort"]?.(what); + what = "Aborted(" + what + ")"; + err(what); + ABORT = true; + what += ". 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j\x85\xAEg\xBBr\xF3n<:\xF5O\xA5\x7FRQ\x8Ch\x9B\xAB\xD9\x83\xCD\xE0[\x98/\x8AB\x91D7q\xCF\xFB\xC0\xB5\xA5\xDB\xB5\xE9[\xC2V9\xF1\xF1Y\xA4\x82?\x92\xD5^\xAB\x98\xAA\x07\xD8[\x83\xBE\x851$\xC3}\fUt]\xBEr\xFE\xB1\xDE\x80\xA7\xDC\x9Bt\xF1\x9B\xC1\xC1i\x9B\xE4\x86G\xBE\xEF\xC6\x9D\xC1\xCC\xA1\f$o,\xE9-\xAA\x84tJ\xDC\xA9\xB0\\\xDA\x88\xF9vRQ>\x98m\xC61\xA8\xC8\'\xB0\xC7\x7FY\xBF\xF3\v\xE0\xC6G\x91\xA7\xD5Qc\xCAg))\x85\n\xB7\'8!\x1B.\xFCm,M\r8STs\ne\xBB\njv.\xC9\xC2\x81\x85,r\x92\xA1\xE8\xBF\xA2Kf\xA8p\x8BK\xC2\xA3Ql\xC7\xE8\x92\xD1$\x99\xD6\x855\xF4p\xA0j\xC1\xA4\bl7LwH\'\xB5\xBC\xB04\xB3\f9J\xAA\xD8NO\xCA\x9C[\xF3o.h\xEE\x82\x8Ftoc\xA5xx\xC8\x84\b\xC7\x8C\xFA\xFF\xBE\x90\xEBlP\xA4\xF7\xA3\xF9\xBE\xF2xq\xC6\x80\0A\xB0\xB2\v!SigEd25519 no Ed25519 collisions\0A\x80\xB3\vE \x9F\0\0\0\0\0\0\0\0\0\0\0\0\0\0\0\0\0\0\0\x07\0\0\0\b\0\0\0 \0\0\0\n\0\0\0\v\0\0\0\f\0\0\0\r\0\0\0\0\0\0\0\0\0\0\0\0'); + } + function getBinarySync(file) { + return file; + } + async function getWasmBinary(binaryFile) { + return getBinarySync(binaryFile); + } + async function instantiateArrayBuffer(binaryFile, imports) { + try { + var binary = await getWasmBinary(binaryFile); + var instance = await WebAssembly.instantiate(binary, imports); + return instance; + } catch (reason) { + err(`failed to asynchronously prepare wasm: ${reason}`); + abort(reason); + } + } + async function instantiateAsync(binary, binaryFile, imports) { + return instantiateArrayBuffer(binaryFile, imports); + } + function getWasmImports() { + var imports = { a: wasmImports }; + return imports; + } + async function createWasm() { + function receiveInstance(instance, module2) { + wasmExports = instance.exports; + assignWasmExports(wasmExports); + updateMemoryViews(); + removeRunDependency("wasm-instantiate"); + return wasmExports; + } + addRunDependency("wasm-instantiate"); + function receiveInstantiationResult(result2) { + return receiveInstance(result2["instance"]); + } + var info = getWasmImports(); + if (Module2["instantiateWasm"]) { + return new Promise((resolve2, reject2) => { + Module2["instantiateWasm"](info, (inst, mod) => { + resolve2(receiveInstance(inst, mod)); + }); + }); + } + wasmBinaryFile ??= findWasmBinary(); + var result = await instantiateAsync(wasmBinary, wasmBinaryFile, info); + var exports3 = receiveInstantiationResult(result); + return exports3; + } + class ExitStatus { + name = "ExitStatus"; + constructor(status) { + this.message = `Program terminated with exit(${status})`; + this.status = status; + } + } + var callRuntimeCallbacks = (callbacks) => { + while (callbacks.length > 0) { + callbacks.shift()(Module2); + } + }; + var onPostRuns = []; + var addOnPostRun = (cb) => onPostRuns.push(cb); + var onPreRuns = []; + var addOnPreRun = (cb) => onPreRuns.push(cb); + var runDependencies = 0; + var dependenciesFulfilled = null; + var removeRunDependency = (id) => { + runDependencies--; + Module2["monitorRunDependencies"]?.(runDependencies); + if (runDependencies == 0) { + if (dependenciesFulfilled) { + var callback = dependenciesFulfilled; + dependenciesFulfilled = null; + callback(); + } + } + }; + var addRunDependency = (id) => { + runDependencies++; + Module2["monitorRunDependencies"]?.(runDependencies); + }; + function getValue(ptr, type = "i8") { + if (type.endsWith("*")) type = "*"; + switch (type) { + case "i1": + return HEAP8[ptr]; + case "i8": + return HEAP8[ptr]; + case "i16": + return HEAP16[ptr >> 1]; + case "i32": + return HEAP32[ptr >> 2]; + case "i64": + abort("to do getValue(i64) use WASM_BIGINT"); + case "float": + return HEAPF32[ptr >> 2]; + case "double": + return HEAPF64[ptr >> 3]; + case "*": + return HEAPU32[ptr >> 2]; + default: + abort(`invalid type for getValue: ${type}`); + } + } + var noExitRuntime = true; + function setValue(ptr, value, type = "i8") { + if (type.endsWith("*")) type = "*"; + switch (type) { + case "i1": + HEAP8[ptr] = value; + break; + case "i8": + HEAP8[ptr] = value; + break; + case "i16": + HEAP16[ptr >> 1] = value; + break; + case "i32": + HEAP32[ptr >> 2] = value; + break; + case "i64": + abort("to do setValue(i64) use WASM_BIGINT"); + case "float": + HEAPF32[ptr >> 2] = value; + break; + case "double": + HEAPF64[ptr >> 3] = value; + break; + case "*": + HEAPU32[ptr >> 2] = value; + break; + default: + abort(`invalid type for setValue: ${type}`); + } + } + var UTF8Decoder = globalThis.TextDecoder && new TextDecoder(); + var findStringEnd = (heapOrArray, idx, maxBytesToRead, ignoreNul) => { + var maxIdx = idx + maxBytesToRead; + if (ignoreNul) return maxIdx; + while (heapOrArray[idx] && !(idx >= maxIdx)) ++idx; + return idx; + }; + var UTF8ArrayToString = (heapOrArray, idx = 0, maxBytesToRead, ignoreNul) => { + var endPtr = findStringEnd(heapOrArray, idx, maxBytesToRead, ignoreNul); + if (endPtr - idx > 16 && heapOrArray.buffer && UTF8Decoder) { + return UTF8Decoder.decode(heapOrArray.subarray(idx, endPtr)); + } + var str = ""; + while (idx < endPtr) { + var u0 = heapOrArray[idx++]; + if (!(u0 & 128)) { + str += String.fromCharCode(u0); + continue; + } + var u1 = heapOrArray[idx++] & 63; + if ((u0 & 224) == 192) { + str += String.fromCharCode((u0 & 31) << 6 | u1); + continue; + } + var u2 = heapOrArray[idx++] & 63; + if ((u0 & 240) == 224) { + u0 = (u0 & 15) << 12 | u1 << 6 | u2; + } else { + u0 = (u0 & 7) << 18 | u1 << 12 | u2 << 6 | heapOrArray[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; + }; + var UTF8ToString = (ptr, maxBytesToRead, ignoreNul) => ptr ? UTF8ArrayToString(HEAPU8, ptr, maxBytesToRead, ignoreNul) : ""; + var ___assert_fail = (condition, filename, line, func) => abort(`Assertion failed: ${UTF8ToString(condition)}, at: ` + [filename ? UTF8ToString(filename) : "unknown filename", line, func ? UTF8ToString(func) : "unknown function"]); + var __abort_js = () => abort(""); + var readEmAsmArgsArray = []; + var readEmAsmArgs = (sigPtr, buf) => { + readEmAsmArgsArray.length = 0; + var ch; + while (ch = HEAPU8[sigPtr++]) { + var wide = ch != 105; + wide &= ch != 112; + buf += wide && buf % 8 ? 4 : 0; + readEmAsmArgsArray.push(ch == 112 ? HEAPU32[buf >> 2] : ch == 105 ? HEAP32[buf >> 2] : HEAPF64[buf >> 3]); + buf += wide ? 8 : 4; + } + return readEmAsmArgsArray; + }; + var runEmAsmFunction = (code, sigPtr, argbuf) => { + var args = readEmAsmArgs(sigPtr, argbuf); + return ASM_CONSTS[code](...args); + }; + var _emscripten_asm_const_int = (code, sigPtr, argbuf) => runEmAsmFunction(code, sigPtr, argbuf); + var getHeapMax = () => 2147483648; + var alignMemory = (size, alignment) => Math.ceil(size / alignment) * alignment; + var growMemory = (size) => { + var oldHeapSize = wasmMemory.buffer.byteLength; + var pages = (size - oldHeapSize + 65535) / 65536 | 0; + try { + wasmMemory.grow(pages); + updateMemoryViews(); + return 1; + } catch (e) { + } + }; + var _emscripten_resize_heap = (requestedSize) => { + var oldSize = HEAPU8.length; + requestedSize >>>= 0; + var maxHeapSize = getHeapMax(); + if (requestedSize > maxHeapSize) { + return false; + } + for (var cutDown = 1; cutDown <= 4; cutDown *= 2) { + var overGrownHeapSize = oldSize * (1 + 0.2 / cutDown); + overGrownHeapSize = Math.min(overGrownHeapSize, requestedSize + 100663296); + var newSize = Math.min(maxHeapSize, alignMemory(Math.max(requestedSize, overGrownHeapSize), 65536)); + var replacement = growMemory(newSize); + if (replacement) { + return true; + } + } + return false; + }; + for (var base64ReverseLookup = new Uint8Array(123), i = 25; i >= 0; --i) { + base64ReverseLookup[48 + i] = 52 + i; + base64ReverseLookup[65 + i] = i; + base64ReverseLookup[97 + i] = 26 + i; + } + base64ReverseLookup[43] = 62; + base64ReverseLookup[47] = 63; + { + if (Module2["noExitRuntime"]) noExitRuntime = Module2["noExitRuntime"]; + if (Module2["print"]) out = Module2["print"]; + if (Module2["printErr"]) err = Module2["printErr"]; + if (Module2["wasmBinary"]) wasmBinary = Module2["wasmBinary"]; + if (Module2["arguments"]) arguments_ = Module2["arguments"]; + if (Module2["thisProgram"]) thisProgram = Module2["thisProgram"]; + if (Module2["preInit"]) { + if (typeof Module2["preInit"] == "function") Module2["preInit"] = [Module2["preInit"]]; + while (Module2["preInit"].length > 0) { + Module2["preInit"].shift()(); + } + } + } + Module2["setValue"] = setValue; + Module2["getValue"] = getValue; + Module2["UTF8ToString"] = UTF8ToString; + var ASM_CONSTS = { 39368: () => Module2.getRandomValue(), 39404: () => { + if (Module2.getRandomValue === void 0) { + try { + var window_2 = "object" === typeof window ? window : self; + var crypto_2 = typeof window_2.crypto !== "undefined" ? window_2.crypto : window_2.msCrypto; + crypto_2 = crypto_2 === void 0 ? crypto3 : crypto_2; + var randomValuesStandard2 = function() { + var buf = new Uint32Array(1); + crypto_2.getRandomValues(buf); + return buf[0] >>> 0; + }; + randomValuesStandard2(); + Module2.getRandomValue = randomValuesStandard2; + } catch (e) { + try { + var crypto3 = require_crypto(); + var randomValueNodeJS2 = function() { + var buf = crypto3["randomBytes"](4); + return (buf[0] << 24 | buf[1] << 16 | buf[2] << 8 | buf[3]) >>> 0; + }; + randomValueNodeJS2(); + Module2.getRandomValue = randomValueNodeJS2; + } catch (e2) { + throw "No secure random number generator found"; + } + } + } + } }; + var _crypto_aead_aegis128l_keybytes, _crypto_aead_aegis128l_nsecbytes, _crypto_aead_aegis128l_npubbytes, _crypto_aead_aegis128l_abytes, _crypto_aead_aegis128l_messagebytes_max, _crypto_aead_aegis128l_keygen, _crypto_aead_aegis128l_encrypt, _crypto_aead_aegis128l_encrypt_detached, _crypto_aead_aegis128l_decrypt, _crypto_aead_aegis128l_decrypt_detached, _crypto_aead_aegis256_keybytes, _crypto_aead_aegis256_nsecbytes, _crypto_aead_aegis256_npubbytes, _crypto_aead_aegis256_abytes, _crypto_aead_aegis256_messagebytes_max, _crypto_aead_aegis256_keygen, _crypto_aead_aegis256_encrypt, _crypto_aead_aegis256_encrypt_detached, _crypto_aead_aegis256_decrypt, _crypto_aead_aegis256_decrypt_detached, _crypto_aead_aes256gcm_is_available, _crypto_aead_chacha20poly1305_encrypt_detached, _crypto_aead_chacha20poly1305_encrypt, _crypto_aead_chacha20poly1305_ietf_encrypt_detached, _crypto_aead_chacha20poly1305_ietf_encrypt, _crypto_aead_chacha20poly1305_decrypt_detached, _crypto_aead_chacha20poly1305_decrypt, _crypto_aead_chacha20poly1305_ietf_decrypt_detached, _crypto_aead_chacha20poly1305_ietf_decrypt, _crypto_aead_chacha20poly1305_ietf_keybytes, _crypto_aead_chacha20poly1305_ietf_npubbytes, _crypto_aead_chacha20poly1305_ietf_nsecbytes, _crypto_aead_chacha20poly1305_ietf_abytes, _crypto_aead_chacha20poly1305_ietf_messagebytes_max, _crypto_aead_chacha20poly1305_ietf_keygen, _crypto_aead_chacha20poly1305_keybytes, _crypto_aead_chacha20poly1305_npubbytes, _crypto_aead_chacha20poly1305_nsecbytes, _crypto_aead_chacha20poly1305_abytes, _crypto_aead_chacha20poly1305_messagebytes_max, _crypto_aead_chacha20poly1305_keygen, _crypto_aead_xchacha20poly1305_ietf_encrypt_detached, _crypto_aead_xchacha20poly1305_ietf_encrypt, _crypto_aead_xchacha20poly1305_ietf_decrypt_detached, _crypto_aead_xchacha20poly1305_ietf_decrypt, _crypto_aead_xchacha20poly1305_ietf_keybytes, _crypto_aead_xchacha20poly1305_ietf_npubbytes, _crypto_aead_xchacha20poly1305_ietf_nsecbytes, _crypto_aead_xchacha20poly1305_ietf_abytes, _crypto_aead_xchacha20poly1305_ietf_messagebytes_max, _crypto_aead_xchacha20poly1305_ietf_keygen, _crypto_auth_bytes, _crypto_auth_keybytes, _crypto_auth, _crypto_auth_verify, _crypto_auth_keygen, _crypto_box_seedbytes, _crypto_box_publickeybytes, _crypto_box_secretkeybytes, _crypto_box_beforenmbytes, _crypto_box_noncebytes, _crypto_box_macbytes, _crypto_box_messagebytes_max, _crypto_box_seed_keypair, _crypto_box_keypair, _crypto_box_beforenm, _crypto_box_detached_afternm, _crypto_box_detached, _crypto_box_easy_afternm, _crypto_box_easy, _crypto_box_open_detached_afternm, _crypto_box_open_detached, _crypto_box_open_easy_afternm, _crypto_box_open_easy, _crypto_box_seal, _crypto_box_seal_open, _crypto_box_sealbytes, _crypto_generichash_bytes_min, _crypto_generichash_bytes_max, _crypto_generichash_bytes, _crypto_generichash_keybytes_min, _crypto_generichash_keybytes_max, _crypto_generichash_keybytes, _crypto_generichash_statebytes, _crypto_generichash, _crypto_generichash_init, _crypto_generichash_update, _crypto_generichash_final, _crypto_generichash_keygen, _crypto_hash_bytes, _crypto_hash, _crypto_kdf_bytes_min, _crypto_kdf_bytes_max, _crypto_kdf_contextbytes, _crypto_kdf_keybytes, _crypto_kdf_derive_from_key, _crypto_kdf_keygen, _crypto_kdf_hkdf_sha256_extract_init, _crypto_kdf_hkdf_sha256_extract_update, _crypto_kdf_hkdf_sha256_extract_final, _crypto_kdf_hkdf_sha256_extract, _crypto_kdf_hkdf_sha256_keygen, _crypto_kdf_hkdf_sha256_expand, _crypto_kdf_hkdf_sha256_keybytes, _crypto_kdf_hkdf_sha256_bytes_min, _crypto_kdf_hkdf_sha256_bytes_max, _crypto_kdf_hkdf_sha256_statebytes, _crypto_kdf_hkdf_sha512_extract_init, _crypto_kdf_hkdf_sha512_extract_update, _crypto_kdf_hkdf_sha512_extract_final, _crypto_kdf_hkdf_sha512_extract, _crypto_kdf_hkdf_sha512_keygen, _crypto_kdf_hkdf_sha512_expand, _crypto_kdf_hkdf_sha512_keybytes, _crypto_kdf_hkdf_sha512_bytes_min, _crypto_kdf_hkdf_sha512_bytes_max, _crypto_kdf_hkdf_sha512_statebytes, _crypto_kx_seed_keypair, _crypto_kx_keypair, _crypto_kx_client_session_keys, _crypto_kx_server_session_keys, _crypto_kx_publickeybytes, _crypto_kx_secretkeybytes, _crypto_kx_seedbytes, _crypto_kx_sessionkeybytes, _crypto_scalarmult_base, _crypto_scalarmult, _crypto_scalarmult_bytes, _crypto_scalarmult_scalarbytes, _crypto_secretbox_keybytes, _crypto_secretbox_noncebytes, _crypto_secretbox_macbytes, _crypto_secretbox_messagebytes_max, _crypto_secretbox_keygen, _crypto_secretbox_detached, _crypto_secretbox_easy, _crypto_secretbox_open_detached, _crypto_secretbox_open_easy, _crypto_secretstream_xchacha20poly1305_keygen, _crypto_secretstream_xchacha20poly1305_init_push, _crypto_secretstream_xchacha20poly1305_init_pull, _crypto_secretstream_xchacha20poly1305_rekey, _crypto_secretstream_xchacha20poly1305_push, _crypto_secretstream_xchacha20poly1305_pull, _crypto_secretstream_xchacha20poly1305_statebytes, _crypto_secretstream_xchacha20poly1305_abytes, _crypto_secretstream_xchacha20poly1305_headerbytes, _crypto_secretstream_xchacha20poly1305_keybytes, _crypto_secretstream_xchacha20poly1305_messagebytes_max, _crypto_secretstream_xchacha20poly1305_tag_message, _crypto_secretstream_xchacha20poly1305_tag_push, _crypto_secretstream_xchacha20poly1305_tag_rekey, _crypto_secretstream_xchacha20poly1305_tag_final, _crypto_shorthash_bytes, _crypto_shorthash_keybytes, _crypto_shorthash, _crypto_shorthash_keygen, _crypto_sign_statebytes, _crypto_sign_bytes, _crypto_sign_seedbytes, _crypto_sign_publickeybytes, _crypto_sign_secretkeybytes, _crypto_sign_messagebytes_max, _crypto_sign_seed_keypair, _crypto_sign_keypair, _crypto_sign, _crypto_sign_open, _crypto_sign_detached, _crypto_sign_verify_detached, _crypto_sign_init, _crypto_sign_update, _crypto_sign_final_create, _crypto_sign_final_verify, _crypto_sign_ed25519_pk_to_curve25519, _crypto_sign_ed25519_sk_to_curve25519, _randombytes_random, _randombytes_stir, _randombytes_uniform, _randombytes_buf, _randombytes_buf_deterministic, _randombytes_seedbytes, _randombytes_close, _randombytes, _sodium_bin2hex, _sodium_hex2bin, _sodium_base64_encoded_len, _sodium_bin2base64, _sodium_base642bin, _sodium_init, _sodium_pad, _sodium_unpad, _sodium_version_string, _sodium_library_version_major, _sodium_library_version_minor, _sodium_library_minimal, _malloc, _free, dynCall_iiiji, dynCall_iiij, dynCall_iijii, dynCall_iiijiji, dynCall_iiijiii, memory, __indirect_function_table, wasmMemory; + function assignWasmExports(wasmExports2) { + _crypto_aead_aegis128l_keybytes = Module2["_crypto_aead_aegis128l_keybytes"] = wasmExports2["f"]; + _crypto_aead_aegis128l_nsecbytes = Module2["_crypto_aead_aegis128l_nsecbytes"] = wasmExports2["g"]; + _crypto_aead_aegis128l_npubbytes = Module2["_crypto_aead_aegis128l_npubbytes"] = wasmExports2["h"]; + _crypto_aead_aegis128l_abytes = Module2["_crypto_aead_aegis128l_abytes"] = wasmExports2["i"]; + _crypto_aead_aegis128l_messagebytes_max = Module2["_crypto_aead_aegis128l_messagebytes_max"] = wasmExports2["j"]; + _crypto_aead_aegis128l_keygen = Module2["_crypto_aead_aegis128l_keygen"] = wasmExports2["k"]; + _crypto_aead_aegis128l_encrypt = Module2["_crypto_aead_aegis128l_encrypt"] = wasmExports2["l"]; + _crypto_aead_aegis128l_encrypt_detached = Module2["_crypto_aead_aegis128l_encrypt_detached"] = wasmExports2["m"]; + _crypto_aead_aegis128l_decrypt = Module2["_crypto_aead_aegis128l_decrypt"] = wasmExports2["n"]; + _crypto_aead_aegis128l_decrypt_detached = Module2["_crypto_aead_aegis128l_decrypt_detached"] = wasmExports2["o"]; + _crypto_aead_aegis256_keybytes = Module2["_crypto_aead_aegis256_keybytes"] = wasmExports2["p"]; + _crypto_aead_aegis256_nsecbytes = Module2["_crypto_aead_aegis256_nsecbytes"] = wasmExports2["q"]; + _crypto_aead_aegis256_npubbytes = Module2["_crypto_aead_aegis256_npubbytes"] = wasmExports2["r"]; + _crypto_aead_aegis256_abytes = Module2["_crypto_aead_aegis256_abytes"] = wasmExports2["s"]; + _crypto_aead_aegis256_messagebytes_max = Module2["_crypto_aead_aegis256_messagebytes_max"] = wasmExports2["t"]; + _crypto_aead_aegis256_keygen = Module2["_crypto_aead_aegis256_keygen"] = wasmExports2["u"]; + _crypto_aead_aegis256_encrypt = Module2["_crypto_aead_aegis256_encrypt"] = wasmExports2["v"]; + _crypto_aead_aegis256_encrypt_detached = Module2["_crypto_aead_aegis256_encrypt_detached"] = wasmExports2["w"]; + _crypto_aead_aegis256_decrypt = Module2["_crypto_aead_aegis256_decrypt"] = wasmExports2["x"]; + _crypto_aead_aegis256_decrypt_detached = Module2["_crypto_aead_aegis256_decrypt_detached"] = wasmExports2["y"]; + _crypto_aead_aes256gcm_is_available = Module2["_crypto_aead_aes256gcm_is_available"] = wasmExports2["z"]; + _crypto_aead_chacha20poly1305_encrypt_detached = Module2["_crypto_aead_chacha20poly1305_encrypt_detached"] = wasmExports2["A"]; + _crypto_aead_chacha20poly1305_encrypt = Module2["_crypto_aead_chacha20poly1305_encrypt"] = wasmExports2["B"]; + _crypto_aead_chacha20poly1305_ietf_encrypt_detached = Module2["_crypto_aead_chacha20poly1305_ietf_encrypt_detached"] = wasmExports2["C"]; + _crypto_aead_chacha20poly1305_ietf_encrypt = Module2["_crypto_aead_chacha20poly1305_ietf_encrypt"] = wasmExports2["D"]; + _crypto_aead_chacha20poly1305_decrypt_detached = Module2["_crypto_aead_chacha20poly1305_decrypt_detached"] = wasmExports2["E"]; + _crypto_aead_chacha20poly1305_decrypt = Module2["_crypto_aead_chacha20poly1305_decrypt"] = wasmExports2["F"]; + _crypto_aead_chacha20poly1305_ietf_decrypt_detached = Module2["_crypto_aead_chacha20poly1305_ietf_decrypt_detached"] = wasmExports2["G"]; + _crypto_aead_chacha20poly1305_ietf_decrypt = Module2["_crypto_aead_chacha20poly1305_ietf_decrypt"] = wasmExports2["H"]; + _crypto_aead_chacha20poly1305_ietf_keybytes = Module2["_crypto_aead_chacha20poly1305_ietf_keybytes"] = wasmExports2["I"]; + _crypto_aead_chacha20poly1305_ietf_npubbytes = Module2["_crypto_aead_chacha20poly1305_ietf_npubbytes"] = wasmExports2["J"]; + _crypto_aead_chacha20poly1305_ietf_nsecbytes = Module2["_crypto_aead_chacha20poly1305_ietf_nsecbytes"] = wasmExports2["K"]; + _crypto_aead_chacha20poly1305_ietf_abytes = Module2["_crypto_aead_chacha20poly1305_ietf_abytes"] = wasmExports2["L"]; + _crypto_aead_chacha20poly1305_ietf_messagebytes_max = Module2["_crypto_aead_chacha20poly1305_ietf_messagebytes_max"] = wasmExports2["M"]; + _crypto_aead_chacha20poly1305_ietf_keygen = Module2["_crypto_aead_chacha20poly1305_ietf_keygen"] = wasmExports2["N"]; + _crypto_aead_chacha20poly1305_keybytes = Module2["_crypto_aead_chacha20poly1305_keybytes"] = wasmExports2["O"]; + _crypto_aead_chacha20poly1305_npubbytes = Module2["_crypto_aead_chacha20poly1305_npubbytes"] = wasmExports2["P"]; + _crypto_aead_chacha20poly1305_nsecbytes = Module2["_crypto_aead_chacha20poly1305_nsecbytes"] = wasmExports2["Q"]; + _crypto_aead_chacha20poly1305_abytes = Module2["_crypto_aead_chacha20poly1305_abytes"] = wasmExports2["R"]; + _crypto_aead_chacha20poly1305_messagebytes_max = Module2["_crypto_aead_chacha20poly1305_messagebytes_max"] = wasmExports2["S"]; + _crypto_aead_chacha20poly1305_keygen = Module2["_crypto_aead_chacha20poly1305_keygen"] = wasmExports2["T"]; + _crypto_aead_xchacha20poly1305_ietf_encrypt_detached = Module2["_crypto_aead_xchacha20poly1305_ietf_encrypt_detached"] = wasmExports2["U"]; + _crypto_aead_xchacha20poly1305_ietf_encrypt = Module2["_crypto_aead_xchacha20poly1305_ietf_encrypt"] = wasmExports2["V"]; + _crypto_aead_xchacha20poly1305_ietf_decrypt_detached = Module2["_crypto_aead_xchacha20poly1305_ietf_decrypt_detached"] = wasmExports2["W"]; + _crypto_aead_xchacha20poly1305_ietf_decrypt = Module2["_crypto_aead_xchacha20poly1305_ietf_decrypt"] = wasmExports2["X"]; + _crypto_aead_xchacha20poly1305_ietf_keybytes = Module2["_crypto_aead_xchacha20poly1305_ietf_keybytes"] = wasmExports2["Y"]; + _crypto_aead_xchacha20poly1305_ietf_npubbytes = Module2["_crypto_aead_xchacha20poly1305_ietf_npubbytes"] = wasmExports2["Z"]; + _crypto_aead_xchacha20poly1305_ietf_nsecbytes = Module2["_crypto_aead_xchacha20poly1305_ietf_nsecbytes"] = wasmExports2["_"]; + _crypto_aead_xchacha20poly1305_ietf_abytes = Module2["_crypto_aead_xchacha20poly1305_ietf_abytes"] = wasmExports2["$"]; + _crypto_aead_xchacha20poly1305_ietf_messagebytes_max = Module2["_crypto_aead_xchacha20poly1305_ietf_messagebytes_max"] = wasmExports2["aa"]; + _crypto_aead_xchacha20poly1305_ietf_keygen = Module2["_crypto_aead_xchacha20poly1305_ietf_keygen"] = wasmExports2["ba"]; + _crypto_auth_bytes = Module2["_crypto_auth_bytes"] = wasmExports2["ca"]; + _crypto_auth_keybytes = Module2["_crypto_auth_keybytes"] = wasmExports2["da"]; + _crypto_auth = Module2["_crypto_auth"] = wasmExports2["ea"]; + _crypto_auth_verify = Module2["_crypto_auth_verify"] = wasmExports2["fa"]; + _crypto_auth_keygen = Module2["_crypto_auth_keygen"] = wasmExports2["ga"]; + _crypto_box_seedbytes = Module2["_crypto_box_seedbytes"] = wasmExports2["ha"]; + _crypto_box_publickeybytes = Module2["_crypto_box_publickeybytes"] = wasmExports2["ia"]; + _crypto_box_secretkeybytes = Module2["_crypto_box_secretkeybytes"] = wasmExports2["ja"]; + _crypto_box_beforenmbytes = Module2["_crypto_box_beforenmbytes"] = wasmExports2["ka"]; + _crypto_box_noncebytes = Module2["_crypto_box_noncebytes"] = wasmExports2["la"]; + _crypto_box_macbytes = Module2["_crypto_box_macbytes"] = wasmExports2["ma"]; + _crypto_box_messagebytes_max = Module2["_crypto_box_messagebytes_max"] = wasmExports2["na"]; + _crypto_box_seed_keypair = Module2["_crypto_box_seed_keypair"] = wasmExports2["oa"]; + _crypto_box_keypair = Module2["_crypto_box_keypair"] = wasmExports2["pa"]; + _crypto_box_beforenm = Module2["_crypto_box_beforenm"] = wasmExports2["qa"]; + _crypto_box_detached_afternm = Module2["_crypto_box_detached_afternm"] = wasmExports2["ra"]; + _crypto_box_detached = Module2["_crypto_box_detached"] = wasmExports2["sa"]; + _crypto_box_easy_afternm = Module2["_crypto_box_easy_afternm"] = wasmExports2["ta"]; + _crypto_box_easy = Module2["_crypto_box_easy"] = wasmExports2["ua"]; + _crypto_box_open_detached_afternm = Module2["_crypto_box_open_detached_afternm"] = wasmExports2["va"]; + _crypto_box_open_detached = Module2["_crypto_box_open_detached"] = wasmExports2["wa"]; + _crypto_box_open_easy_afternm = Module2["_crypto_box_open_easy_afternm"] = wasmExports2["xa"]; + _crypto_box_open_easy = Module2["_crypto_box_open_easy"] = wasmExports2["ya"]; + _crypto_box_seal = Module2["_crypto_box_seal"] = wasmExports2["za"]; + _crypto_box_seal_open = Module2["_crypto_box_seal_open"] = wasmExports2["Aa"]; + _crypto_box_sealbytes = Module2["_crypto_box_sealbytes"] = wasmExports2["Ba"]; + _crypto_generichash_bytes_min = Module2["_crypto_generichash_bytes_min"] = wasmExports2["Ca"]; + _crypto_generichash_bytes_max = Module2["_crypto_generichash_bytes_max"] = wasmExports2["Da"]; + _crypto_generichash_bytes = Module2["_crypto_generichash_bytes"] = wasmExports2["Ea"]; + _crypto_generichash_keybytes_min = Module2["_crypto_generichash_keybytes_min"] = wasmExports2["Fa"]; + _crypto_generichash_keybytes_max = Module2["_crypto_generichash_keybytes_max"] = wasmExports2["Ga"]; + _crypto_generichash_keybytes = Module2["_crypto_generichash_keybytes"] = wasmExports2["Ha"]; + _crypto_generichash_statebytes = Module2["_crypto_generichash_statebytes"] = wasmExports2["Ia"]; + _crypto_generichash = Module2["_crypto_generichash"] = wasmExports2["Ja"]; + _crypto_generichash_init = Module2["_crypto_generichash_init"] = wasmExports2["Ka"]; + _crypto_generichash_update = Module2["_crypto_generichash_update"] = wasmExports2["La"]; + _crypto_generichash_final = Module2["_crypto_generichash_final"] = wasmExports2["Ma"]; + _crypto_generichash_keygen = Module2["_crypto_generichash_keygen"] = wasmExports2["Na"]; + _crypto_hash_bytes = Module2["_crypto_hash_bytes"] = wasmExports2["Oa"]; + _crypto_hash = Module2["_crypto_hash"] = wasmExports2["Pa"]; + _crypto_kdf_bytes_min = Module2["_crypto_kdf_bytes_min"] = wasmExports2["Qa"]; + _crypto_kdf_bytes_max = Module2["_crypto_kdf_bytes_max"] = wasmExports2["Ra"]; + _crypto_kdf_contextbytes = Module2["_crypto_kdf_contextbytes"] = wasmExports2["Sa"]; + _crypto_kdf_keybytes = Module2["_crypto_kdf_keybytes"] = wasmExports2["Ta"]; + _crypto_kdf_derive_from_key = Module2["_crypto_kdf_derive_from_key"] = wasmExports2["Ua"]; + _crypto_kdf_keygen = Module2["_crypto_kdf_keygen"] = wasmExports2["Va"]; + _crypto_kdf_hkdf_sha256_extract_init = Module2["_crypto_kdf_hkdf_sha256_extract_init"] = wasmExports2["Wa"]; + _crypto_kdf_hkdf_sha256_extract_update = Module2["_crypto_kdf_hkdf_sha256_extract_update"] = wasmExports2["Xa"]; + _crypto_kdf_hkdf_sha256_extract_final = Module2["_crypto_kdf_hkdf_sha256_extract_final"] = wasmExports2["Ya"]; + _crypto_kdf_hkdf_sha256_extract = Module2["_crypto_kdf_hkdf_sha256_extract"] = wasmExports2["Za"]; + _crypto_kdf_hkdf_sha256_keygen = Module2["_crypto_kdf_hkdf_sha256_keygen"] = wasmExports2["_a"]; + _crypto_kdf_hkdf_sha256_expand = Module2["_crypto_kdf_hkdf_sha256_expand"] = wasmExports2["$a"]; + _crypto_kdf_hkdf_sha256_keybytes = Module2["_crypto_kdf_hkdf_sha256_keybytes"] = wasmExports2["ab"]; + _crypto_kdf_hkdf_sha256_bytes_min = Module2["_crypto_kdf_hkdf_sha256_bytes_min"] = wasmExports2["bb"]; + _crypto_kdf_hkdf_sha256_bytes_max = Module2["_crypto_kdf_hkdf_sha256_bytes_max"] = wasmExports2["cb"]; + _crypto_kdf_hkdf_sha256_statebytes = Module2["_crypto_kdf_hkdf_sha256_statebytes"] = wasmExports2["db"]; + _crypto_kdf_hkdf_sha512_extract_init = Module2["_crypto_kdf_hkdf_sha512_extract_init"] = wasmExports2["eb"]; + _crypto_kdf_hkdf_sha512_extract_update = Module2["_crypto_kdf_hkdf_sha512_extract_update"] = wasmExports2["fb"]; + _crypto_kdf_hkdf_sha512_extract_final = Module2["_crypto_kdf_hkdf_sha512_extract_final"] = wasmExports2["gb"]; + _crypto_kdf_hkdf_sha512_extract = Module2["_crypto_kdf_hkdf_sha512_extract"] = wasmExports2["hb"]; + _crypto_kdf_hkdf_sha512_keygen = Module2["_crypto_kdf_hkdf_sha512_keygen"] = wasmExports2["ib"]; + _crypto_kdf_hkdf_sha512_expand = Module2["_crypto_kdf_hkdf_sha512_expand"] = wasmExports2["jb"]; + _crypto_kdf_hkdf_sha512_keybytes = Module2["_crypto_kdf_hkdf_sha512_keybytes"] = wasmExports2["kb"]; + _crypto_kdf_hkdf_sha512_bytes_min = Module2["_crypto_kdf_hkdf_sha512_bytes_min"] = wasmExports2["lb"]; + _crypto_kdf_hkdf_sha512_bytes_max = Module2["_crypto_kdf_hkdf_sha512_bytes_max"] = wasmExports2["mb"]; + _crypto_kdf_hkdf_sha512_statebytes = Module2["_crypto_kdf_hkdf_sha512_statebytes"] = wasmExports2["nb"]; + _crypto_kx_seed_keypair = Module2["_crypto_kx_seed_keypair"] = wasmExports2["ob"]; + _crypto_kx_keypair = Module2["_crypto_kx_keypair"] = wasmExports2["pb"]; + _crypto_kx_client_session_keys = Module2["_crypto_kx_client_session_keys"] = wasmExports2["qb"]; + _crypto_kx_server_session_keys = Module2["_crypto_kx_server_session_keys"] = wasmExports2["rb"]; + _crypto_kx_publickeybytes = Module2["_crypto_kx_publickeybytes"] = wasmExports2["sb"]; + _crypto_kx_secretkeybytes = Module2["_crypto_kx_secretkeybytes"] = wasmExports2["tb"]; + _crypto_kx_seedbytes = Module2["_crypto_kx_seedbytes"] = wasmExports2["ub"]; + _crypto_kx_sessionkeybytes = Module2["_crypto_kx_sessionkeybytes"] = wasmExports2["vb"]; + _crypto_scalarmult_base = Module2["_crypto_scalarmult_base"] = wasmExports2["wb"]; + _crypto_scalarmult = Module2["_crypto_scalarmult"] = wasmExports2["xb"]; + _crypto_scalarmult_bytes = Module2["_crypto_scalarmult_bytes"] = wasmExports2["yb"]; + _crypto_scalarmult_scalarbytes = Module2["_crypto_scalarmult_scalarbytes"] = wasmExports2["zb"]; + _crypto_secretbox_keybytes = Module2["_crypto_secretbox_keybytes"] = wasmExports2["Ab"]; + _crypto_secretbox_noncebytes = Module2["_crypto_secretbox_noncebytes"] = wasmExports2["Bb"]; + _crypto_secretbox_macbytes = Module2["_crypto_secretbox_macbytes"] = wasmExports2["Cb"]; + _crypto_secretbox_messagebytes_max = Module2["_crypto_secretbox_messagebytes_max"] = wasmExports2["Db"]; + _crypto_secretbox_keygen = Module2["_crypto_secretbox_keygen"] = wasmExports2["Eb"]; + _crypto_secretbox_detached = Module2["_crypto_secretbox_detached"] = wasmExports2["Fb"]; + _crypto_secretbox_easy = Module2["_crypto_secretbox_easy"] = wasmExports2["Gb"]; + _crypto_secretbox_open_detached = Module2["_crypto_secretbox_open_detached"] = wasmExports2["Hb"]; + _crypto_secretbox_open_easy = Module2["_crypto_secretbox_open_easy"] = wasmExports2["Ib"]; + _crypto_secretstream_xchacha20poly1305_keygen = Module2["_crypto_secretstream_xchacha20poly1305_keygen"] = wasmExports2["Jb"]; + _crypto_secretstream_xchacha20poly1305_init_push = Module2["_crypto_secretstream_xchacha20poly1305_init_push"] = wasmExports2["Kb"]; + _crypto_secretstream_xchacha20poly1305_init_pull = Module2["_crypto_secretstream_xchacha20poly1305_init_pull"] = wasmExports2["Lb"]; + _crypto_secretstream_xchacha20poly1305_rekey = Module2["_crypto_secretstream_xchacha20poly1305_rekey"] = wasmExports2["Mb"]; + _crypto_secretstream_xchacha20poly1305_push = Module2["_crypto_secretstream_xchacha20poly1305_push"] = wasmExports2["Nb"]; + _crypto_secretstream_xchacha20poly1305_pull = Module2["_crypto_secretstream_xchacha20poly1305_pull"] = wasmExports2["Ob"]; + _crypto_secretstream_xchacha20poly1305_statebytes = Module2["_crypto_secretstream_xchacha20poly1305_statebytes"] = wasmExports2["Pb"]; + _crypto_secretstream_xchacha20poly1305_abytes = Module2["_crypto_secretstream_xchacha20poly1305_abytes"] = wasmExports2["Qb"]; + _crypto_secretstream_xchacha20poly1305_headerbytes = Module2["_crypto_secretstream_xchacha20poly1305_headerbytes"] = wasmExports2["Rb"]; + _crypto_secretstream_xchacha20poly1305_keybytes = Module2["_crypto_secretstream_xchacha20poly1305_keybytes"] = wasmExports2["Sb"]; + _crypto_secretstream_xchacha20poly1305_messagebytes_max = Module2["_crypto_secretstream_xchacha20poly1305_messagebytes_max"] = wasmExports2["Tb"]; + _crypto_secretstream_xchacha20poly1305_tag_message = Module2["_crypto_secretstream_xchacha20poly1305_tag_message"] = wasmExports2["Ub"]; + _crypto_secretstream_xchacha20poly1305_tag_push = Module2["_crypto_secretstream_xchacha20poly1305_tag_push"] = wasmExports2["Vb"]; + _crypto_secretstream_xchacha20poly1305_tag_rekey = Module2["_crypto_secretstream_xchacha20poly1305_tag_rekey"] = wasmExports2["Wb"]; + _crypto_secretstream_xchacha20poly1305_tag_final = Module2["_crypto_secretstream_xchacha20poly1305_tag_final"] = wasmExports2["Xb"]; + _crypto_shorthash_bytes = Module2["_crypto_shorthash_bytes"] = wasmExports2["Yb"]; + _crypto_shorthash_keybytes = Module2["_crypto_shorthash_keybytes"] = wasmExports2["Zb"]; + _crypto_shorthash = Module2["_crypto_shorthash"] = wasmExports2["_b"]; + _crypto_shorthash_keygen = Module2["_crypto_shorthash_keygen"] = wasmExports2["$b"]; + _crypto_sign_statebytes = Module2["_crypto_sign_statebytes"] = wasmExports2["ac"]; + _crypto_sign_bytes = Module2["_crypto_sign_bytes"] = wasmExports2["bc"]; + _crypto_sign_seedbytes = Module2["_crypto_sign_seedbytes"] = wasmExports2["cc"]; + _crypto_sign_publickeybytes = Module2["_crypto_sign_publickeybytes"] = wasmExports2["dc"]; + _crypto_sign_secretkeybytes = Module2["_crypto_sign_secretkeybytes"] = wasmExports2["ec"]; + _crypto_sign_messagebytes_max = Module2["_crypto_sign_messagebytes_max"] = wasmExports2["fc"]; + _crypto_sign_seed_keypair = Module2["_crypto_sign_seed_keypair"] = wasmExports2["gc"]; + _crypto_sign_keypair = Module2["_crypto_sign_keypair"] = wasmExports2["hc"]; + _crypto_sign = Module2["_crypto_sign"] = wasmExports2["ic"]; + _crypto_sign_open = Module2["_crypto_sign_open"] = wasmExports2["jc"]; + _crypto_sign_detached = Module2["_crypto_sign_detached"] = wasmExports2["kc"]; + _crypto_sign_verify_detached = Module2["_crypto_sign_verify_detached"] = wasmExports2["lc"]; + _crypto_sign_init = Module2["_crypto_sign_init"] = wasmExports2["mc"]; + _crypto_sign_update = Module2["_crypto_sign_update"] = wasmExports2["nc"]; + _crypto_sign_final_create = Module2["_crypto_sign_final_create"] = wasmExports2["oc"]; + _crypto_sign_final_verify = Module2["_crypto_sign_final_verify"] = wasmExports2["pc"]; + _crypto_sign_ed25519_pk_to_curve25519 = Module2["_crypto_sign_ed25519_pk_to_curve25519"] = wasmExports2["qc"]; + _crypto_sign_ed25519_sk_to_curve25519 = Module2["_crypto_sign_ed25519_sk_to_curve25519"] = wasmExports2["rc"]; + _randombytes_random = Module2["_randombytes_random"] = wasmExports2["sc"]; + _randombytes_stir = Module2["_randombytes_stir"] = wasmExports2["tc"]; + _randombytes_uniform = Module2["_randombytes_uniform"] = wasmExports2["uc"]; + _randombytes_buf = Module2["_randombytes_buf"] = wasmExports2["vc"]; + _randombytes_buf_deterministic = Module2["_randombytes_buf_deterministic"] = wasmExports2["wc"]; + _randombytes_seedbytes = Module2["_randombytes_seedbytes"] = wasmExports2["xc"]; + _randombytes_close = Module2["_randombytes_close"] = wasmExports2["yc"]; + _randombytes = Module2["_randombytes"] = wasmExports2["zc"]; + _sodium_bin2hex = Module2["_sodium_bin2hex"] = wasmExports2["Ac"]; + _sodium_hex2bin = Module2["_sodium_hex2bin"] = wasmExports2["Bc"]; + _sodium_base64_encoded_len = Module2["_sodium_base64_encoded_len"] = wasmExports2["Cc"]; + _sodium_bin2base64 = Module2["_sodium_bin2base64"] = wasmExports2["Dc"]; + _sodium_base642bin = Module2["_sodium_base642bin"] = wasmExports2["Ec"]; + _sodium_init = Module2["_sodium_init"] = wasmExports2["Fc"]; + _sodium_pad = Module2["_sodium_pad"] = wasmExports2["Gc"]; + _sodium_unpad = Module2["_sodium_unpad"] = wasmExports2["Hc"]; + _sodium_version_string = Module2["_sodium_version_string"] = wasmExports2["Ic"]; + _sodium_library_version_major = Module2["_sodium_library_version_major"] = wasmExports2["Jc"]; + _sodium_library_version_minor = Module2["_sodium_library_version_minor"] = wasmExports2["Kc"]; + _sodium_library_minimal = Module2["_sodium_library_minimal"] = wasmExports2["Lc"]; + _malloc = Module2["_malloc"] = wasmExports2["Mc"]; + _free = Module2["_free"] = wasmExports2["Nc"]; + dynCall_iiiji = wasmExports2["dynCall_iiiji"]; + dynCall_iiij = wasmExports2["dynCall_iiij"]; + dynCall_iijii = wasmExports2["dynCall_iijii"]; + dynCall_iiijiji = wasmExports2["dynCall_iiijiji"]; + dynCall_iiijiii = wasmExports2["dynCall_iiijiii"]; + memory = wasmMemory = wasmExports2["e"]; + __indirect_function_table = wasmExports2["__indirect_function_table"]; + } + var wasmImports = { b: ___assert_fail, c: __abort_js, a: _emscripten_asm_const_int, d: _emscripten_resize_heap }; + function run() { + if (runDependencies > 0) { + dependenciesFulfilled = run; + return; + } + preRun(); + if (runDependencies > 0) { + dependenciesFulfilled = run; + return; + } + function doRun() { + Module2["calledRun"] = true; + if (ABORT) return; + initRuntime(); + Module2["onRuntimeInitialized"]?.(); + postRun(); + } + if (Module2["setStatus"]) { + Module2["setStatus"]("Running..."); + setTimeout(() => { + setTimeout(() => Module2["setStatus"](""), 1); + doRun(); + }, 1); + } else { + doRun(); + } + } + var wasmExports; + createWasm(); + run(); + }).catch(function() { + return _Module.useBackupModule(); + }); + return Module; + } + if (typeof define === "function" && define.amd) { + define(["exports"], expose_libsodium); + } else if (typeof exports === "object" && typeof exports.nodeName !== "string") { + expose_libsodium(exports); + } else { + root.libsodium = expose_libsodium(root.libsodium_mod || (root.commonJsStrict = {})); + } + })(exports); + } +}); + +// ../../node_modules/libsodium-wrappers/dist/modules/libsodium-wrappers.js +var require_libsodium_wrappers = __commonJS({ + "../../node_modules/libsodium-wrappers/dist/modules/libsodium-wrappers.js"(exports) { + !(function(e) { + function a(e2, a2) { + "use strict"; + var r2, t = "uint8array", _ = a2.ready.then((function() { + function t2() { + if (0 !== r2._sodium_init()) throw new Error("libsodium was not correctly initialized."); + for (var a3 = ["crypto_aead_aegis128l_decrypt", "crypto_aead_aegis128l_decrypt_detached", "crypto_aead_aegis128l_encrypt", "crypto_aead_aegis128l_encrypt_detached", "crypto_aead_aegis128l_keygen", "crypto_aead_aegis256_decrypt", "crypto_aead_aegis256_decrypt_detached", "crypto_aead_aegis256_encrypt", "crypto_aead_aegis256_encrypt_detached", "crypto_aead_aegis256_keygen", "crypto_aead_chacha20poly1305_decrypt", "crypto_aead_chacha20poly1305_decrypt_detached", "crypto_aead_chacha20poly1305_encrypt", "crypto_aead_chacha20poly1305_encrypt_detached", "crypto_aead_chacha20poly1305_ietf_decrypt", "crypto_aead_chacha20poly1305_ietf_decrypt_detached", "crypto_aead_chacha20poly1305_ietf_encrypt", "crypto_aead_chacha20poly1305_ietf_encrypt_detached", "crypto_aead_chacha20poly1305_ietf_keygen", "crypto_aead_chacha20poly1305_keygen", "crypto_aead_xchacha20poly1305_ietf_decrypt", "crypto_aead_xchacha20poly1305_ietf_decrypt_detached", "crypto_aead_xchacha20poly1305_ietf_encrypt", "crypto_aead_xchacha20poly1305_ietf_encrypt_detached", "crypto_aead_xchacha20poly1305_ietf_keygen", "crypto_auth", "crypto_auth_hmacsha256", "crypto_auth_hmacsha256_final", "crypto_auth_hmacsha256_init", "crypto_auth_hmacsha256_keygen", "crypto_auth_hmacsha256_update", "crypto_auth_hmacsha256_verify", "crypto_auth_hmacsha512", "crypto_auth_hmacsha512256", "crypto_auth_hmacsha512256_final", "crypto_auth_hmacsha512256_init", "crypto_auth_hmacsha512256_keygen", "crypto_auth_hmacsha512256_update", "crypto_auth_hmacsha512256_verify", "crypto_auth_hmacsha512_final", "crypto_auth_hmacsha512_init", "crypto_auth_hmacsha512_keygen", "crypto_auth_hmacsha512_update", "crypto_auth_hmacsha512_verify", "crypto_auth_keygen", "crypto_auth_verify", "crypto_box_beforenm", "crypto_box_curve25519xchacha20poly1305_beforenm", "crypto_box_curve25519xchacha20poly1305_detached", "crypto_box_curve25519xchacha20poly1305_detached_afternm", "crypto_box_curve25519xchacha20poly1305_easy", "crypto_box_curve25519xchacha20poly1305_easy_afternm", "crypto_box_curve25519xchacha20poly1305_keypair", "crypto_box_curve25519xchacha20poly1305_open_detached", "crypto_box_curve25519xchacha20poly1305_open_detached_afternm", "crypto_box_curve25519xchacha20poly1305_open_easy", "crypto_box_curve25519xchacha20poly1305_open_easy_afternm", "crypto_box_curve25519xchacha20poly1305_seal", "crypto_box_curve25519xchacha20poly1305_seal_open", "crypto_box_curve25519xchacha20poly1305_seed_keypair", "crypto_box_detached", "crypto_box_easy", "crypto_box_easy_afternm", "crypto_box_keypair", "crypto_box_open_detached", "crypto_box_open_easy", "crypto_box_open_easy_afternm", "crypto_box_seal", "crypto_box_seal_open", "crypto_box_seed_keypair", "crypto_core_ed25519_add", "crypto_core_ed25519_from_hash", "crypto_core_ed25519_from_uniform", "crypto_core_ed25519_is_valid_point", "crypto_core_ed25519_random", "crypto_core_ed25519_scalar_add", "crypto_core_ed25519_scalar_complement", "crypto_core_ed25519_scalar_invert", "crypto_core_ed25519_scalar_mul", "crypto_core_ed25519_scalar_negate", "crypto_core_ed25519_scalar_random", "crypto_core_ed25519_scalar_reduce", "crypto_core_ed25519_scalar_sub", "crypto_core_ed25519_sub", "crypto_core_hchacha20", "crypto_core_hsalsa20", "crypto_core_ristretto255_add", "crypto_core_ristretto255_from_hash", "crypto_core_ristretto255_is_valid_point", "crypto_core_ristretto255_random", "crypto_core_ristretto255_scalar_add", "crypto_core_ristretto255_scalar_complement", "crypto_core_ristretto255_scalar_invert", "crypto_core_ristretto255_scalar_mul", "crypto_core_ristretto255_scalar_negate", "crypto_core_ristretto255_scalar_random", "crypto_core_ristretto255_scalar_reduce", "crypto_core_ristretto255_scalar_sub", "crypto_core_ristretto255_sub", "crypto_generichash", "crypto_generichash_blake2b_salt_personal", "crypto_generichash_final", "crypto_generichash_init", "crypto_generichash_keygen", "crypto_generichash_update", "crypto_hash", "crypto_hash_sha256", "crypto_hash_sha256_final", "crypto_hash_sha256_init", "crypto_hash_sha256_update", "crypto_hash_sha512", "crypto_hash_sha512_final", "crypto_hash_sha512_init", "crypto_hash_sha512_update", "crypto_kdf_derive_from_key", "crypto_kdf_keygen", "crypto_kx_client_session_keys", "crypto_kx_keypair", "crypto_kx_seed_keypair", "crypto_kx_server_session_keys", "crypto_onetimeauth", "crypto_onetimeauth_final", "crypto_onetimeauth_init", "crypto_onetimeauth_keygen", "crypto_onetimeauth_update", "crypto_onetimeauth_verify", "crypto_pwhash", "crypto_pwhash_scryptsalsa208sha256", "crypto_pwhash_scryptsalsa208sha256_ll", "crypto_pwhash_scryptsalsa208sha256_str", "crypto_pwhash_scryptsalsa208sha256_str_verify", "crypto_pwhash_str", "crypto_pwhash_str_needs_rehash", "crypto_pwhash_str_verify", "crypto_scalarmult", "crypto_scalarmult_base", "crypto_scalarmult_ed25519", "crypto_scalarmult_ed25519_base", "crypto_scalarmult_ed25519_base_noclamp", "crypto_scalarmult_ed25519_noclamp", "crypto_scalarmult_ristretto255", "crypto_scalarmult_ristretto255_base", "crypto_secretbox_detached", "crypto_secretbox_easy", "crypto_secretbox_keygen", "crypto_secretbox_open_detached", "crypto_secretbox_open_easy", "crypto_secretstream_xchacha20poly1305_init_pull", "crypto_secretstream_xchacha20poly1305_init_push", "crypto_secretstream_xchacha20poly1305_keygen", "crypto_secretstream_xchacha20poly1305_pull", "crypto_secretstream_xchacha20poly1305_push", "crypto_secretstream_xchacha20poly1305_rekey", "crypto_shorthash", "crypto_shorthash_keygen", "crypto_shorthash_siphashx24", "crypto_sign", "crypto_sign_detached", "crypto_sign_ed25519_pk_to_curve25519", "crypto_sign_ed25519_sk_to_curve25519", "crypto_sign_ed25519_sk_to_pk", "crypto_sign_ed25519_sk_to_seed", "crypto_sign_final_create", "crypto_sign_final_verify", "crypto_sign_init", "crypto_sign_keypair", "crypto_sign_open", "crypto_sign_seed_keypair", "crypto_sign_update", "crypto_sign_verify_detached", "crypto_stream_chacha20", "crypto_stream_chacha20_ietf_xor", "crypto_stream_chacha20_ietf_xor_ic", "crypto_stream_chacha20_keygen", "crypto_stream_chacha20_xor", "crypto_stream_chacha20_xor_ic", "crypto_stream_keygen", "crypto_stream_xchacha20_keygen", "crypto_stream_xchacha20_xor", "crypto_stream_xchacha20_xor_ic", "randombytes_buf", "randombytes_buf_deterministic", "randombytes_close", "randombytes_random", "randombytes_set_implementation", "randombytes_stir", "randombytes_uniform", "sodium_version_string"], t3 = [x, k, S, T, w, Y, B, A, M, I, K, N, L, O, U, C, P, R, X, G, D, F, V, H, W, q, j, z, J, Q, Z, $, ee, ae, re, te, _e, ne, se, ce, he, oe, pe, ye, ie, le, ue, de, ve, ge, be, fe, me, Ee, xe, ke, Se, Te, we, Ye, Be, Ae, Me, Ie, Ke, Ne, Le, Oe, Ue, Ce, Pe, Re, Xe, Ge, De, Fe, Ve, He, We, qe, je, ze, Je, Qe, Ze, $e, ea, aa, ra, ta, _a, na, sa, ca, ha, oa, pa, ya, ia, la, ua, da, va, ga, ba, fa, ma, Ea, xa, ka, Sa, Ta, wa, Ya, Ba, Aa, Ma, Ia, Ka, Na, La, Oa, Ua, Ca, Pa, Ra, Xa, Ga, Da, Fa, Va, Ha, Wa, qa, ja, za, Ja, Qa, Za, $a, er, ar, rr, tr, _r, nr, sr, cr, hr, or, pr, yr, ir, lr, ur, dr, vr, gr, br, fr, mr, Er, xr, kr, Sr, Tr, wr, Yr, Br, Ar, Mr, Ir, Kr, Nr, Lr, Or, Ur, Cr, Pr, Rr, Xr, Gr, Dr, Fr, Vr, Hr, Wr, qr], _3 = 0; _3 < t3.length; _3++) "function" == typeof r2["_" + a3[_3]] && (e2[a3[_3]] = t3[_3]); + var n3 = ["SODIUM_LIBRARY_VERSION_MAJOR", "SODIUM_LIBRARY_VERSION_MINOR", "crypto_aead_aegis128l_ABYTES", "crypto_aead_aegis128l_KEYBYTES", "crypto_aead_aegis128l_MESSAGEBYTES_MAX", "crypto_aead_aegis128l_NPUBBYTES", "crypto_aead_aegis128l_NSECBYTES", "crypto_aead_aegis256_ABYTES", "crypto_aead_aegis256_KEYBYTES", "crypto_aead_aegis256_MESSAGEBYTES_MAX", "crypto_aead_aegis256_NPUBBYTES", "crypto_aead_aegis256_NSECBYTES", "crypto_aead_aes256gcm_ABYTES", "crypto_aead_aes256gcm_KEYBYTES", "crypto_aead_aes256gcm_MESSAGEBYTES_MAX", "crypto_aead_aes256gcm_NPUBBYTES", "crypto_aead_aes256gcm_NSECBYTES", "crypto_aead_chacha20poly1305_ABYTES", "crypto_aead_chacha20poly1305_IETF_ABYTES", "crypto_aead_chacha20poly1305_IETF_KEYBYTES", "crypto_aead_chacha20poly1305_IETF_MESSAGEBYTES_MAX", "crypto_aead_chacha20poly1305_IETF_NPUBBYTES", "crypto_aead_chacha20poly1305_IETF_NSECBYTES", "crypto_aead_chacha20poly1305_KEYBYTES", "crypto_aead_chacha20poly1305_MESSAGEBYTES_MAX", "crypto_aead_chacha20poly1305_NPUBBYTES", "crypto_aead_chacha20poly1305_NSECBYTES", "crypto_aead_chacha20poly1305_ietf_ABYTES", "crypto_aead_chacha20poly1305_ietf_KEYBYTES", "crypto_aead_chacha20poly1305_ietf_MESSAGEBYTES_MAX", "crypto_aead_chacha20poly1305_ietf_NPUBBYTES", "crypto_aead_chacha20poly1305_ietf_NSECBYTES", "crypto_aead_xchacha20poly1305_IETF_ABYTES", "crypto_aead_xchacha20poly1305_IETF_KEYBYTES", "crypto_aead_xchacha20poly1305_IETF_MESSAGEBYTES_MAX", "crypto_aead_xchacha20poly1305_IETF_NPUBBYTES", "crypto_aead_xchacha20poly1305_IETF_NSECBYTES", "crypto_aead_xchacha20poly1305_ietf_ABYTES", "crypto_aead_xchacha20poly1305_ietf_KEYBYTES", "crypto_aead_xchacha20poly1305_ietf_MESSAGEBYTES_MAX", "crypto_aead_xchacha20poly1305_ietf_NPUBBYTES", "crypto_aead_xchacha20poly1305_ietf_NSECBYTES", "crypto_auth_BYTES", "crypto_auth_KEYBYTES", "crypto_auth_hmacsha256_BYTES", "crypto_auth_hmacsha256_KEYBYTES", "crypto_auth_hmacsha512256_BYTES", "crypto_auth_hmacsha512256_KEYBYTES", "crypto_auth_hmacsha512_BYTES", "crypto_auth_hmacsha512_KEYBYTES", "crypto_box_BEFORENMBYTES", "crypto_box_MACBYTES", "crypto_box_MESSAGEBYTES_MAX", "crypto_box_NONCEBYTES", "crypto_box_PUBLICKEYBYTES", "crypto_box_SEALBYTES", "crypto_box_SECRETKEYBYTES", "crypto_box_SEEDBYTES", "crypto_box_curve25519xchacha20poly1305_BEFORENMBYTES", "crypto_box_curve25519xchacha20poly1305_MACBYTES", "crypto_box_curve25519xchacha20poly1305_MESSAGEBYTES_MAX", "crypto_box_curve25519xchacha20poly1305_NONCEBYTES", "crypto_box_curve25519xchacha20poly1305_PUBLICKEYBYTES", "crypto_box_curve25519xchacha20poly1305_SEALBYTES", "crypto_box_curve25519xchacha20poly1305_SECRETKEYBYTES", "crypto_box_curve25519xchacha20poly1305_SEEDBYTES", "crypto_box_curve25519xsalsa20poly1305_BEFORENMBYTES", "crypto_box_curve25519xsalsa20poly1305_MACBYTES", "crypto_box_curve25519xsalsa20poly1305_MESSAGEBYTES_MAX", "crypto_box_curve25519xsalsa20poly1305_NONCEBYTES", "crypto_box_curve25519xsalsa20poly1305_PUBLICKEYBYTES", "crypto_box_curve25519xsalsa20poly1305_SECRETKEYBYTES", "crypto_box_curve25519xsalsa20poly1305_SEEDBYTES", "crypto_core_ed25519_BYTES", "crypto_core_ed25519_HASHBYTES", "crypto_core_ed25519_NONREDUCEDSCALARBYTES", "crypto_core_ed25519_SCALARBYTES", "crypto_core_ed25519_UNIFORMBYTES", "crypto_core_hchacha20_CONSTBYTES", "crypto_core_hchacha20_INPUTBYTES", "crypto_core_hchacha20_KEYBYTES", "crypto_core_hchacha20_OUTPUTBYTES", "crypto_core_hsalsa20_CONSTBYTES", "crypto_core_hsalsa20_INPUTBYTES", "crypto_core_hsalsa20_KEYBYTES", "crypto_core_hsalsa20_OUTPUTBYTES", "crypto_core_ristretto255_BYTES", "crypto_core_ristretto255_HASHBYTES", "crypto_core_ristretto255_NONREDUCEDSCALARBYTES", "crypto_core_ristretto255_SCALARBYTES", "crypto_core_salsa2012_CONSTBYTES", "crypto_core_salsa2012_INPUTBYTES", "crypto_core_salsa2012_KEYBYTES", "crypto_core_salsa2012_OUTPUTBYTES", "crypto_core_salsa208_CONSTBYTES", "crypto_core_salsa208_INPUTBYTES", "crypto_core_salsa208_KEYBYTES", "crypto_core_salsa208_OUTPUTBYTES", "crypto_core_salsa20_CONSTBYTES", "crypto_core_salsa20_INPUTBYTES", "crypto_core_salsa20_KEYBYTES", "crypto_core_salsa20_OUTPUTBYTES", "crypto_generichash_BYTES", "crypto_generichash_BYTES_MAX", "crypto_generichash_BYTES_MIN", "crypto_generichash_KEYBYTES", "crypto_generichash_KEYBYTES_MAX", "crypto_generichash_KEYBYTES_MIN", "crypto_generichash_blake2b_BYTES", "crypto_generichash_blake2b_BYTES_MAX", "crypto_generichash_blake2b_BYTES_MIN", "crypto_generichash_blake2b_KEYBYTES", "crypto_generichash_blake2b_KEYBYTES_MAX", "crypto_generichash_blake2b_KEYBYTES_MIN", "crypto_generichash_blake2b_PERSONALBYTES", "crypto_generichash_blake2b_SALTBYTES", "crypto_hash_BYTES", "crypto_hash_sha256_BYTES", "crypto_hash_sha512_BYTES", "crypto_kdf_BYTES_MAX", "crypto_kdf_BYTES_MIN", "crypto_kdf_CONTEXTBYTES", "crypto_kdf_KEYBYTES", "crypto_kdf_blake2b_BYTES_MAX", "crypto_kdf_blake2b_BYTES_MIN", "crypto_kdf_blake2b_CONTEXTBYTES", "crypto_kdf_blake2b_KEYBYTES", "crypto_kdf_hkdf_sha256_BYTES_MAX", "crypto_kdf_hkdf_sha256_BYTES_MIN", "crypto_kdf_hkdf_sha256_KEYBYTES", "crypto_kdf_hkdf_sha512_BYTES_MAX", "crypto_kdf_hkdf_sha512_BYTES_MIN", "crypto_kdf_hkdf_sha512_KEYBYTES", "crypto_kx_PUBLICKEYBYTES", "crypto_kx_SECRETKEYBYTES", "crypto_kx_SEEDBYTES", "crypto_kx_SESSIONKEYBYTES", "crypto_onetimeauth_BYTES", "crypto_onetimeauth_KEYBYTES", "crypto_onetimeauth_poly1305_BYTES", "crypto_onetimeauth_poly1305_KEYBYTES", "crypto_pwhash_ALG_ARGON2I13", "crypto_pwhash_ALG_ARGON2ID13", "crypto_pwhash_ALG_DEFAULT", "crypto_pwhash_BYTES_MAX", "crypto_pwhash_BYTES_MIN", "crypto_pwhash_MEMLIMIT_INTERACTIVE", "crypto_pwhash_MEMLIMIT_MAX", "crypto_pwhash_MEMLIMIT_MIN", "crypto_pwhash_MEMLIMIT_MODERATE", "crypto_pwhash_MEMLIMIT_SENSITIVE", "crypto_pwhash_OPSLIMIT_INTERACTIVE", "crypto_pwhash_OPSLIMIT_MAX", "crypto_pwhash_OPSLIMIT_MIN", "crypto_pwhash_OPSLIMIT_MODERATE", "crypto_pwhash_OPSLIMIT_SENSITIVE", "crypto_pwhash_PASSWD_MAX", "crypto_pwhash_PASSWD_MIN", "crypto_pwhash_SALTBYTES", "crypto_pwhash_STRBYTES", "crypto_pwhash_argon2i_BYTES_MAX", "crypto_pwhash_argon2i_BYTES_MIN", "crypto_pwhash_argon2i_MEMLIMIT_INTERACTIVE", "crypto_pwhash_argon2i_MEMLIMIT_MAX", "crypto_pwhash_argon2i_MEMLIMIT_MIN", "crypto_pwhash_argon2i_MEMLIMIT_MODERATE", "crypto_pwhash_argon2i_MEMLIMIT_SENSITIVE", "crypto_pwhash_argon2i_OPSLIMIT_INTERACTIVE", "crypto_pwhash_argon2i_OPSLIMIT_MAX", "crypto_pwhash_argon2i_OPSLIMIT_MIN", "crypto_pwhash_argon2i_OPSLIMIT_MODERATE", "crypto_pwhash_argon2i_OPSLIMIT_SENSITIVE", "crypto_pwhash_argon2i_PASSWD_MAX", "crypto_pwhash_argon2i_PASSWD_MIN", "crypto_pwhash_argon2i_SALTBYTES", "crypto_pwhash_argon2i_STRBYTES", "crypto_pwhash_argon2id_BYTES_MAX", "crypto_pwhash_argon2id_BYTES_MIN", "crypto_pwhash_argon2id_MEMLIMIT_INTERACTIVE", "crypto_pwhash_argon2id_MEMLIMIT_MAX", "crypto_pwhash_argon2id_MEMLIMIT_MIN", "crypto_pwhash_argon2id_MEMLIMIT_MODERATE", "crypto_pwhash_argon2id_MEMLIMIT_SENSITIVE", "crypto_pwhash_argon2id_OPSLIMIT_INTERACTIVE", "crypto_pwhash_argon2id_OPSLIMIT_MAX", "crypto_pwhash_argon2id_OPSLIMIT_MIN", "crypto_pwhash_argon2id_OPSLIMIT_MODERATE", "crypto_pwhash_argon2id_OPSLIMIT_SENSITIVE", "crypto_pwhash_argon2id_PASSWD_MAX", "crypto_pwhash_argon2id_PASSWD_MIN", "crypto_pwhash_argon2id_SALTBYTES", "crypto_pwhash_argon2id_STRBYTES", "crypto_pwhash_scryptsalsa208sha256_BYTES_MAX", "crypto_pwhash_scryptsalsa208sha256_BYTES_MIN", "crypto_pwhash_scryptsalsa208sha256_MEMLIMIT_INTERACTIVE", "crypto_pwhash_scryptsalsa208sha256_MEMLIMIT_MAX", "crypto_pwhash_scryptsalsa208sha256_MEMLIMIT_MIN", "crypto_pwhash_scryptsalsa208sha256_MEMLIMIT_SENSITIVE", "crypto_pwhash_scryptsalsa208sha256_OPSLIMIT_INTERACTIVE", "crypto_pwhash_scryptsalsa208sha256_OPSLIMIT_MAX", "crypto_pwhash_scryptsalsa208sha256_OPSLIMIT_MIN", "crypto_pwhash_scryptsalsa208sha256_OPSLIMIT_SENSITIVE", "crypto_pwhash_scryptsalsa208sha256_PASSWD_MAX", "crypto_pwhash_scryptsalsa208sha256_PASSWD_MIN", "crypto_pwhash_scryptsalsa208sha256_SALTBYTES", "crypto_pwhash_scryptsalsa208sha256_STRBYTES", "crypto_scalarmult_BYTES", "crypto_scalarmult_SCALARBYTES", "crypto_scalarmult_curve25519_BYTES", "crypto_scalarmult_curve25519_SCALARBYTES", "crypto_scalarmult_ed25519_BYTES", "crypto_scalarmult_ed25519_SCALARBYTES", "crypto_scalarmult_ristretto255_BYTES", "crypto_scalarmult_ristretto255_SCALARBYTES", "crypto_secretbox_KEYBYTES", "crypto_secretbox_MACBYTES", "crypto_secretbox_MESSAGEBYTES_MAX", "crypto_secretbox_NONCEBYTES", "crypto_secretbox_xchacha20poly1305_KEYBYTES", "crypto_secretbox_xchacha20poly1305_MACBYTES", "crypto_secretbox_xchacha20poly1305_MESSAGEBYTES_MAX", "crypto_secretbox_xchacha20poly1305_NONCEBYTES", "crypto_secretbox_xsalsa20poly1305_KEYBYTES", "crypto_secretbox_xsalsa20poly1305_MACBYTES", "crypto_secretbox_xsalsa20poly1305_MESSAGEBYTES_MAX", "crypto_secretbox_xsalsa20poly1305_NONCEBYTES", "crypto_secretstream_xchacha20poly1305_ABYTES", "crypto_secretstream_xchacha20poly1305_HEADERBYTES", "crypto_secretstream_xchacha20poly1305_KEYBYTES", "crypto_secretstream_xchacha20poly1305_MESSAGEBYTES_MAX", "crypto_secretstream_xchacha20poly1305_TAG_FINAL", "crypto_secretstream_xchacha20poly1305_TAG_MESSAGE", "crypto_secretstream_xchacha20poly1305_TAG_PUSH", "crypto_secretstream_xchacha20poly1305_TAG_REKEY", "crypto_shorthash_BYTES", "crypto_shorthash_KEYBYTES", "crypto_shorthash_siphash24_BYTES", "crypto_shorthash_siphash24_KEYBYTES", "crypto_shorthash_siphashx24_BYTES", "crypto_shorthash_siphashx24_KEYBYTES", "crypto_sign_BYTES", "crypto_sign_MESSAGEBYTES_MAX", "crypto_sign_PUBLICKEYBYTES", "crypto_sign_SECRETKEYBYTES", "crypto_sign_SEEDBYTES", "crypto_sign_ed25519_BYTES", "crypto_sign_ed25519_MESSAGEBYTES_MAX", "crypto_sign_ed25519_PUBLICKEYBYTES", "crypto_sign_ed25519_SECRETKEYBYTES", "crypto_sign_ed25519_SEEDBYTES", "crypto_stream_KEYBYTES", "crypto_stream_MESSAGEBYTES_MAX", "crypto_stream_NONCEBYTES", "crypto_stream_chacha20_IETF_KEYBYTES", "crypto_stream_chacha20_IETF_MESSAGEBYTES_MAX", "crypto_stream_chacha20_IETF_NONCEBYTES", "crypto_stream_chacha20_KEYBYTES", "crypto_stream_chacha20_MESSAGEBYTES_MAX", "crypto_stream_chacha20_NONCEBYTES", "crypto_stream_chacha20_ietf_KEYBYTES", "crypto_stream_chacha20_ietf_MESSAGEBYTES_MAX", "crypto_stream_chacha20_ietf_NONCEBYTES", "crypto_stream_salsa2012_KEYBYTES", "crypto_stream_salsa2012_MESSAGEBYTES_MAX", "crypto_stream_salsa2012_NONCEBYTES", "crypto_stream_salsa208_KEYBYTES", "crypto_stream_salsa208_MESSAGEBYTES_MAX", "crypto_stream_salsa208_NONCEBYTES", "crypto_stream_salsa20_KEYBYTES", "crypto_stream_salsa20_MESSAGEBYTES_MAX", "crypto_stream_salsa20_NONCEBYTES", "crypto_stream_xchacha20_KEYBYTES", "crypto_stream_xchacha20_MESSAGEBYTES_MAX", "crypto_stream_xchacha20_NONCEBYTES", "crypto_stream_xsalsa20_KEYBYTES", "crypto_stream_xsalsa20_MESSAGEBYTES_MAX", "crypto_stream_xsalsa20_NONCEBYTES", "crypto_verify_16_BYTES", "crypto_verify_32_BYTES", "crypto_verify_64_BYTES"]; + for (_3 = 0; _3 < n3.length; _3++) "function" == typeof (c3 = r2["_" + n3[_3].toLowerCase()]) && (e2[n3[_3]] = c3()); + var s3 = ["SODIUM_VERSION_STRING", "crypto_pwhash_STRPREFIX", "crypto_pwhash_argon2i_STRPREFIX", "crypto_pwhash_argon2id_STRPREFIX", "crypto_pwhash_scryptsalsa208sha256_STRPREFIX"]; + for (_3 = 0; _3 < s3.length; _3++) { + var c3; + "function" == typeof (c3 = r2["_" + s3[_3].toLowerCase()]) && (e2[s3[_3]] = r2.UTF8ToString(c3())); + } + } + r2 = a2; + try { + t2(); + var _2 = new Uint8Array([98, 97, 108, 108, 115]), n2 = e2.randombytes_buf(e2.crypto_secretbox_NONCEBYTES), s2 = e2.randombytes_buf(e2.crypto_secretbox_KEYBYTES), c2 = e2.crypto_secretbox_easy(_2, n2, s2), h2 = e2.crypto_secretbox_open_easy(c2, n2, s2); + if (e2.memcmp(_2, h2)) return; + } catch (e3) { + if (null == r2.useBackupModule) throw new Error("Both wasm and asm failed to load" + e3); + } + r2.useBackupModule(), t2(); + })); + function n(e3) { + if ("function" == typeof TextEncoder) return new TextEncoder().encode(e3); + e3 = unescape(encodeURIComponent(e3)); + for (var a3 = new Uint8Array(e3.length), r3 = 0, t2 = e3.length; r3 < t2; r3++) a3[r3] = e3.charCodeAt(r3); + return a3; + } + function s(e3) { + if ("function" == typeof TextDecoder) return new TextDecoder("utf-8", { fatal: true }).decode(e3); + var a3 = 8192, r3 = Math.ceil(e3.length / a3); + if (r3 <= 1) try { + return decodeURIComponent(escape(String.fromCharCode.apply(null, e3))); + } catch (e4) { + throw new TypeError("The encoded data was not valid."); + } + for (var t2 = "", _2 = 0, n2 = 0; n2 < r3; n2++) { + var c2 = Array.prototype.slice.call(e3, n2 * a3 + _2, (n2 + 1) * a3 + _2); + if (0 != c2.length) { + var h2, o2 = c2.length, p2 = 0; + do { + var y2 = c2[--o2]; + y2 >= 240 ? (p2 = 4, h2 = true) : y2 >= 224 ? (p2 = 3, h2 = true) : y2 >= 192 ? (p2 = 2, h2 = true) : y2 < 128 && (p2 = 1, h2 = true); + } while (!h2); + for (var i2 = p2 - (c2.length - o2), l2 = 0; l2 < i2; l2++) _2--, c2.pop(); + t2 += s(c2); + } + } + return t2; + } + function c(e3) { + e3 = E(null, e3, "input"); + for (var a3, r3, t2, _2 = "", n2 = 0; n2 < e3.length; n2++) t2 = 87 + (r3 = 15 & e3[n2]) + (r3 - 10 >> 8 & -39) << 8 | 87 + (a3 = e3[n2] >>> 4) + (a3 - 10 >> 8 & -39), _2 += String.fromCharCode(255 & t2) + String.fromCharCode(t2 >>> 8); + return _2; + } + var h = { ORIGINAL: 1, ORIGINAL_NO_PADDING: 3, URLSAFE: 5, URLSAFE_NO_PADDING: 7 }; + function o(e3) { + if (null == e3) return h.URLSAFE_NO_PADDING; + if (e3 !== h.ORIGINAL && e3 !== h.ORIGINAL_NO_PADDING && e3 !== h.URLSAFE && e3 != h.URLSAFE_NO_PADDING) throw new Error("unsupported base64 variant"); + return e3; + } + function p(e3, a3) { + a3 = o(a3), e3 = E(_2, e3, "input"); + var t2, _2 = [], n2 = 0 | Math.floor(e3.length / 3), c2 = e3.length - 3 * n2, h2 = 4 * n2 + (0 !== c2 ? 2 & a3 ? 2 + (c2 >>> 1) : 4 : 0), p2 = new u(h2 + 1), y2 = d(e3); + return _2.push(y2), _2.push(p2.address), 0 === r2._sodium_bin2base64(p2.address, p2.length, y2, e3.length, a3) && b(_2, "conversion failed"), p2.length = h2, t2 = s(p2.to_Uint8Array()), g(_2), t2; + } + function y(e3, a3) { + var r3 = a3 || t; + if (!i(r3)) throw new Error(r3 + " output format is not available"); + if (e3 instanceof u) { + if ("uint8array" === r3) return e3.to_Uint8Array(); + if ("text" === r3) return s(e3.to_Uint8Array()); + if ("hex" === r3) return c(e3.to_Uint8Array()); + if ("base64" === r3) return p(e3.to_Uint8Array(), h.URLSAFE_NO_PADDING); + throw new Error('What is output format "' + r3 + '"?'); + } + if ("object" == typeof e3) { + for (var _2 = Object.keys(e3), n2 = {}, o2 = 0; o2 < _2.length; o2++) n2[_2[o2]] = y(e3[_2[o2]], r3); + return n2; + } + if ("string" == typeof e3) return e3; + throw new TypeError("Cannot format output"); + } + function i(e3) { + for (var a3 = ["uint8array", "text", "hex", "base64"], r3 = 0; r3 < a3.length; r3++) if (a3[r3] === e3) return true; + return false; + } + function l(e3) { + if (e3) { + if ("string" != typeof e3) throw new TypeError("When defined, the output format must be a string"); + if (!i(e3)) throw new Error(e3 + " is not a supported output format"); + } + } + function u(e3) { + this.length = e3, this.address = v(e3); + } + function d(e3) { + var a3 = v(e3.length); + return r2.HEAPU8.set(e3, a3), a3; + } + function v(e3) { + var a3 = r2._malloc(e3); + if (0 === a3) throw { message: "_malloc() failed", length: e3 }; + return a3; + } + function g(e3) { + if (e3) for (var a3 = 0; a3 < e3.length; a3++) t2 = e3[a3], r2._free(t2); + var t2; + } + function b(e3, a3) { + throw g(e3), new Error(a3); + } + function f(e3, a3) { + throw g(e3), new TypeError(a3); + } + function m(e3, a3, r3) { + null == a3 && f(e3, r3 + " cannot be null or undefined"); + } + function E(e3, a3, r3) { + return m(e3, a3, r3), a3 instanceof Uint8Array ? a3 : "string" == typeof a3 ? n(a3) : void f(e3, "unsupported input type for " + r3); + } + function x(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = null; + null != e3 && (h2 = d(e3 = E(c2, e3, "secret_nonce")), e3.length, c2.push(h2)), a3 = E(c2, a3, "ciphertext"); + var o2, p2 = r2._crypto_aead_aegis128l_abytes(), i2 = a3.length; + i2 < p2 && f(c2, "ciphertext is too short"), o2 = d(a3), c2.push(o2); + var v2 = null, m2 = 0; + null != t2 && (v2 = d(t2 = E(c2, t2, "additional_data")), m2 = t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var x2, k2 = 0 | r2._crypto_aead_aegis128l_npubbytes(); + _2.length !== k2 && f(c2, "invalid public_nonce length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "key"); + var S2, T2 = 0 | r2._crypto_aead_aegis128l_keybytes(); + n2.length !== T2 && f(c2, "invalid key length"), S2 = d(n2), c2.push(S2); + var w2 = new u(i2 - r2._crypto_aead_aegis128l_abytes() | 0), Y2 = w2.address; + if (c2.push(Y2), 0 === r2._crypto_aead_aegis128l_decrypt(Y2, null, h2, o2, i2, 0, v2, m2, 0, x2, S2)) { + var B2 = y(w2, s2); + return g(c2), B2; + } + b(c2, "ciphertext cannot be decrypted using that key"); + } + function k(e3, a3, t2, _2, n2, s2, c2) { + var h2 = []; + l(c2); + var o2 = null; + null != e3 && (o2 = d(e3 = E(h2, e3, "secret_nonce")), e3.length, h2.push(o2)); + var p2 = d(a3 = E(h2, a3, "ciphertext")), i2 = a3.length; + h2.push(p2), t2 = E(h2, t2, "mac"); + var v2, m2 = 0 | r2._crypto_box_macbytes(); + t2.length !== m2 && f(h2, "invalid mac length"), v2 = d(t2), h2.push(v2); + var x2 = null, k2 = 0; + null != _2 && (x2 = d(_2 = E(h2, _2, "additional_data")), k2 = _2.length, h2.push(x2)), n2 = E(h2, n2, "public_nonce"); + var S2, T2 = 0 | r2._crypto_aead_aegis128l_npubbytes(); + n2.length !== T2 && f(h2, "invalid public_nonce length"), S2 = d(n2), h2.push(S2), s2 = E(h2, s2, "key"); + var w2, Y2 = 0 | r2._crypto_aead_aegis128l_keybytes(); + s2.length !== Y2 && f(h2, "invalid key length"), w2 = d(s2), h2.push(w2); + var B2 = new u(0 | i2), A2 = B2.address; + if (h2.push(A2), 0 === r2._crypto_aead_aegis128l_decrypt_detached(A2, o2, p2, i2, 0, v2, x2, k2, 0, S2, w2)) { + var M2 = y(B2, c2); + return g(h2), M2; + } + b(h2, "ciphertext cannot be decrypted using that key"); + } + function S(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; + c2.push(h2); + var p2 = null, i2 = 0; + null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); + var v2 = null; + null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var m2, x2 = 0 | r2._crypto_aead_aegis128l_npubbytes(); + _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); + var k2, S2 = 0 | r2._crypto_aead_aegis128l_keybytes(); + n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); + var T2 = new u(o2 + r2._crypto_aead_aegis128l_abytes() | 0), w2 = T2.address; + if (c2.push(w2), 0 === r2._crypto_aead_aegis128l_encrypt(w2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { + var Y2 = y(T2, s2); + return g(c2), Y2; + } + b(c2, "invalid usage"); + } + function T(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; + c2.push(h2); + var p2 = null, i2 = 0; + null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); + var v2 = null; + null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var m2, x2 = 0 | r2._crypto_aead_aegis128l_npubbytes(); + _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); + var k2, S2 = 0 | r2._crypto_aead_aegis128l_keybytes(); + n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); + var T2 = new u(0 | o2), w2 = T2.address; + c2.push(w2); + var Y2 = new u(0 | r2._crypto_aead_aegis128l_abytes()), B2 = Y2.address; + if (c2.push(B2), 0 === r2._crypto_aead_aegis128l_encrypt_detached(w2, B2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { + var A2 = y({ ciphertext: T2, mac: Y2 }, s2); + return g(c2), A2; + } + b(c2, "invalid usage"); + } + function w(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_aead_aegis128l_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_aead_aegis128l_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function Y(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = null; + null != e3 && (h2 = d(e3 = E(c2, e3, "secret_nonce")), e3.length, c2.push(h2)), a3 = E(c2, a3, "ciphertext"); + var o2, p2 = r2._crypto_aead_aegis256_abytes(), i2 = a3.length; + i2 < p2 && f(c2, "ciphertext is too short"), o2 = d(a3), c2.push(o2); + var v2 = null, m2 = 0; + null != t2 && (v2 = d(t2 = E(c2, t2, "additional_data")), m2 = t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var x2, k2 = 0 | r2._crypto_aead_aegis256_npubbytes(); + _2.length !== k2 && f(c2, "invalid public_nonce length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "key"); + var S2, T2 = 0 | r2._crypto_aead_aegis256_keybytes(); + n2.length !== T2 && f(c2, "invalid key length"), S2 = d(n2), c2.push(S2); + var w2 = new u(i2 - r2._crypto_aead_aegis256_abytes() | 0), Y2 = w2.address; + if (c2.push(Y2), 0 === r2._crypto_aead_aegis256_decrypt(Y2, null, h2, o2, i2, 0, v2, m2, 0, x2, S2)) { + var B2 = y(w2, s2); + return g(c2), B2; + } + b(c2, "ciphertext cannot be decrypted using that key"); + } + function B(e3, a3, t2, _2, n2, s2, c2) { + var h2 = []; + l(c2); + var o2 = null; + null != e3 && (o2 = d(e3 = E(h2, e3, "secret_nonce")), e3.length, h2.push(o2)); + var p2 = d(a3 = E(h2, a3, "ciphertext")), i2 = a3.length; + h2.push(p2), t2 = E(h2, t2, "mac"); + var v2, m2 = 0 | r2._crypto_box_macbytes(); + t2.length !== m2 && f(h2, "invalid mac length"), v2 = d(t2), h2.push(v2); + var x2 = null, k2 = 0; + null != _2 && (x2 = d(_2 = E(h2, _2, "additional_data")), k2 = _2.length, h2.push(x2)), n2 = E(h2, n2, "public_nonce"); + var S2, T2 = 0 | r2._crypto_aead_aegis256_npubbytes(); + n2.length !== T2 && f(h2, "invalid public_nonce length"), S2 = d(n2), h2.push(S2), s2 = E(h2, s2, "key"); + var w2, Y2 = 0 | r2._crypto_aead_aegis256_keybytes(); + s2.length !== Y2 && f(h2, "invalid key length"), w2 = d(s2), h2.push(w2); + var B2 = new u(0 | i2), A2 = B2.address; + if (h2.push(A2), 0 === r2._crypto_aead_aegis256_decrypt_detached(A2, o2, p2, i2, 0, v2, x2, k2, 0, S2, w2)) { + var M2 = y(B2, c2); + return g(h2), M2; + } + b(h2, "ciphertext cannot be decrypted using that key"); + } + function A(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; + c2.push(h2); + var p2 = null, i2 = 0; + null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); + var v2 = null; + null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var m2, x2 = 0 | r2._crypto_aead_aegis256_npubbytes(); + _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); + var k2, S2 = 0 | r2._crypto_aead_aegis256_keybytes(); + n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); + var T2 = new u(o2 + r2._crypto_aead_aegis256_abytes() | 0), w2 = T2.address; + if (c2.push(w2), 0 === r2._crypto_aead_aegis256_encrypt(w2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { + var Y2 = y(T2, s2); + return g(c2), Y2; + } + b(c2, "invalid usage"); + } + function M(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; + c2.push(h2); + var p2 = null, i2 = 0; + null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); + var v2 = null; + null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var m2, x2 = 0 | r2._crypto_aead_aegis256_npubbytes(); + _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); + var k2, S2 = 0 | r2._crypto_aead_aegis256_keybytes(); + n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); + var T2 = new u(0 | o2), w2 = T2.address; + c2.push(w2); + var Y2 = new u(0 | r2._crypto_aead_aegis256_abytes()), B2 = Y2.address; + if (c2.push(B2), 0 === r2._crypto_aead_aegis256_encrypt_detached(w2, B2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { + var A2 = y({ ciphertext: T2, mac: Y2 }, s2); + return g(c2), A2; + } + b(c2, "invalid usage"); + } + function I(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_aead_aegis256_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_aead_aegis256_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function K(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = null; + null != e3 && (h2 = d(e3 = E(c2, e3, "secret_nonce")), e3.length, c2.push(h2)), a3 = E(c2, a3, "ciphertext"); + var o2, p2 = r2._crypto_aead_chacha20poly1305_abytes(), i2 = a3.length; + i2 < p2 && f(c2, "ciphertext is too short"), o2 = d(a3), c2.push(o2); + var v2 = null, m2 = 0; + null != t2 && (v2 = d(t2 = E(c2, t2, "additional_data")), m2 = t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var x2, k2 = 0 | r2._crypto_aead_chacha20poly1305_npubbytes(); + _2.length !== k2 && f(c2, "invalid public_nonce length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "key"); + var S2, T2 = 0 | r2._crypto_aead_chacha20poly1305_keybytes(); + n2.length !== T2 && f(c2, "invalid key length"), S2 = d(n2), c2.push(S2); + var w2 = new u(i2 - r2._crypto_aead_chacha20poly1305_abytes() | 0), Y2 = w2.address; + if (c2.push(Y2), 0 === r2._crypto_aead_chacha20poly1305_decrypt(Y2, null, h2, o2, i2, 0, v2, m2, 0, x2, S2)) { + var B2 = y(w2, s2); + return g(c2), B2; + } + b(c2, "ciphertext cannot be decrypted using that key"); + } + function N(e3, a3, t2, _2, n2, s2, c2) { + var h2 = []; + l(c2); + var o2 = null; + null != e3 && (o2 = d(e3 = E(h2, e3, "secret_nonce")), e3.length, h2.push(o2)); + var p2 = d(a3 = E(h2, a3, "ciphertext")), i2 = a3.length; + h2.push(p2), t2 = E(h2, t2, "mac"); + var v2, m2 = 0 | r2._crypto_box_macbytes(); + t2.length !== m2 && f(h2, "invalid mac length"), v2 = d(t2), h2.push(v2); + var x2 = null, k2 = 0; + null != _2 && (x2 = d(_2 = E(h2, _2, "additional_data")), k2 = _2.length, h2.push(x2)), n2 = E(h2, n2, "public_nonce"); + var S2, T2 = 0 | r2._crypto_aead_chacha20poly1305_npubbytes(); + n2.length !== T2 && f(h2, "invalid public_nonce length"), S2 = d(n2), h2.push(S2), s2 = E(h2, s2, "key"); + var w2, Y2 = 0 | r2._crypto_aead_chacha20poly1305_keybytes(); + s2.length !== Y2 && f(h2, "invalid key length"), w2 = d(s2), h2.push(w2); + var B2 = new u(0 | i2), A2 = B2.address; + if (h2.push(A2), 0 === r2._crypto_aead_chacha20poly1305_decrypt_detached(A2, o2, p2, i2, 0, v2, x2, k2, 0, S2, w2)) { + var M2 = y(B2, c2); + return g(h2), M2; + } + b(h2, "ciphertext cannot be decrypted using that key"); + } + function L(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; + c2.push(h2); + var p2 = null, i2 = 0; + null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); + var v2 = null; + null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var m2, x2 = 0 | r2._crypto_aead_chacha20poly1305_npubbytes(); + _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); + var k2, S2 = 0 | r2._crypto_aead_chacha20poly1305_keybytes(); + n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); + var T2 = new u(o2 + r2._crypto_aead_chacha20poly1305_abytes() | 0), w2 = T2.address; + if (c2.push(w2), 0 === r2._crypto_aead_chacha20poly1305_encrypt(w2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { + var Y2 = y(T2, s2); + return g(c2), Y2; + } + b(c2, "invalid usage"); + } + function O(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; + c2.push(h2); + var p2 = null, i2 = 0; + null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); + var v2 = null; + null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var m2, x2 = 0 | r2._crypto_aead_chacha20poly1305_npubbytes(); + _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); + var k2, S2 = 0 | r2._crypto_aead_chacha20poly1305_keybytes(); + n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); + var T2 = new u(0 | o2), w2 = T2.address; + c2.push(w2); + var Y2 = new u(0 | r2._crypto_aead_chacha20poly1305_abytes()), B2 = Y2.address; + if (c2.push(B2), 0 === r2._crypto_aead_chacha20poly1305_encrypt_detached(w2, B2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { + var A2 = y({ ciphertext: T2, mac: Y2 }, s2); + return g(c2), A2; + } + b(c2, "invalid usage"); + } + function U(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = null; + null != e3 && (h2 = d(e3 = E(c2, e3, "secret_nonce")), e3.length, c2.push(h2)), a3 = E(c2, a3, "ciphertext"); + var o2, p2 = r2._crypto_aead_chacha20poly1305_ietf_abytes(), i2 = a3.length; + i2 < p2 && f(c2, "ciphertext is too short"), o2 = d(a3), c2.push(o2); + var v2 = null, m2 = 0; + null != t2 && (v2 = d(t2 = E(c2, t2, "additional_data")), m2 = t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var x2, k2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_npubbytes(); + _2.length !== k2 && f(c2, "invalid public_nonce length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "key"); + var S2, T2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_keybytes(); + n2.length !== T2 && f(c2, "invalid key length"), S2 = d(n2), c2.push(S2); + var w2 = new u(i2 - r2._crypto_aead_chacha20poly1305_ietf_abytes() | 0), Y2 = w2.address; + if (c2.push(Y2), 0 === r2._crypto_aead_chacha20poly1305_ietf_decrypt(Y2, null, h2, o2, i2, 0, v2, m2, 0, x2, S2)) { + var B2 = y(w2, s2); + return g(c2), B2; + } + b(c2, "ciphertext cannot be decrypted using that key"); + } + function C(e3, a3, t2, _2, n2, s2, c2) { + var h2 = []; + l(c2); + var o2 = null; + null != e3 && (o2 = d(e3 = E(h2, e3, "secret_nonce")), e3.length, h2.push(o2)); + var p2 = d(a3 = E(h2, a3, "ciphertext")), i2 = a3.length; + h2.push(p2), t2 = E(h2, t2, "mac"); + var v2, m2 = 0 | r2._crypto_box_macbytes(); + t2.length !== m2 && f(h2, "invalid mac length"), v2 = d(t2), h2.push(v2); + var x2 = null, k2 = 0; + null != _2 && (x2 = d(_2 = E(h2, _2, "additional_data")), k2 = _2.length, h2.push(x2)), n2 = E(h2, n2, "public_nonce"); + var S2, T2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_npubbytes(); + n2.length !== T2 && f(h2, "invalid public_nonce length"), S2 = d(n2), h2.push(S2), s2 = E(h2, s2, "key"); + var w2, Y2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_keybytes(); + s2.length !== Y2 && f(h2, "invalid key length"), w2 = d(s2), h2.push(w2); + var B2 = new u(0 | i2), A2 = B2.address; + if (h2.push(A2), 0 === r2._crypto_aead_chacha20poly1305_ietf_decrypt_detached(A2, o2, p2, i2, 0, v2, x2, k2, 0, S2, w2)) { + var M2 = y(B2, c2); + return g(h2), M2; + } + b(h2, "ciphertext cannot be decrypted using that key"); + } + function P(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; + c2.push(h2); + var p2 = null, i2 = 0; + null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); + var v2 = null; + null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var m2, x2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_npubbytes(); + _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); + var k2, S2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_keybytes(); + n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); + var T2 = new u(o2 + r2._crypto_aead_chacha20poly1305_ietf_abytes() | 0), w2 = T2.address; + if (c2.push(w2), 0 === r2._crypto_aead_chacha20poly1305_ietf_encrypt(w2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { + var Y2 = y(T2, s2); + return g(c2), Y2; + } + b(c2, "invalid usage"); + } + function R(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; + c2.push(h2); + var p2 = null, i2 = 0; + null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); + var v2 = null; + null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var m2, x2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_npubbytes(); + _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); + var k2, S2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_keybytes(); + n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); + var T2 = new u(0 | o2), w2 = T2.address; + c2.push(w2); + var Y2 = new u(0 | r2._crypto_aead_chacha20poly1305_ietf_abytes()), B2 = Y2.address; + if (c2.push(B2), 0 === r2._crypto_aead_chacha20poly1305_ietf_encrypt_detached(w2, B2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { + var A2 = y({ ciphertext: T2, mac: Y2 }, s2); + return g(c2), A2; + } + b(c2, "invalid usage"); + } + function X(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_aead_chacha20poly1305_ietf_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_aead_chacha20poly1305_ietf_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function G(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_aead_chacha20poly1305_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_aead_chacha20poly1305_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function D(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = null; + null != e3 && (h2 = d(e3 = E(c2, e3, "secret_nonce")), e3.length, c2.push(h2)), a3 = E(c2, a3, "ciphertext"); + var o2, p2 = r2._crypto_aead_xchacha20poly1305_ietf_abytes(), i2 = a3.length; + i2 < p2 && f(c2, "ciphertext is too short"), o2 = d(a3), c2.push(o2); + var v2 = null, m2 = 0; + null != t2 && (v2 = d(t2 = E(c2, t2, "additional_data")), m2 = t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var x2, k2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_npubbytes(); + _2.length !== k2 && f(c2, "invalid public_nonce length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "key"); + var S2, T2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_keybytes(); + n2.length !== T2 && f(c2, "invalid key length"), S2 = d(n2), c2.push(S2); + var w2 = new u(i2 - r2._crypto_aead_xchacha20poly1305_ietf_abytes() | 0), Y2 = w2.address; + if (c2.push(Y2), 0 === r2._crypto_aead_xchacha20poly1305_ietf_decrypt(Y2, null, h2, o2, i2, 0, v2, m2, 0, x2, S2)) { + var B2 = y(w2, s2); + return g(c2), B2; + } + b(c2, "ciphertext cannot be decrypted using that key"); + } + function F(e3, a3, t2, _2, n2, s2, c2) { + var h2 = []; + l(c2); + var o2 = null; + null != e3 && (o2 = d(e3 = E(h2, e3, "secret_nonce")), e3.length, h2.push(o2)); + var p2 = d(a3 = E(h2, a3, "ciphertext")), i2 = a3.length; + h2.push(p2), t2 = E(h2, t2, "mac"); + var v2, m2 = 0 | r2._crypto_box_macbytes(); + t2.length !== m2 && f(h2, "invalid mac length"), v2 = d(t2), h2.push(v2); + var x2 = null, k2 = 0; + null != _2 && (x2 = d(_2 = E(h2, _2, "additional_data")), k2 = _2.length, h2.push(x2)), n2 = E(h2, n2, "public_nonce"); + var S2, T2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_npubbytes(); + n2.length !== T2 && f(h2, "invalid public_nonce length"), S2 = d(n2), h2.push(S2), s2 = E(h2, s2, "key"); + var w2, Y2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_keybytes(); + s2.length !== Y2 && f(h2, "invalid key length"), w2 = d(s2), h2.push(w2); + var B2 = new u(0 | i2), A2 = B2.address; + if (h2.push(A2), 0 === r2._crypto_aead_xchacha20poly1305_ietf_decrypt_detached(A2, o2, p2, i2, 0, v2, x2, k2, 0, S2, w2)) { + var M2 = y(B2, c2); + return g(h2), M2; + } + b(h2, "ciphertext cannot be decrypted using that key"); + } + function V(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; + c2.push(h2); + var p2 = null, i2 = 0; + null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); + var v2 = null; + null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var m2, x2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_npubbytes(); + _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); + var k2, S2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_keybytes(); + n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); + var T2 = new u(o2 + r2._crypto_aead_xchacha20poly1305_ietf_abytes() | 0), w2 = T2.address; + if (c2.push(w2), 0 === r2._crypto_aead_xchacha20poly1305_ietf_encrypt(w2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { + var Y2 = y(T2, s2); + return g(c2), Y2; + } + b(c2, "invalid usage"); + } + function H(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; + c2.push(h2); + var p2 = null, i2 = 0; + null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); + var v2 = null; + null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); + var m2, x2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_npubbytes(); + _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); + var k2, S2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_keybytes(); + n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); + var T2 = new u(0 | o2), w2 = T2.address; + c2.push(w2); + var Y2 = new u(0 | r2._crypto_aead_xchacha20poly1305_ietf_abytes()), B2 = Y2.address; + if (c2.push(B2), 0 === r2._crypto_aead_xchacha20poly1305_ietf_encrypt_detached(w2, B2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { + var A2 = y({ ciphertext: T2, mac: Y2 }, s2); + return g(c2), A2; + } + b(c2, "invalid usage"); + } + function W(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_aead_xchacha20poly1305_ietf_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_aead_xchacha20poly1305_ietf_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function q(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "key"); + var c2, h2 = 0 | r2._crypto_auth_keybytes(); + a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_auth_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_auth(p2, n2, s2, 0, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function j(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "key"); + var c2, h2 = 0 | r2._crypto_auth_hmacsha256_keybytes(); + a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_auth_hmacsha256_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_auth_hmacsha256(p2, n2, s2, 0, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function z(e3, a3) { + var t2 = []; + l(a3), m(t2, e3, "state_address"); + var _2 = new u(0 | r2._crypto_auth_hmacsha256_bytes()), n2 = _2.address; + if (t2.push(n2), !(0 | r2._crypto_auth_hmacsha256_final(e3, n2))) { + var s2 = (r2._free(e3), y(_2, a3)); + return g(t2), s2; + } + b(t2, "invalid usage"); + } + function J(e3, a3) { + var t2 = []; + l(a3); + var _2 = null, n2 = 0; + null != e3 && (_2 = d(e3 = E(t2, e3, "key")), n2 = e3.length, t2.push(_2)); + var s2 = new u(208).address; + if (!(0 | r2._crypto_auth_hmacsha256_init(s2, _2, n2))) { + var c2 = s2; + return g(t2), c2; + } + b(t2, "invalid usage"); + } + function Q(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_auth_hmacsha256_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_auth_hmacsha256_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function Z(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "state_address"); + var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; + _2.push(n2), 0 | r2._crypto_auth_hmacsha256_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); + } + function $(e3, a3, t2) { + var _2 = []; + e3 = E(_2, e3, "tag"); + var n2, s2 = 0 | r2._crypto_auth_hmacsha256_bytes(); + e3.length !== s2 && f(_2, "invalid tag length"), n2 = d(e3), _2.push(n2); + var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; + _2.push(c2), t2 = E(_2, t2, "key"); + var o2, p2 = 0 | r2._crypto_auth_hmacsha256_keybytes(); + t2.length !== p2 && f(_2, "invalid key length"), o2 = d(t2), _2.push(o2); + var y2 = !(0 | r2._crypto_auth_hmacsha256_verify(n2, c2, h2, 0, o2)); + return g(_2), y2; + } + function ee(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "key"); + var c2, h2 = 0 | r2._crypto_auth_hmacsha512_keybytes(); + a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_auth_hmacsha512_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_auth_hmacsha512(p2, n2, s2, 0, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function ae(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "key"); + var c2, h2 = 0 | r2._crypto_auth_hmacsha512256_keybytes(); + a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_auth_hmacsha512256_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_auth_hmacsha512256(p2, n2, s2, 0, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function re(e3, a3) { + var t2 = []; + l(a3), m(t2, e3, "state_address"); + var _2 = new u(0 | r2._crypto_auth_hmacsha512256_bytes()), n2 = _2.address; + if (t2.push(n2), !(0 | r2._crypto_auth_hmacsha512256_final(e3, n2))) { + var s2 = (r2._free(e3), y(_2, a3)); + return g(t2), s2; + } + b(t2, "invalid usage"); + } + function te(e3, a3) { + var t2 = []; + l(a3); + var _2 = null, n2 = 0; + null != e3 && (_2 = d(e3 = E(t2, e3, "key")), n2 = e3.length, t2.push(_2)); + var s2 = new u(416).address; + if (!(0 | r2._crypto_auth_hmacsha512256_init(s2, _2, n2))) { + var c2 = s2; + return g(t2), c2; + } + b(t2, "invalid usage"); + } + function _e(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_auth_hmacsha512256_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_auth_hmacsha512256_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function ne(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "state_address"); + var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; + _2.push(n2), 0 | r2._crypto_auth_hmacsha512256_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); + } + function se(e3, a3, t2) { + var _2 = []; + e3 = E(_2, e3, "tag"); + var n2, s2 = 0 | r2._crypto_auth_hmacsha512256_bytes(); + e3.length !== s2 && f(_2, "invalid tag length"), n2 = d(e3), _2.push(n2); + var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; + _2.push(c2), t2 = E(_2, t2, "key"); + var o2, p2 = 0 | r2._crypto_auth_hmacsha512256_keybytes(); + t2.length !== p2 && f(_2, "invalid key length"), o2 = d(t2), _2.push(o2); + var y2 = !(0 | r2._crypto_auth_hmacsha512256_verify(n2, c2, h2, 0, o2)); + return g(_2), y2; + } + function ce(e3, a3) { + var t2 = []; + l(a3), m(t2, e3, "state_address"); + var _2 = new u(0 | r2._crypto_auth_hmacsha512_bytes()), n2 = _2.address; + if (t2.push(n2), !(0 | r2._crypto_auth_hmacsha512_final(e3, n2))) { + var s2 = (r2._free(e3), y(_2, a3)); + return g(t2), s2; + } + b(t2, "invalid usage"); + } + function he(e3, a3) { + var t2 = []; + l(a3); + var _2 = null, n2 = 0; + null != e3 && (_2 = d(e3 = E(t2, e3, "key")), n2 = e3.length, t2.push(_2)); + var s2 = new u(416).address; + if (!(0 | r2._crypto_auth_hmacsha512_init(s2, _2, n2))) { + var c2 = s2; + return g(t2), c2; + } + b(t2, "invalid usage"); + } + function oe(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_auth_hmacsha512_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_auth_hmacsha512_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function pe(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "state_address"); + var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; + _2.push(n2), 0 | r2._crypto_auth_hmacsha512_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); + } + function ye(e3, a3, t2) { + var _2 = []; + e3 = E(_2, e3, "tag"); + var n2, s2 = 0 | r2._crypto_auth_hmacsha512_bytes(); + e3.length !== s2 && f(_2, "invalid tag length"), n2 = d(e3), _2.push(n2); + var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; + _2.push(c2), t2 = E(_2, t2, "key"); + var o2, p2 = 0 | r2._crypto_auth_hmacsha512_keybytes(); + t2.length !== p2 && f(_2, "invalid key length"), o2 = d(t2), _2.push(o2); + var y2 = !(0 | r2._crypto_auth_hmacsha512_verify(n2, c2, h2, 0, o2)); + return g(_2), y2; + } + function ie(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_auth_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_auth_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function le(e3, a3, t2) { + var _2 = []; + e3 = E(_2, e3, "tag"); + var n2, s2 = 0 | r2._crypto_auth_bytes(); + e3.length !== s2 && f(_2, "invalid tag length"), n2 = d(e3), _2.push(n2); + var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; + _2.push(c2), t2 = E(_2, t2, "key"); + var o2, p2 = 0 | r2._crypto_auth_keybytes(); + t2.length !== p2 && f(_2, "invalid key length"), o2 = d(t2), _2.push(o2); + var y2 = !(0 | r2._crypto_auth_verify(n2, c2, h2, 0, o2)); + return g(_2), y2; + } + function ue(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "publicKey"); + var n2, s2 = 0 | r2._crypto_box_publickeybytes(); + e3.length !== s2 && f(_2, "invalid publicKey length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "privateKey"); + var c2, h2 = 0 | r2._crypto_box_secretkeybytes(); + a3.length !== h2 && f(_2, "invalid privateKey length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_box_beforenmbytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_box_beforenm(p2, n2, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function de(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "publicKey"); + var n2, s2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); + e3.length !== s2 && f(_2, "invalid publicKey length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "privateKey"); + var c2, h2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); + a3.length !== h2 && f(_2, "invalid privateKey length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_beforenmbytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_beforenm(p2, n2, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function ve(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2); + var c2 = d(e3 = E(s2, e3, "message")), h2 = e3.length; + s2.push(c2), a3 = E(s2, a3, "nonce"); + var o2, p2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); + a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "publicKey"); + var i2, v2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); + t2.length !== v2 && f(s2, "invalid publicKey length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "privateKey"); + var m2, x2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); + _2.length !== x2 && f(s2, "invalid privateKey length"), m2 = d(_2), s2.push(m2); + var k2 = new u(0 | h2), S2 = k2.address; + s2.push(S2); + var T2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_macbytes()), w2 = T2.address; + if (s2.push(w2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_detached(S2, w2, c2, h2, 0, o2, i2, m2))) { + var Y2 = y({ ciphertext: k2, mac: T2 }, n2); + return g(s2), Y2; + } + b(s2, "invalid usage"); + } + function ge(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "message")), c2 = e3.length; + n2.push(s2), a3 = E(n2, a3, "nonce"); + var h2, o2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); + a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "sharedKey"); + var p2, i2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_beforenmbytes(); + t2.length !== i2 && f(n2, "invalid sharedKey length"), p2 = d(t2), n2.push(p2); + var v2 = new u(0 | c2), m2 = v2.address; + n2.push(m2); + var x2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_macbytes()), k2 = x2.address; + if (n2.push(k2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_detached_afternm(m2, k2, s2, c2, 0, h2, p2))) { + var S2 = y({ ciphertext: v2, mac: x2 }, _2); + return g(n2), S2; + } + b(n2, "invalid usage"); + } + function be(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2); + var c2 = d(e3 = E(s2, e3, "message")), h2 = e3.length; + s2.push(c2), a3 = E(s2, a3, "nonce"); + var o2, p2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); + a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "publicKey"); + var i2, v2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); + t2.length !== v2 && f(s2, "invalid publicKey length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "privateKey"); + var m2, x2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); + _2.length !== x2 && f(s2, "invalid privateKey length"), m2 = d(_2), s2.push(m2); + var k2 = new u(h2 + r2._crypto_box_curve25519xchacha20poly1305_macbytes() | 0), S2 = k2.address; + if (s2.push(S2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_easy(S2, c2, h2, 0, o2, i2, m2))) { + var T2 = y(k2, n2); + return g(s2), T2; + } + b(s2, "invalid usage"); + } + function fe(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "message")), c2 = e3.length; + n2.push(s2), a3 = E(n2, a3, "nonce"); + var h2, o2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); + a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "sharedKey"); + var p2, i2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_beforenmbytes(); + t2.length !== i2 && f(n2, "invalid sharedKey length"), p2 = d(t2), n2.push(p2); + var v2 = new u(c2 + r2._crypto_box_curve25519xchacha20poly1305_macbytes() | 0), m2 = v2.address; + if (n2.push(m2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_easy_afternm(m2, s2, c2, 0, h2, p2))) { + var x2 = y(v2, _2); + return g(n2), x2; + } + b(n2, "invalid usage"); + } + function me(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes()), _2 = t2.address; + a3.push(_2); + var n2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes()), s2 = n2.address; + a3.push(s2), r2._crypto_box_curve25519xchacha20poly1305_keypair(_2, s2); + var c2 = y({ publicKey: t2, privateKey: n2, keyType: "curve25519" }, e3); + return g(a3), c2; + } + function Ee(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "ciphertext")), o2 = e3.length; + c2.push(h2), a3 = E(c2, a3, "mac"); + var p2, i2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_macbytes(); + a3.length !== i2 && f(c2, "invalid mac length"), p2 = d(a3), c2.push(p2), t2 = E(c2, t2, "nonce"); + var v2, m2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); + t2.length !== m2 && f(c2, "invalid nonce length"), v2 = d(t2), c2.push(v2), _2 = E(c2, _2, "publicKey"); + var x2, k2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); + _2.length !== k2 && f(c2, "invalid publicKey length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "privateKey"); + var S2, T2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); + n2.length !== T2 && f(c2, "invalid privateKey length"), S2 = d(n2), c2.push(S2); + var w2 = new u(0 | o2), Y2 = w2.address; + if (c2.push(Y2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_open_detached(Y2, h2, p2, o2, 0, v2, x2, S2))) { + var B2 = y(w2, s2); + return g(c2), B2; + } + b(c2, "incorrect key pair for the given ciphertext"); + } + function xe(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2); + var c2 = d(e3 = E(s2, e3, "ciphertext")), h2 = e3.length; + s2.push(c2), a3 = E(s2, a3, "mac"); + var o2, p2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_macbytes(); + a3.length !== p2 && f(s2, "invalid mac length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "nonce"); + var i2, v2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); + t2.length !== v2 && f(s2, "invalid nonce length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "sharedKey"); + var m2, x2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_beforenmbytes(); + _2.length !== x2 && f(s2, "invalid sharedKey length"), m2 = d(_2), s2.push(m2); + var k2 = new u(0 | h2), S2 = k2.address; + if (s2.push(S2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_open_detached_afternm(S2, c2, o2, h2, 0, i2, m2))) { + var T2 = y(k2, n2); + return g(s2), T2; + } + b(s2, "incorrect secret key for the given ciphertext"); + } + function ke(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2), e3 = E(s2, e3, "ciphertext"); + var c2, h2 = r2._crypto_box_curve25519xchacha20poly1305_macbytes(), o2 = e3.length; + o2 < h2 && f(s2, "ciphertext is too short"), c2 = d(e3), s2.push(c2), a3 = E(s2, a3, "nonce"); + var p2, i2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); + a3.length !== i2 && f(s2, "invalid nonce length"), p2 = d(a3), s2.push(p2), t2 = E(s2, t2, "publicKey"); + var v2, m2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); + t2.length !== m2 && f(s2, "invalid publicKey length"), v2 = d(t2), s2.push(v2), _2 = E(s2, _2, "privateKey"); + var x2, k2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); + _2.length !== k2 && f(s2, "invalid privateKey length"), x2 = d(_2), s2.push(x2); + var S2 = new u(o2 - r2._crypto_box_curve25519xchacha20poly1305_macbytes() | 0), T2 = S2.address; + if (s2.push(T2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_open_easy(T2, c2, o2, 0, p2, v2, x2))) { + var w2 = y(S2, n2); + return g(s2), w2; + } + b(s2, "incorrect key pair for the given ciphertext"); + } + function Se(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "ciphertext")), c2 = e3.length; + n2.push(s2), a3 = E(n2, a3, "nonce"); + var h2, o2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); + a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "sharedKey"); + var p2, i2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_beforenmbytes(); + t2.length !== i2 && f(n2, "invalid sharedKey length"), p2 = d(t2), n2.push(p2); + var v2 = new u(c2 - r2._crypto_box_curve25519xchacha20poly1305_macbytes() | 0), m2 = v2.address; + if (n2.push(m2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_open_easy_afternm(m2, s2, c2, 0, h2, p2))) { + var x2 = y(v2, _2); + return g(n2), x2; + } + b(n2, "incorrect secret key for the given ciphertext"); + } + function Te(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "publicKey"); + var c2, h2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); + a3.length !== h2 && f(_2, "invalid publicKey length"), c2 = d(a3), _2.push(c2); + var o2 = new u(s2 + r2._crypto_box_curve25519xchacha20poly1305_sealbytes() | 0), p2 = o2.address; + _2.push(p2), r2._crypto_box_curve25519xchacha20poly1305_seal(p2, n2, s2, 0, c2); + var i2 = y(o2, t2); + return g(_2), i2; + } + function we(e3, a3, t2, _2) { + var n2 = []; + l(_2), e3 = E(n2, e3, "ciphertext"); + var s2, c2 = r2._crypto_box_curve25519xchacha20poly1305_sealbytes(), h2 = e3.length; + h2 < c2 && f(n2, "ciphertext is too short"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "publicKey"); + var o2, p2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); + a3.length !== p2 && f(n2, "invalid publicKey length"), o2 = d(a3), n2.push(o2), t2 = E(n2, t2, "secretKey"); + var i2, v2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); + t2.length !== v2 && f(n2, "invalid secretKey length"), i2 = d(t2), n2.push(i2); + var b2 = new u(h2 - r2._crypto_box_curve25519xchacha20poly1305_sealbytes() | 0), m2 = b2.address; + n2.push(m2), r2._crypto_box_curve25519xchacha20poly1305_seal_open(m2, s2, h2, 0, o2, i2); + var x2 = y(b2, _2); + return g(n2), x2; + } + function Ye(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "seed"); + var _2, n2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_seedbytes(); + e3.length !== n2 && f(t2, "invalid seed length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes()), c2 = s2.address; + t2.push(c2); + var h2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes()), o2 = h2.address; + if (t2.push(o2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_seed_keypair(c2, o2, _2))) { + var p2 = { publicKey: y(s2, a3), privateKey: y(h2, a3), keyType: "x25519" }; + return g(t2), p2; + } + b(t2, "invalid usage"); + } + function Be(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2); + var c2 = d(e3 = E(s2, e3, "message")), h2 = e3.length; + s2.push(c2), a3 = E(s2, a3, "nonce"); + var o2, p2 = 0 | r2._crypto_box_noncebytes(); + a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "publicKey"); + var i2, v2 = 0 | r2._crypto_box_publickeybytes(); + t2.length !== v2 && f(s2, "invalid publicKey length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "privateKey"); + var m2, x2 = 0 | r2._crypto_box_secretkeybytes(); + _2.length !== x2 && f(s2, "invalid privateKey length"), m2 = d(_2), s2.push(m2); + var k2 = new u(0 | h2), S2 = k2.address; + s2.push(S2); + var T2 = new u(0 | r2._crypto_box_macbytes()), w2 = T2.address; + if (s2.push(w2), !(0 | r2._crypto_box_detached(S2, w2, c2, h2, 0, o2, i2, m2))) { + var Y2 = y({ ciphertext: k2, mac: T2 }, n2); + return g(s2), Y2; + } + b(s2, "invalid usage"); + } + function Ae(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2); + var c2 = d(e3 = E(s2, e3, "message")), h2 = e3.length; + s2.push(c2), a3 = E(s2, a3, "nonce"); + var o2, p2 = 0 | r2._crypto_box_noncebytes(); + a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "publicKey"); + var i2, v2 = 0 | r2._crypto_box_publickeybytes(); + t2.length !== v2 && f(s2, "invalid publicKey length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "privateKey"); + var m2, x2 = 0 | r2._crypto_box_secretkeybytes(); + _2.length !== x2 && f(s2, "invalid privateKey length"), m2 = d(_2), s2.push(m2); + var k2 = new u(h2 + r2._crypto_box_macbytes() | 0), S2 = k2.address; + if (s2.push(S2), !(0 | r2._crypto_box_easy(S2, c2, h2, 0, o2, i2, m2))) { + var T2 = y(k2, n2); + return g(s2), T2; + } + b(s2, "invalid usage"); + } + function Me(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "message")), c2 = e3.length; + n2.push(s2), a3 = E(n2, a3, "nonce"); + var h2, o2 = 0 | r2._crypto_box_noncebytes(); + a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "sharedKey"); + var p2, i2 = 0 | r2._crypto_box_beforenmbytes(); + t2.length !== i2 && f(n2, "invalid sharedKey length"), p2 = d(t2), n2.push(p2); + var v2 = new u(c2 + r2._crypto_box_macbytes() | 0), m2 = v2.address; + if (n2.push(m2), !(0 | r2._crypto_box_easy_afternm(m2, s2, c2, 0, h2, p2))) { + var x2 = y(v2, _2); + return g(n2), x2; + } + b(n2, "invalid usage"); + } + function Ie(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_box_publickeybytes()), _2 = t2.address; + a3.push(_2); + var n2 = new u(0 | r2._crypto_box_secretkeybytes()), s2 = n2.address; + if (a3.push(s2), !(0 | r2._crypto_box_keypair(_2, s2))) { + var c2 = { publicKey: y(t2, e3), privateKey: y(n2, e3), keyType: "x25519" }; + return g(a3), c2; + } + b(a3, "internal error"); + } + function Ke(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2); + var h2 = d(e3 = E(c2, e3, "ciphertext")), o2 = e3.length; + c2.push(h2), a3 = E(c2, a3, "mac"); + var p2, i2 = 0 | r2._crypto_box_macbytes(); + a3.length !== i2 && f(c2, "invalid mac length"), p2 = d(a3), c2.push(p2), t2 = E(c2, t2, "nonce"); + var v2, m2 = 0 | r2._crypto_box_noncebytes(); + t2.length !== m2 && f(c2, "invalid nonce length"), v2 = d(t2), c2.push(v2), _2 = E(c2, _2, "publicKey"); + var x2, k2 = 0 | r2._crypto_box_publickeybytes(); + _2.length !== k2 && f(c2, "invalid publicKey length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "privateKey"); + var S2, T2 = 0 | r2._crypto_box_secretkeybytes(); + n2.length !== T2 && f(c2, "invalid privateKey length"), S2 = d(n2), c2.push(S2); + var w2 = new u(0 | o2), Y2 = w2.address; + if (c2.push(Y2), !(0 | r2._crypto_box_open_detached(Y2, h2, p2, o2, 0, v2, x2, S2))) { + var B2 = y(w2, s2); + return g(c2), B2; + } + b(c2, "incorrect key pair for the given ciphertext"); + } + function Ne(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2), e3 = E(s2, e3, "ciphertext"); + var c2, h2 = r2._crypto_box_macbytes(), o2 = e3.length; + o2 < h2 && f(s2, "ciphertext is too short"), c2 = d(e3), s2.push(c2), a3 = E(s2, a3, "nonce"); + var p2, i2 = 0 | r2._crypto_box_noncebytes(); + a3.length !== i2 && f(s2, "invalid nonce length"), p2 = d(a3), s2.push(p2), t2 = E(s2, t2, "publicKey"); + var v2, m2 = 0 | r2._crypto_box_publickeybytes(); + t2.length !== m2 && f(s2, "invalid publicKey length"), v2 = d(t2), s2.push(v2), _2 = E(s2, _2, "privateKey"); + var x2, k2 = 0 | r2._crypto_box_secretkeybytes(); + _2.length !== k2 && f(s2, "invalid privateKey length"), x2 = d(_2), s2.push(x2); + var S2 = new u(o2 - r2._crypto_box_macbytes() | 0), T2 = S2.address; + if (s2.push(T2), !(0 | r2._crypto_box_open_easy(T2, c2, o2, 0, p2, v2, x2))) { + var w2 = y(S2, n2); + return g(s2), w2; + } + b(s2, "incorrect key pair for the given ciphertext"); + } + function Le(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "ciphertext")), c2 = e3.length; + n2.push(s2), a3 = E(n2, a3, "nonce"); + var h2, o2 = 0 | r2._crypto_box_noncebytes(); + a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "sharedKey"); + var p2, i2 = 0 | r2._crypto_box_beforenmbytes(); + t2.length !== i2 && f(n2, "invalid sharedKey length"), p2 = d(t2), n2.push(p2); + var v2 = new u(c2 - r2._crypto_box_macbytes() | 0), m2 = v2.address; + if (n2.push(m2), !(0 | r2._crypto_box_open_easy_afternm(m2, s2, c2, 0, h2, p2))) { + var x2 = y(v2, _2); + return g(n2), x2; + } + b(n2, "incorrect secret key for the given ciphertext"); + } + function Oe(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "publicKey"); + var c2, h2 = 0 | r2._crypto_box_publickeybytes(); + a3.length !== h2 && f(_2, "invalid publicKey length"), c2 = d(a3), _2.push(c2); + var o2 = new u(s2 + r2._crypto_box_sealbytes() | 0), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_box_seal(p2, n2, s2, 0, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function Ue(e3, a3, t2, _2) { + var n2 = []; + l(_2), e3 = E(n2, e3, "ciphertext"); + var s2, c2 = r2._crypto_box_sealbytes(), h2 = e3.length; + h2 < c2 && f(n2, "ciphertext is too short"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "publicKey"); + var o2, p2 = 0 | r2._crypto_box_publickeybytes(); + a3.length !== p2 && f(n2, "invalid publicKey length"), o2 = d(a3), n2.push(o2), t2 = E(n2, t2, "privateKey"); + var i2, v2 = 0 | r2._crypto_box_secretkeybytes(); + t2.length !== v2 && f(n2, "invalid privateKey length"), i2 = d(t2), n2.push(i2); + var m2 = new u(h2 - r2._crypto_box_sealbytes() | 0), x2 = m2.address; + if (n2.push(x2), !(0 | r2._crypto_box_seal_open(x2, s2, h2, 0, o2, i2))) { + var k2 = y(m2, _2); + return g(n2), k2; + } + b(n2, "incorrect key pair for the given ciphertext"); + } + function Ce(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "seed"); + var _2, n2 = 0 | r2._crypto_box_seedbytes(); + e3.length !== n2 && f(t2, "invalid seed length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_box_publickeybytes()), c2 = s2.address; + t2.push(c2); + var h2 = new u(0 | r2._crypto_box_secretkeybytes()), o2 = h2.address; + if (t2.push(o2), !(0 | r2._crypto_box_seed_keypair(c2, o2, _2))) { + var p2 = { publicKey: y(s2, a3), privateKey: y(h2, a3), keyType: "x25519" }; + return g(t2), p2; + } + b(t2, "invalid usage"); + } + function Pe(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "p"); + var n2, s2 = 0 | r2._crypto_core_ed25519_bytes(); + e3.length !== s2 && f(_2, "invalid p length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "q"); + var c2, h2 = 0 | r2._crypto_core_ed25519_bytes(); + a3.length !== h2 && f(_2, "invalid q length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_core_ed25519_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_core_ed25519_add(p2, n2, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "input is an invalid element"); + } + function Re(e3, a3) { + var t2 = []; + l(a3); + var _2 = d(e3 = E(t2, e3, "r")); + e3.length, t2.push(_2); + var n2 = new u(0 | r2._crypto_core_ed25519_bytes()), s2 = n2.address; + if (t2.push(s2), !(0 | r2._crypto_core_ed25519_from_hash(s2, _2))) { + var c2 = y(n2, a3); + return g(t2), c2; + } + b(t2, "invalid usage"); + } + function Xe(e3, a3) { + var t2 = []; + l(a3); + var _2 = d(e3 = E(t2, e3, "r")); + e3.length, t2.push(_2); + var n2 = new u(0 | r2._crypto_core_ed25519_bytes()), s2 = n2.address; + if (t2.push(s2), !(0 | r2._crypto_core_ed25519_from_uniform(s2, _2))) { + var c2 = y(n2, a3); + return g(t2), c2; + } + b(t2, "invalid usage"); + } + function Ge(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "repr"); + var _2, n2 = 0 | r2._crypto_core_ed25519_bytes(); + e3.length !== n2 && f(t2, "invalid repr length"), _2 = d(e3), t2.push(_2); + var s2 = 1 == (0 | r2._crypto_core_ed25519_is_valid_point(_2)); + return g(t2), s2; + } + function De(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_core_ed25519_bytes()), _2 = t2.address; + a3.push(_2), r2._crypto_core_ed25519_random(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function Fe(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "x"); + var n2, s2 = 0 | r2._crypto_core_ed25519_scalarbytes(); + e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); + var c2, h2 = 0 | r2._crypto_core_ed25519_scalarbytes(); + a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), p2 = o2.address; + _2.push(p2), r2._crypto_core_ed25519_scalar_add(p2, n2, c2); + var i2 = y(o2, t2); + return g(_2), i2; + } + function Ve(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "s"); + var _2, n2 = 0 | r2._crypto_core_ed25519_scalarbytes(); + e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), c2 = s2.address; + t2.push(c2), r2._crypto_core_ed25519_scalar_complement(c2, _2); + var h2 = y(s2, a3); + return g(t2), h2; + } + function He(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "s"); + var _2, n2 = 0 | r2._crypto_core_ed25519_scalarbytes(); + e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_core_ed25519_scalar_invert(c2, _2))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "invalid reciprocate"); + } + function We(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "x"); + var n2, s2 = 0 | r2._crypto_core_ed25519_scalarbytes(); + e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); + var c2, h2 = 0 | r2._crypto_core_ed25519_scalarbytes(); + a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), p2 = o2.address; + _2.push(p2), r2._crypto_core_ed25519_scalar_mul(p2, n2, c2); + var i2 = y(o2, t2); + return g(_2), i2; + } + function qe(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "s"); + var _2, n2 = 0 | r2._crypto_core_ed25519_scalarbytes(); + e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), c2 = s2.address; + t2.push(c2), r2._crypto_core_ed25519_scalar_negate(c2, _2); + var h2 = y(s2, a3); + return g(t2), h2; + } + function je(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), _2 = t2.address; + a3.push(_2), r2._crypto_core_ed25519_scalar_random(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function ze(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "sample"); + var _2, n2 = 0 | r2._crypto_core_ed25519_nonreducedscalarbytes(); + e3.length !== n2 && f(t2, "invalid sample length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), c2 = s2.address; + t2.push(c2), r2._crypto_core_ed25519_scalar_reduce(c2, _2); + var h2 = y(s2, a3); + return g(t2), h2; + } + function Je(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "x"); + var n2, s2 = 0 | r2._crypto_core_ed25519_scalarbytes(); + e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); + var c2, h2 = 0 | r2._crypto_core_ed25519_scalarbytes(); + a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), p2 = o2.address; + _2.push(p2), r2._crypto_core_ed25519_scalar_sub(p2, n2, c2); + var i2 = y(o2, t2); + return g(_2), i2; + } + function Qe(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "p"); + var n2, s2 = 0 | r2._crypto_core_ed25519_bytes(); + e3.length !== s2 && f(_2, "invalid p length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "q"); + var c2, h2 = 0 | r2._crypto_core_ed25519_bytes(); + a3.length !== h2 && f(_2, "invalid q length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_core_ed25519_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_core_ed25519_sub(p2, n2, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "input is an invalid element"); + } + function Ze(e3, a3, t2, _2) { + var n2 = []; + l(_2), e3 = E(n2, e3, "input"); + var s2, c2 = 0 | r2._crypto_core_hchacha20_inputbytes(); + e3.length !== c2 && f(n2, "invalid input length"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "privateKey"); + var h2, o2 = 0 | r2._crypto_core_hchacha20_keybytes(); + a3.length !== o2 && f(n2, "invalid privateKey length"), h2 = d(a3), n2.push(h2); + var p2 = null; + null != t2 && (p2 = d(t2 = E(n2, t2, "constant")), t2.length, n2.push(p2)); + var i2 = new u(0 | r2._crypto_core_hchacha20_outputbytes()), v2 = i2.address; + if (n2.push(v2), !(0 | r2._crypto_core_hchacha20(v2, s2, h2, p2))) { + var m2 = y(i2, _2); + return g(n2), m2; + } + b(n2, "invalid usage"); + } + function $e(e3, a3, t2, _2) { + var n2 = []; + l(_2), e3 = E(n2, e3, "input"); + var s2, c2 = 0 | r2._crypto_core_hsalsa20_inputbytes(); + e3.length !== c2 && f(n2, "invalid input length"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "privateKey"); + var h2, o2 = 0 | r2._crypto_core_hsalsa20_keybytes(); + a3.length !== o2 && f(n2, "invalid privateKey length"), h2 = d(a3), n2.push(h2); + var p2 = null; + null != t2 && (p2 = d(t2 = E(n2, t2, "constant")), t2.length, n2.push(p2)); + var i2 = new u(0 | r2._crypto_core_hsalsa20_outputbytes()), v2 = i2.address; + if (n2.push(v2), !(0 | r2._crypto_core_hsalsa20(v2, s2, h2, p2))) { + var m2 = y(i2, _2); + return g(n2), m2; + } + b(n2, "invalid usage"); + } + function ea(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "p"); + var n2, s2 = 0 | r2._crypto_core_ristretto255_bytes(); + e3.length !== s2 && f(_2, "invalid p length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "q"); + var c2, h2 = 0 | r2._crypto_core_ristretto255_bytes(); + a3.length !== h2 && f(_2, "invalid q length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_core_ristretto255_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_core_ristretto255_add(p2, n2, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "input is an invalid element"); + } + function aa(e3, a3) { + var t2 = []; + l(a3); + var _2 = d(e3 = E(t2, e3, "r")); + e3.length, t2.push(_2); + var n2 = new u(0 | r2._crypto_core_ristretto255_bytes()), s2 = n2.address; + if (t2.push(s2), !(0 | r2._crypto_core_ristretto255_from_hash(s2, _2))) { + var c2 = y(n2, a3); + return g(t2), c2; + } + b(t2, "invalid usage"); + } + function ra(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "repr"); + var _2, n2 = 0 | r2._crypto_core_ristretto255_bytes(); + e3.length !== n2 && f(t2, "invalid repr length"), _2 = d(e3), t2.push(_2); + var s2 = 1 == (0 | r2._crypto_core_ristretto255_is_valid_point(_2)); + return g(t2), s2; + } + function ta(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_core_ristretto255_bytes()), _2 = t2.address; + a3.push(_2), r2._crypto_core_ristretto255_random(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function _a(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "x"); + var n2, s2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); + e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); + var c2, h2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); + a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), p2 = o2.address; + _2.push(p2), r2._crypto_core_ristretto255_scalar_add(p2, n2, c2); + var i2 = y(o2, t2); + return g(_2), i2; + } + function na(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "s"); + var _2, n2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); + e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), c2 = s2.address; + t2.push(c2), r2._crypto_core_ristretto255_scalar_complement(c2, _2); + var h2 = y(s2, a3); + return g(t2), h2; + } + function sa(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "s"); + var _2, n2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); + e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_core_ristretto255_scalar_invert(c2, _2))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "invalid reciprocate"); + } + function ca(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "x"); + var n2, s2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); + e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); + var c2, h2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); + a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), p2 = o2.address; + _2.push(p2), r2._crypto_core_ristretto255_scalar_mul(p2, n2, c2); + var i2 = y(o2, t2); + return g(_2), i2; + } + function ha(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "s"); + var _2, n2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); + e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), c2 = s2.address; + t2.push(c2), r2._crypto_core_ristretto255_scalar_negate(c2, _2); + var h2 = y(s2, a3); + return g(t2), h2; + } + function oa(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), _2 = t2.address; + a3.push(_2), r2._crypto_core_ristretto255_scalar_random(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function pa(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "sample"); + var _2, n2 = 0 | r2._crypto_core_ristretto255_nonreducedscalarbytes(); + e3.length !== n2 && f(t2, "invalid sample length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), c2 = s2.address; + t2.push(c2), r2._crypto_core_ristretto255_scalar_reduce(c2, _2); + var h2 = y(s2, a3); + return g(t2), h2; + } + function ya(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "x"); + var n2, s2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); + e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); + var c2, h2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); + a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), p2 = o2.address; + _2.push(p2), r2._crypto_core_ristretto255_scalar_sub(p2, n2, c2); + var i2 = y(o2, t2); + return g(_2), i2; + } + function ia(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "p"); + var n2, s2 = 0 | r2._crypto_core_ristretto255_bytes(); + e3.length !== s2 && f(_2, "invalid p length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "q"); + var c2, h2 = 0 | r2._crypto_core_ristretto255_bytes(); + a3.length !== h2 && f(_2, "invalid q length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_core_ristretto255_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_core_ristretto255_sub(p2, n2, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "input is an invalid element"); + } + function la(e3, a3, t2, _2) { + var n2 = []; + l(_2), m(n2, e3, "hash_length"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(n2, "hash_length must be an unsigned integer"); + var s2 = d(a3 = E(n2, a3, "message")), c2 = a3.length; + n2.push(s2); + var h2 = null, o2 = 0; + null != t2 && (h2 = d(t2 = E(n2, t2, "key")), o2 = t2.length, n2.push(h2)); + var p2 = new u(e3 |= 0), i2 = p2.address; + if (n2.push(i2), !(0 | r2._crypto_generichash(i2, e3, s2, c2, 0, h2, o2))) { + var v2 = y(p2, _2); + return g(n2), v2; + } + b(n2, "invalid usage"); + } + function ua(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2), m(s2, e3, "subkey_len"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(s2, "subkey_len must be an unsigned integer"); + var c2 = null, h2 = 0; + null != a3 && (c2 = d(a3 = E(s2, a3, "key")), h2 = a3.length, s2.push(c2)); + var o2 = null, p2 = 0; + null != t2 && (t2 = E(s2, t2, "id"), p2 = 0 | r2._crypto_generichash_blake2b_saltbytes(), t2.length !== p2 && f(s2, "invalid id length"), o2 = d(t2), s2.push(o2)); + var i2 = null, v2 = 0; + null != _2 && (_2 = E(s2, _2, "ctx"), v2 = 0 | r2._crypto_generichash_blake2b_personalbytes(), _2.length !== v2 && f(s2, "invalid ctx length"), i2 = d(_2), s2.push(i2)); + var x2 = new u(0 | e3), k2 = x2.address; + if (s2.push(k2), !(0 | r2._crypto_generichash_blake2b_salt_personal(k2, e3, null, 0, 0, c2, h2, o2, i2))) { + var S2 = y(x2, n2); + return g(s2), S2; + } + b(s2, "invalid usage"); + } + function da(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "state_address"), m(_2, a3, "hash_length"), ("number" != typeof a3 || (0 | a3) !== a3 || a3 < 0) && f(_2, "hash_length must be an unsigned integer"); + var n2 = new u(a3 |= 0), s2 = n2.address; + if (_2.push(s2), !(0 | r2._crypto_generichash_final(e3, s2, a3))) { + var c2 = (r2._free(e3), y(n2, t2)); + return g(_2), c2; + } + b(_2, "invalid usage"); + } + function va(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = null, s2 = 0; + null != e3 && (n2 = d(e3 = E(_2, e3, "key")), s2 = e3.length, _2.push(n2)), m(_2, a3, "hash_length"), ("number" != typeof a3 || (0 | a3) !== a3 || a3 < 0) && f(_2, "hash_length must be an unsigned integer"); + var c2 = new u(357).address; + if (!(0 | r2._crypto_generichash_init(c2, n2, s2, a3))) { + var h2 = c2; + return g(_2), h2; + } + b(_2, "invalid usage"); + } + function ga(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_generichash_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_generichash_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function ba(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "state_address"); + var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; + _2.push(n2), 0 | r2._crypto_generichash_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); + } + function fa(e3, a3) { + var t2 = []; + l(a3); + var _2 = d(e3 = E(t2, e3, "message")), n2 = e3.length; + t2.push(_2); + var s2 = new u(0 | r2._crypto_hash_bytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_hash(c2, _2, n2, 0))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "invalid usage"); + } + function ma(e3, a3) { + var t2 = []; + l(a3); + var _2 = d(e3 = E(t2, e3, "message")), n2 = e3.length; + t2.push(_2); + var s2 = new u(0 | r2._crypto_hash_sha256_bytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_hash_sha256(c2, _2, n2, 0))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "invalid usage"); + } + function Ea(e3, a3) { + var t2 = []; + l(a3), m(t2, e3, "state_address"); + var _2 = new u(0 | r2._crypto_hash_sha256_bytes()), n2 = _2.address; + if (t2.push(n2), !(0 | r2._crypto_hash_sha256_final(e3, n2))) { + var s2 = (r2._free(e3), y(_2, a3)); + return g(t2), s2; + } + b(t2, "invalid usage"); + } + function xa(e3) { + var a3 = []; + l(e3); + var t2 = new u(104).address; + if (!(0 | r2._crypto_hash_sha256_init(t2))) { + var _2 = t2; + return g(a3), _2; + } + b(a3, "invalid usage"); + } + function ka(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "state_address"); + var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; + _2.push(n2), 0 | r2._crypto_hash_sha256_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); + } + function Sa(e3, a3) { + var t2 = []; + l(a3); + var _2 = d(e3 = E(t2, e3, "message")), n2 = e3.length; + t2.push(_2); + var s2 = new u(0 | r2._crypto_hash_sha512_bytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_hash_sha512(c2, _2, n2, 0))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "invalid usage"); + } + function Ta(e3, a3) { + var t2 = []; + l(a3), m(t2, e3, "state_address"); + var _2 = new u(0 | r2._crypto_hash_sha512_bytes()), n2 = _2.address; + if (t2.push(n2), !(0 | r2._crypto_hash_sha512_final(e3, n2))) { + var s2 = (r2._free(e3), y(_2, a3)); + return g(t2), s2; + } + b(t2, "invalid usage"); + } + function wa(e3) { + var a3 = []; + l(e3); + var t2 = new u(208).address; + if (!(0 | r2._crypto_hash_sha512_init(t2))) { + var _2 = t2; + return g(a3), _2; + } + b(a3, "invalid usage"); + } + function Ya(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "state_address"); + var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; + _2.push(n2), 0 | r2._crypto_hash_sha512_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); + } + function Ba(e3, a3, t2, _2, s2) { + var c2 = []; + l(s2), m(c2, e3, "subkey_len"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(c2, "subkey_len must be an unsigned integer"), m(c2, a3, "subkey_id"); + var h2, o2 = 0; + if ("bigint" == typeof a3 && a3 >= BigInt(0)) { + const e4 = a3 >> BigInt(32); + e4 > BigInt(4294967295) && f(c2, "subkey_id cannot be more than 64 bits"), o2 = Number(e4), h2 = Number(a3 & BigInt(4294967295)); + } else "number" == typeof a3 && (0 | a3) === a3 && a3 >= 0 ? h2 = a3 : f(c2, "subkey_id must be an unsigned integer or bigint"); + "string" != typeof t2 && f(c2, "ctx must be a string"), t2 = n(t2 + "\0"), null != i2 && t2.length - 1 !== i2 && f(c2, "invalid ctx length"); + var p2 = d(t2), i2 = t2.length - 1; + c2.push(p2), _2 = E(c2, _2, "key"); + var v2, b2 = 0 | r2._crypto_kdf_keybytes(); + _2.length !== b2 && f(c2, "invalid key length"), v2 = d(_2), c2.push(v2); + var x2 = new u(0 | e3), k2 = x2.address; + c2.push(k2), r2._crypto_kdf_derive_from_key(k2, e3, h2, o2, p2, v2); + var S2 = y(x2, s2); + return g(c2), S2; + } + function Aa(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_kdf_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_kdf_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function Ma(e3, a3, t2, _2) { + var n2 = []; + l(_2), e3 = E(n2, e3, "clientPublicKey"); + var s2, c2 = 0 | r2._crypto_kx_publickeybytes(); + e3.length !== c2 && f(n2, "invalid clientPublicKey length"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "clientSecretKey"); + var h2, o2 = 0 | r2._crypto_kx_secretkeybytes(); + a3.length !== o2 && f(n2, "invalid clientSecretKey length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "serverPublicKey"); + var p2, i2 = 0 | r2._crypto_kx_publickeybytes(); + t2.length !== i2 && f(n2, "invalid serverPublicKey length"), p2 = d(t2), n2.push(p2); + var v2 = new u(0 | r2._crypto_kx_sessionkeybytes()), m2 = v2.address; + n2.push(m2); + var x2 = new u(0 | r2._crypto_kx_sessionkeybytes()), k2 = x2.address; + if (n2.push(k2), !(0 | r2._crypto_kx_client_session_keys(m2, k2, s2, h2, p2))) { + var S2 = y({ sharedRx: v2, sharedTx: x2 }, _2); + return g(n2), S2; + } + b(n2, "invalid usage"); + } + function Ia(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_kx_publickeybytes()), _2 = t2.address; + a3.push(_2); + var n2 = new u(0 | r2._crypto_kx_secretkeybytes()), s2 = n2.address; + if (a3.push(s2), !(0 | r2._crypto_kx_keypair(_2, s2))) { + var c2 = { publicKey: y(t2, e3), privateKey: y(n2, e3), keyType: "x25519" }; + return g(a3), c2; + } + b(a3, "internal error"); + } + function Ka(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "seed"); + var _2, n2 = 0 | r2._crypto_kx_seedbytes(); + e3.length !== n2 && f(t2, "invalid seed length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_kx_publickeybytes()), c2 = s2.address; + t2.push(c2); + var h2 = new u(0 | r2._crypto_kx_secretkeybytes()), o2 = h2.address; + if (t2.push(o2), !(0 | r2._crypto_kx_seed_keypair(c2, o2, _2))) { + var p2 = { publicKey: y(s2, a3), privateKey: y(h2, a3), keyType: "x25519" }; + return g(t2), p2; + } + b(t2, "internal error"); + } + function Na(e3, a3, t2, _2) { + var n2 = []; + l(_2), e3 = E(n2, e3, "serverPublicKey"); + var s2, c2 = 0 | r2._crypto_kx_publickeybytes(); + e3.length !== c2 && f(n2, "invalid serverPublicKey length"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "serverSecretKey"); + var h2, o2 = 0 | r2._crypto_kx_secretkeybytes(); + a3.length !== o2 && f(n2, "invalid serverSecretKey length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "clientPublicKey"); + var p2, i2 = 0 | r2._crypto_kx_publickeybytes(); + t2.length !== i2 && f(n2, "invalid clientPublicKey length"), p2 = d(t2), n2.push(p2); + var v2 = new u(0 | r2._crypto_kx_sessionkeybytes()), m2 = v2.address; + n2.push(m2); + var x2 = new u(0 | r2._crypto_kx_sessionkeybytes()), k2 = x2.address; + if (n2.push(k2), !(0 | r2._crypto_kx_server_session_keys(m2, k2, s2, h2, p2))) { + var S2 = y({ sharedRx: v2, sharedTx: x2 }, _2); + return g(n2), S2; + } + b(n2, "invalid usage"); + } + function La(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "key"); + var c2, h2 = 0 | r2._crypto_onetimeauth_keybytes(); + a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_onetimeauth_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_onetimeauth(p2, n2, s2, 0, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function Oa(e3, a3) { + var t2 = []; + l(a3), m(t2, e3, "state_address"); + var _2 = new u(0 | r2._crypto_onetimeauth_bytes()), n2 = _2.address; + if (t2.push(n2), !(0 | r2._crypto_onetimeauth_final(e3, n2))) { + var s2 = (r2._free(e3), y(_2, a3)); + return g(t2), s2; + } + b(t2, "invalid usage"); + } + function Ua(e3, a3) { + var t2 = []; + l(a3); + var _2 = null; + null != e3 && (_2 = d(e3 = E(t2, e3, "key")), e3.length, t2.push(_2)); + var n2 = new u(144).address; + if (!(0 | r2._crypto_onetimeauth_init(n2, _2))) { + var s2 = n2; + return g(t2), s2; + } + b(t2, "invalid usage"); + } + function Ca(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_onetimeauth_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_onetimeauth_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function Pa(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "state_address"); + var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; + _2.push(n2), 0 | r2._crypto_onetimeauth_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); + } + function Ra(e3, a3, t2) { + var _2 = []; + e3 = E(_2, e3, "hash"); + var n2, s2 = 0 | r2._crypto_onetimeauth_bytes(); + e3.length !== s2 && f(_2, "invalid hash length"), n2 = d(e3), _2.push(n2); + var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; + _2.push(c2), t2 = E(_2, t2, "key"); + var o2, p2 = 0 | r2._crypto_onetimeauth_keybytes(); + t2.length !== p2 && f(_2, "invalid key length"), o2 = d(t2), _2.push(o2); + var y2 = !(0 | r2._crypto_onetimeauth_verify(n2, c2, h2, 0, o2)); + return g(_2), y2; + } + function Xa(e3, a3, t2, _2, n2, s2, c2) { + var h2 = []; + l(c2), m(h2, e3, "keyLength"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(h2, "keyLength must be an unsigned integer"); + var o2 = d(a3 = E(h2, a3, "password")), p2 = a3.length; + h2.push(o2), t2 = E(h2, t2, "salt"); + var i2, v2 = 0 | r2._crypto_pwhash_saltbytes(); + t2.length !== v2 && f(h2, "invalid salt length"), i2 = d(t2), h2.push(i2), m(h2, _2, "opsLimit"), ("number" != typeof _2 || (0 | _2) !== _2 || _2 < 0) && f(h2, "opsLimit must be an unsigned integer"), m(h2, n2, "memLimit"), ("number" != typeof n2 || (0 | n2) !== n2 || n2 < 0) && f(h2, "memLimit must be an unsigned integer"), m(h2, s2, "algorithm"), ("number" != typeof s2 || (0 | s2) !== s2 || s2 < 0) && f(h2, "algorithm must be an unsigned integer"); + var x2 = new u(0 | e3), k2 = x2.address; + if (h2.push(k2), !(0 | r2._crypto_pwhash(k2, e3, 0, o2, p2, 0, i2, _2, 0, n2, s2))) { + var S2 = y(x2, c2); + return g(h2), S2; + } + b(h2, "invalid usage"); + } + function Ga(e3, a3, t2, _2, n2, s2) { + var c2 = []; + l(s2), m(c2, e3, "keyLength"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(c2, "keyLength must be an unsigned integer"); + var h2 = d(a3 = E(c2, a3, "password")), o2 = a3.length; + c2.push(h2), t2 = E(c2, t2, "salt"); + var p2, i2 = 0 | r2._crypto_pwhash_scryptsalsa208sha256_saltbytes(); + t2.length !== i2 && f(c2, "invalid salt length"), p2 = d(t2), c2.push(p2), m(c2, _2, "opsLimit"), ("number" != typeof _2 || (0 | _2) !== _2 || _2 < 0) && f(c2, "opsLimit must be an unsigned integer"), m(c2, n2, "memLimit"), ("number" != typeof n2 || (0 | n2) !== n2 || n2 < 0) && f(c2, "memLimit must be an unsigned integer"); + var v2 = new u(0 | e3), x2 = v2.address; + if (c2.push(x2), !(0 | r2._crypto_pwhash_scryptsalsa208sha256(x2, e3, 0, h2, o2, 0, p2, _2, 0, n2))) { + var k2 = y(v2, s2); + return g(c2), k2; + } + b(c2, "invalid usage"); + } + function Da(e3, a3, t2, _2, n2, s2, c2) { + var h2 = []; + l(c2); + var o2 = d(e3 = E(h2, e3, "password")), p2 = e3.length; + h2.push(o2); + var i2 = d(a3 = E(h2, a3, "salt")), v2 = a3.length; + h2.push(i2), m(h2, t2, "opsLimit"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(h2, "opsLimit must be an unsigned integer"), m(h2, _2, "r"), ("number" != typeof _2 || (0 | _2) !== _2 || _2 < 0) && f(h2, "r must be an unsigned integer"), m(h2, n2, "p"), ("number" != typeof n2 || (0 | n2) !== n2 || n2 < 0) && f(h2, "p must be an unsigned integer"), m(h2, s2, "keyLength"), ("number" != typeof s2 || (0 | s2) !== s2 || s2 < 0) && f(h2, "keyLength must be an unsigned integer"); + var x2 = new u(0 | s2), k2 = x2.address; + if (h2.push(k2), !(0 | r2._crypto_pwhash_scryptsalsa208sha256_ll(o2, p2, i2, v2, t2, 0, _2, n2, k2, s2))) { + var S2 = y(x2, c2); + return g(h2), S2; + } + b(h2, "invalid usage"); + } + function Fa(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "password")), c2 = e3.length; + n2.push(s2), m(n2, a3, "opsLimit"), ("number" != typeof a3 || (0 | a3) !== a3 || a3 < 0) && f(n2, "opsLimit must be an unsigned integer"), m(n2, t2, "memLimit"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(n2, "memLimit must be an unsigned integer"); + var h2 = new u(0 | r2._crypto_pwhash_scryptsalsa208sha256_strbytes()).address; + if (n2.push(h2), !(0 | r2._crypto_pwhash_scryptsalsa208sha256_str(h2, s2, c2, 0, a3, 0, t2))) { + var o2 = r2.UTF8ToString(h2); + return g(n2), o2; + } + b(n2, "invalid usage"); + } + function Va(e3, a3, t2) { + var _2 = []; + l(t2), "string" != typeof e3 && f(_2, "hashed_password must be a string"), e3 = n(e3 + "\0"), null != c2 && e3.length - 1 !== c2 && f(_2, "invalid hashed_password length"); + var s2 = d(e3), c2 = e3.length - 1; + _2.push(s2); + var h2 = d(a3 = E(_2, a3, "password")), o2 = a3.length; + _2.push(h2); + var p2 = !(0 | r2._crypto_pwhash_scryptsalsa208sha256_str_verify(s2, h2, o2, 0)); + return g(_2), p2; + } + function Ha(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "password")), c2 = e3.length; + n2.push(s2), m(n2, a3, "opsLimit"), ("number" != typeof a3 || (0 | a3) !== a3 || a3 < 0) && f(n2, "opsLimit must be an unsigned integer"), m(n2, t2, "memLimit"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(n2, "memLimit must be an unsigned integer"); + var h2 = new u(0 | r2._crypto_pwhash_strbytes()).address; + if (n2.push(h2), !(0 | r2._crypto_pwhash_str(h2, s2, c2, 0, a3, 0, t2))) { + var o2 = r2.UTF8ToString(h2); + return g(n2), o2; + } + b(n2, "invalid usage"); + } + function Wa(e3, a3, t2, _2) { + var s2 = []; + l(_2), "string" != typeof e3 && f(s2, "hashed_password must be a string"), e3 = n(e3 + "\0"), null != h2 && e3.length - 1 !== h2 && f(s2, "invalid hashed_password length"); + var c2 = d(e3), h2 = e3.length - 1; + s2.push(c2), m(s2, a3, "opsLimit"), ("number" != typeof a3 || (0 | a3) !== a3 || a3 < 0) && f(s2, "opsLimit must be an unsigned integer"), m(s2, t2, "memLimit"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(s2, "memLimit must be an unsigned integer"); + var o2 = !!(0 | r2._crypto_pwhash_str_needs_rehash(c2, a3, 0, t2)); + return g(s2), o2; + } + function qa(e3, a3, t2) { + var _2 = []; + l(t2), "string" != typeof e3 && f(_2, "hashed_password must be a string"), e3 = n(e3 + "\0"), null != c2 && e3.length - 1 !== c2 && f(_2, "invalid hashed_password length"); + var s2 = d(e3), c2 = e3.length - 1; + _2.push(s2); + var h2 = d(a3 = E(_2, a3, "password")), o2 = a3.length; + _2.push(h2); + var p2 = !(0 | r2._crypto_pwhash_str_verify(s2, h2, o2, 0)); + return g(_2), p2; + } + function ja(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "privateKey"); + var n2, s2 = 0 | r2._crypto_scalarmult_scalarbytes(); + e3.length !== s2 && f(_2, "invalid privateKey length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "publicKey"); + var c2, h2 = 0 | r2._crypto_scalarmult_bytes(); + a3.length !== h2 && f(_2, "invalid publicKey length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_scalarmult_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_scalarmult(p2, n2, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "weak public key"); + } + function za(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "privateKey"); + var _2, n2 = 0 | r2._crypto_scalarmult_scalarbytes(); + e3.length !== n2 && f(t2, "invalid privateKey length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_scalarmult_bytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_scalarmult_base(c2, _2))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "unknown error"); + } + function Ja(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "n"); + var n2, s2 = 0 | r2._crypto_scalarmult_ed25519_scalarbytes(); + e3.length !== s2 && f(_2, "invalid n length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "p"); + var c2, h2 = 0 | r2._crypto_scalarmult_ed25519_bytes(); + a3.length !== h2 && f(_2, "invalid p length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_scalarmult_ed25519_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_scalarmult_ed25519(p2, n2, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid point or scalar is 0"); + } + function Qa(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "scalar"); + var _2, n2 = 0 | r2._crypto_scalarmult_ed25519_scalarbytes(); + e3.length !== n2 && f(t2, "invalid scalar length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_scalarmult_ed25519_bytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_scalarmult_ed25519_base(c2, _2))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "scalar is 0"); + } + function Za(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "scalar"); + var _2, n2 = 0 | r2._crypto_scalarmult_ed25519_scalarbytes(); + e3.length !== n2 && f(t2, "invalid scalar length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_scalarmult_ed25519_bytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_scalarmult_ed25519_base_noclamp(c2, _2))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "scalar is 0"); + } + function $a(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "n"); + var n2, s2 = 0 | r2._crypto_scalarmult_ed25519_scalarbytes(); + e3.length !== s2 && f(_2, "invalid n length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "p"); + var c2, h2 = 0 | r2._crypto_scalarmult_ed25519_bytes(); + a3.length !== h2 && f(_2, "invalid p length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_scalarmult_ed25519_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_scalarmult_ed25519_noclamp(p2, n2, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid point or scalar is 0"); + } + function er(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "scalar"); + var n2, s2 = 0 | r2._crypto_scalarmult_ristretto255_scalarbytes(); + e3.length !== s2 && f(_2, "invalid scalar length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "element"); + var c2, h2 = 0 | r2._crypto_scalarmult_ristretto255_bytes(); + a3.length !== h2 && f(_2, "invalid element length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_scalarmult_ristretto255_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_scalarmult_ristretto255(p2, n2, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "result is identity element"); + } + function ar(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "scalar"); + var _2, n2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); + e3.length !== n2 && f(t2, "invalid scalar length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_core_ristretto255_bytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_scalarmult_ristretto255_base(c2, _2))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "scalar is 0"); + } + function rr(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "message")), c2 = e3.length; + n2.push(s2), a3 = E(n2, a3, "nonce"); + var h2, o2 = 0 | r2._crypto_secretbox_noncebytes(); + a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "key"); + var p2, i2 = 0 | r2._crypto_secretbox_keybytes(); + t2.length !== i2 && f(n2, "invalid key length"), p2 = d(t2), n2.push(p2); + var v2 = new u(0 | c2), m2 = v2.address; + n2.push(m2); + var x2 = new u(0 | r2._crypto_secretbox_macbytes()), k2 = x2.address; + if (n2.push(k2), !(0 | r2._crypto_secretbox_detached(m2, k2, s2, c2, 0, h2, p2))) { + var S2 = y({ mac: x2, cipher: v2 }, _2); + return g(n2), S2; + } + b(n2, "invalid usage"); + } + function tr(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "message")), c2 = e3.length; + n2.push(s2), a3 = E(n2, a3, "nonce"); + var h2, o2 = 0 | r2._crypto_secretbox_noncebytes(); + a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "key"); + var p2, i2 = 0 | r2._crypto_secretbox_keybytes(); + t2.length !== i2 && f(n2, "invalid key length"), p2 = d(t2), n2.push(p2); + var v2 = new u(c2 + r2._crypto_secretbox_macbytes() | 0), m2 = v2.address; + if (n2.push(m2), !(0 | r2._crypto_secretbox_easy(m2, s2, c2, 0, h2, p2))) { + var x2 = y(v2, _2); + return g(n2), x2; + } + b(n2, "invalid usage"); + } + function _r(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_secretbox_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_secretbox_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function nr(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2); + var c2 = d(e3 = E(s2, e3, "ciphertext")), h2 = e3.length; + s2.push(c2), a3 = E(s2, a3, "mac"); + var o2, p2 = 0 | r2._crypto_secretbox_macbytes(); + a3.length !== p2 && f(s2, "invalid mac length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "nonce"); + var i2, v2 = 0 | r2._crypto_secretbox_noncebytes(); + t2.length !== v2 && f(s2, "invalid nonce length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "key"); + var m2, x2 = 0 | r2._crypto_secretbox_keybytes(); + _2.length !== x2 && f(s2, "invalid key length"), m2 = d(_2), s2.push(m2); + var k2 = new u(0 | h2), S2 = k2.address; + if (s2.push(S2), !(0 | r2._crypto_secretbox_open_detached(S2, c2, o2, h2, 0, i2, m2))) { + var T2 = y(k2, n2); + return g(s2), T2; + } + b(s2, "wrong secret key for the given ciphertext"); + } + function sr(e3, a3, t2, _2) { + var n2 = []; + l(_2), e3 = E(n2, e3, "ciphertext"); + var s2, c2 = r2._crypto_secretbox_macbytes(), h2 = e3.length; + h2 < c2 && f(n2, "ciphertext is too short"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "nonce"); + var o2, p2 = 0 | r2._crypto_secretbox_noncebytes(); + a3.length !== p2 && f(n2, "invalid nonce length"), o2 = d(a3), n2.push(o2), t2 = E(n2, t2, "key"); + var i2, v2 = 0 | r2._crypto_secretbox_keybytes(); + t2.length !== v2 && f(n2, "invalid key length"), i2 = d(t2), n2.push(i2); + var m2 = new u(h2 - r2._crypto_secretbox_macbytes() | 0), x2 = m2.address; + if (n2.push(x2), !(0 | r2._crypto_secretbox_open_easy(x2, s2, h2, 0, o2, i2))) { + var k2 = y(m2, _2); + return g(n2), k2; + } + b(n2, "wrong secret key for the given ciphertext"); + } + function cr(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "header"); + var n2, s2 = 0 | r2._crypto_secretstream_xchacha20poly1305_headerbytes(); + e3.length !== s2 && f(_2, "invalid header length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "key"); + var c2, h2 = 0 | r2._crypto_secretstream_xchacha20poly1305_keybytes(); + a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); + var o2 = new u(52).address; + if (!(0 | r2._crypto_secretstream_xchacha20poly1305_init_pull(o2, n2, c2))) { + var p2 = o2; + return g(_2), p2; + } + b(_2, "invalid usage"); + } + function hr(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "key"); + var _2, n2 = 0 | r2._crypto_secretstream_xchacha20poly1305_keybytes(); + e3.length !== n2 && f(t2, "invalid key length"), _2 = d(e3), t2.push(_2); + var s2 = new u(52).address, c2 = new u(0 | r2._crypto_secretstream_xchacha20poly1305_headerbytes()), h2 = c2.address; + if (t2.push(h2), !(0 | r2._crypto_secretstream_xchacha20poly1305_init_push(s2, h2, _2))) { + var o2 = { state: s2, header: y(c2, a3) }; + return g(t2), o2; + } + b(t2, "invalid usage"); + } + function or(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_secretstream_xchacha20poly1305_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_secretstream_xchacha20poly1305_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function pr(e3, a3, t2, _2) { + var n2 = []; + l(_2), m(n2, e3, "state_address"), a3 = E(n2, a3, "cipher"); + var s2, c2 = r2._crypto_secretstream_xchacha20poly1305_abytes(), h2 = a3.length; + h2 < c2 && f(n2, "cipher is too short"), s2 = d(a3), n2.push(s2); + var o2 = null, p2 = 0; + null != t2 && (o2 = d(t2 = E(n2, t2, "ad")), p2 = t2.length, n2.push(o2)); + var i2 = new u(h2 - r2._crypto_secretstream_xchacha20poly1305_abytes() | 0), b2 = i2.address; + n2.push(b2); + var x2, k2 = (x2 = v(1), n2.push(x2), (k2 = 0 === r2._crypto_secretstream_xchacha20poly1305_pull(e3, b2, 0, x2, s2, h2, 0, o2, p2) && { tag: r2.HEAPU8[x2], message: i2 }) && { message: y(k2.message, _2), tag: k2.tag }); + return g(n2), k2; + } + function yr(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2), m(s2, e3, "state_address"); + var c2 = d(a3 = E(s2, a3, "message_chunk")), h2 = a3.length; + s2.push(c2); + var o2 = null, p2 = 0; + null != t2 && (o2 = d(t2 = E(s2, t2, "ad")), p2 = t2.length, s2.push(o2)), m(s2, _2, "tag"), ("number" != typeof _2 || (0 | _2) !== _2 || _2 < 0) && f(s2, "tag must be an unsigned integer"); + var i2 = new u(h2 + r2._crypto_secretstream_xchacha20poly1305_abytes() | 0), v2 = i2.address; + if (s2.push(v2), !(0 | r2._crypto_secretstream_xchacha20poly1305_push(e3, v2, 0, c2, h2, 0, o2, p2, 0, _2))) { + var x2 = y(i2, n2); + return g(s2), x2; + } + b(s2, "invalid usage"); + } + function ir(e3, a3) { + var t2 = []; + return l(a3), m(t2, e3, "state_address"), r2._crypto_secretstream_xchacha20poly1305_rekey(e3), g(t2), true; + } + function lr(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "key"); + var c2, h2 = 0 | r2._crypto_shorthash_keybytes(); + a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_shorthash_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_shorthash(p2, n2, s2, 0, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function ur(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_shorthash_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_shorthash_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function dr(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "key"); + var c2, h2 = 0 | r2._crypto_shorthash_siphashx24_keybytes(); + a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_shorthash_siphashx24_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_shorthash_siphashx24(p2, n2, s2, 0, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function vr(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "privateKey"); + var c2, h2 = 0 | r2._crypto_sign_secretkeybytes(); + a3.length !== h2 && f(_2, "invalid privateKey length"), c2 = d(a3), _2.push(c2); + var o2 = new u(e3.length + r2._crypto_sign_bytes() | 0), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_sign(p2, null, n2, s2, 0, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function gr(e3, a3, t2) { + var _2 = []; + l(t2); + var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; + _2.push(n2), a3 = E(_2, a3, "privateKey"); + var c2, h2 = 0 | r2._crypto_sign_secretkeybytes(); + a3.length !== h2 && f(_2, "invalid privateKey length"), c2 = d(a3), _2.push(c2); + var o2 = new u(0 | r2._crypto_sign_bytes()), p2 = o2.address; + if (_2.push(p2), !(0 | r2._crypto_sign_detached(p2, null, n2, s2, 0, c2))) { + var i2 = y(o2, t2); + return g(_2), i2; + } + b(_2, "invalid usage"); + } + function br(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "edPk"); + var _2, n2 = 0 | r2._crypto_sign_publickeybytes(); + e3.length !== n2 && f(t2, "invalid edPk length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_scalarmult_scalarbytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_sign_ed25519_pk_to_curve25519(c2, _2))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "invalid key"); + } + function fr(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "edSk"); + var _2, n2 = 0 | r2._crypto_sign_secretkeybytes(); + e3.length !== n2 && f(t2, "invalid edSk length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_scalarmult_scalarbytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_sign_ed25519_sk_to_curve25519(c2, _2))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "invalid key"); + } + function mr(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "privateKey"); + var _2, n2 = 0 | r2._crypto_sign_secretkeybytes(); + e3.length !== n2 && f(t2, "invalid privateKey length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_sign_publickeybytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_sign_ed25519_sk_to_pk(c2, _2))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "invalid key"); + } + function Er(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "privateKey"); + var _2, n2 = 0 | r2._crypto_sign_secretkeybytes(); + e3.length !== n2 && f(t2, "invalid privateKey length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_sign_seedbytes()), c2 = s2.address; + if (t2.push(c2), !(0 | r2._crypto_sign_ed25519_sk_to_seed(c2, _2))) { + var h2 = y(s2, a3); + return g(t2), h2; + } + b(t2, "invalid key"); + } + function xr(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "state_address"), a3 = E(_2, a3, "privateKey"); + var n2, s2 = 0 | r2._crypto_sign_secretkeybytes(); + a3.length !== s2 && f(_2, "invalid privateKey length"), n2 = d(a3), _2.push(n2); + var c2 = new u(0 | r2._crypto_sign_bytes()), h2 = c2.address; + if (_2.push(h2), !(0 | r2._crypto_sign_final_create(e3, h2, null, n2))) { + var o2 = (r2._free(e3), y(c2, t2)); + return g(_2), o2; + } + b(_2, "invalid usage"); + } + function kr(e3, a3, t2, _2) { + var n2 = []; + l(_2), m(n2, e3, "state_address"), a3 = E(n2, a3, "signature"); + var s2, c2 = 0 | r2._crypto_sign_bytes(); + a3.length !== c2 && f(n2, "invalid signature length"), s2 = d(a3), n2.push(s2), t2 = E(n2, t2, "publicKey"); + var h2, o2 = 0 | r2._crypto_sign_publickeybytes(); + t2.length !== o2 && f(n2, "invalid publicKey length"), h2 = d(t2), n2.push(h2); + var p2 = !(0 | r2._crypto_sign_final_verify(e3, s2, h2)); + return g(n2), p2; + } + function Sr(e3) { + var a3 = []; + l(e3); + var t2 = new u(208).address; + if (!(0 | r2._crypto_sign_init(t2))) { + var _2 = t2; + return g(a3), _2; + } + b(a3, "internal error"); + } + function Tr(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_sign_publickeybytes()), _2 = t2.address; + a3.push(_2); + var n2 = new u(0 | r2._crypto_sign_secretkeybytes()), s2 = n2.address; + if (a3.push(s2), !(0 | r2._crypto_sign_keypair(_2, s2))) { + var c2 = { publicKey: y(t2, e3), privateKey: y(n2, e3), keyType: "ed25519" }; + return g(a3), c2; + } + b(a3, "internal error"); + } + function wr(e3, a3, t2) { + var _2 = []; + l(t2), e3 = E(_2, e3, "signedMessage"); + var n2, s2 = r2._crypto_sign_bytes(), c2 = e3.length; + c2 < s2 && f(_2, "signedMessage is too short"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "publicKey"); + var h2, o2 = 0 | r2._crypto_sign_publickeybytes(); + a3.length !== o2 && f(_2, "invalid publicKey length"), h2 = d(a3), _2.push(h2); + var p2 = new u(c2 - r2._crypto_sign_bytes() | 0), i2 = p2.address; + if (_2.push(i2), !(0 | r2._crypto_sign_open(i2, null, n2, c2, 0, h2))) { + var v2 = y(p2, t2); + return g(_2), v2; + } + b(_2, "incorrect signature for the given public key"); + } + function Yr(e3, a3) { + var t2 = []; + l(a3), e3 = E(t2, e3, "seed"); + var _2, n2 = 0 | r2._crypto_sign_seedbytes(); + e3.length !== n2 && f(t2, "invalid seed length"), _2 = d(e3), t2.push(_2); + var s2 = new u(0 | r2._crypto_sign_publickeybytes()), c2 = s2.address; + t2.push(c2); + var h2 = new u(0 | r2._crypto_sign_secretkeybytes()), o2 = h2.address; + if (t2.push(o2), !(0 | r2._crypto_sign_seed_keypair(c2, o2, _2))) { + var p2 = { publicKey: y(s2, a3), privateKey: y(h2, a3), keyType: "ed25519" }; + return g(t2), p2; + } + b(t2, "invalid usage"); + } + function Br(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "state_address"); + var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; + _2.push(n2), 0 | r2._crypto_sign_update(e3, n2, s2, 0) && b(_2, "invalid usage"), g(_2); + } + function Ar(e3, a3, t2) { + var _2 = []; + e3 = E(_2, e3, "signature"); + var n2, s2 = 0 | r2._crypto_sign_bytes(); + e3.length !== s2 && f(_2, "invalid signature length"), n2 = d(e3), _2.push(n2); + var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; + _2.push(c2), t2 = E(_2, t2, "publicKey"); + var o2, p2 = 0 | r2._crypto_sign_publickeybytes(); + t2.length !== p2 && f(_2, "invalid publicKey length"), o2 = d(t2), _2.push(o2); + var y2 = !(0 | r2._crypto_sign_verify_detached(n2, c2, h2, 0, o2)); + return g(_2), y2; + } + function Mr(e3, a3, t2, _2) { + var n2 = []; + l(_2), m(n2, e3, "outLength"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(n2, "outLength must be an unsigned integer"), a3 = E(n2, a3, "key"); + var s2, c2 = 0 | r2._crypto_stream_chacha20_keybytes(); + a3.length !== c2 && f(n2, "invalid key length"), s2 = d(a3), n2.push(s2), t2 = E(n2, t2, "nonce"); + var h2, o2 = 0 | r2._crypto_stream_chacha20_noncebytes(); + t2.length !== o2 && f(n2, "invalid nonce length"), h2 = d(t2), n2.push(h2); + var p2 = new u(0 | e3), i2 = p2.address; + n2.push(i2), r2._crypto_stream_chacha20(i2, e3, 0, h2, s2); + var v2 = y(p2, _2); + return g(n2), v2; + } + function Ir(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "input_message")), c2 = e3.length; + n2.push(s2), a3 = E(n2, a3, "nonce"); + var h2, o2 = 0 | r2._crypto_stream_chacha20_ietf_noncebytes(); + a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "key"); + var p2, i2 = 0 | r2._crypto_stream_chacha20_ietf_keybytes(); + t2.length !== i2 && f(n2, "invalid key length"), p2 = d(t2), n2.push(p2); + var v2 = new u(0 | c2), m2 = v2.address; + if (n2.push(m2), 0 === r2._crypto_stream_chacha20_ietf_xor(m2, s2, c2, 0, h2, p2)) { + var x2 = y(v2, _2); + return g(n2), x2; + } + b(n2, "invalid usage"); + } + function Kr(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2); + var c2 = d(e3 = E(s2, e3, "input_message")), h2 = e3.length; + s2.push(c2), a3 = E(s2, a3, "nonce"); + var o2, p2 = 0 | r2._crypto_stream_chacha20_ietf_noncebytes(); + a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), m(s2, t2, "nonce_increment"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(s2, "nonce_increment must be an unsigned integer"), _2 = E(s2, _2, "key"); + var i2, v2 = 0 | r2._crypto_stream_chacha20_ietf_keybytes(); + _2.length !== v2 && f(s2, "invalid key length"), i2 = d(_2), s2.push(i2); + var x2 = new u(0 | h2), k2 = x2.address; + if (s2.push(k2), 0 === r2._crypto_stream_chacha20_ietf_xor_ic(k2, c2, h2, 0, o2, t2, i2)) { + var S2 = y(x2, n2); + return g(s2), S2; + } + b(s2, "invalid usage"); + } + function Nr(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_stream_chacha20_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_stream_chacha20_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function Lr(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "input_message")), c2 = e3.length; + n2.push(s2), a3 = E(n2, a3, "nonce"); + var h2, o2 = 0 | r2._crypto_stream_chacha20_noncebytes(); + a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "key"); + var p2, i2 = 0 | r2._crypto_stream_chacha20_keybytes(); + t2.length !== i2 && f(n2, "invalid key length"), p2 = d(t2), n2.push(p2); + var v2 = new u(0 | c2), m2 = v2.address; + if (n2.push(m2), 0 === r2._crypto_stream_chacha20_xor(m2, s2, c2, 0, h2, p2)) { + var x2 = y(v2, _2); + return g(n2), x2; + } + b(n2, "invalid usage"); + } + function Or(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2); + var c2 = d(e3 = E(s2, e3, "input_message")), h2 = e3.length; + s2.push(c2), a3 = E(s2, a3, "nonce"); + var o2, p2 = 0 | r2._crypto_stream_chacha20_noncebytes(); + a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), m(s2, t2, "nonce_increment"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(s2, "nonce_increment must be an unsigned integer"), _2 = E(s2, _2, "key"); + var i2, v2 = 0 | r2._crypto_stream_chacha20_keybytes(); + _2.length !== v2 && f(s2, "invalid key length"), i2 = d(_2), s2.push(i2); + var x2 = new u(0 | h2), k2 = x2.address; + if (s2.push(k2), 0 === r2._crypto_stream_chacha20_xor_ic(k2, c2, h2, 0, o2, t2, 0, i2)) { + var S2 = y(x2, n2); + return g(s2), S2; + } + b(s2, "invalid usage"); + } + function Ur(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_stream_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_stream_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function Cr(e3) { + var a3 = []; + l(e3); + var t2 = new u(0 | r2._crypto_stream_xchacha20_keybytes()), _2 = t2.address; + a3.push(_2), r2._crypto_stream_xchacha20_keygen(_2); + var n2 = y(t2, e3); + return g(a3), n2; + } + function Pr(e3, a3, t2, _2) { + var n2 = []; + l(_2); + var s2 = d(e3 = E(n2, e3, "input_message")), c2 = e3.length; + n2.push(s2), a3 = E(n2, a3, "nonce"); + var h2, o2 = 0 | r2._crypto_stream_xchacha20_noncebytes(); + a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "key"); + var p2, i2 = 0 | r2._crypto_stream_xchacha20_keybytes(); + t2.length !== i2 && f(n2, "invalid key length"), p2 = d(t2), n2.push(p2); + var v2 = new u(0 | c2), m2 = v2.address; + if (n2.push(m2), 0 === r2._crypto_stream_xchacha20_xor(m2, s2, c2, 0, h2, p2)) { + var x2 = y(v2, _2); + return g(n2), x2; + } + b(n2, "invalid usage"); + } + function Rr(e3, a3, t2, _2, n2) { + var s2 = []; + l(n2); + var c2 = d(e3 = E(s2, e3, "input_message")), h2 = e3.length; + s2.push(c2), a3 = E(s2, a3, "nonce"); + var o2, p2 = 0 | r2._crypto_stream_xchacha20_noncebytes(); + a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), m(s2, t2, "nonce_increment"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(s2, "nonce_increment must be an unsigned integer"), _2 = E(s2, _2, "key"); + var i2, v2 = 0 | r2._crypto_stream_xchacha20_keybytes(); + _2.length !== v2 && f(s2, "invalid key length"), i2 = d(_2), s2.push(i2); + var x2 = new u(0 | h2), k2 = x2.address; + if (s2.push(k2), 0 === r2._crypto_stream_xchacha20_xor_ic(k2, c2, h2, 0, o2, t2, 0, i2)) { + var S2 = y(x2, n2); + return g(s2), S2; + } + b(s2, "invalid usage"); + } + function Xr(e3, a3) { + var t2 = []; + l(a3), m(t2, e3, "length"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(t2, "length must be an unsigned integer"); + var _2 = new u(0 | e3), n2 = _2.address; + t2.push(n2), r2._randombytes_buf(n2, e3); + var s2 = y(_2, a3); + return g(t2), s2; + } + function Gr(e3, a3, t2) { + var _2 = []; + l(t2), m(_2, e3, "length"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(_2, "length must be an unsigned integer"), a3 = E(_2, a3, "seed"); + var n2, s2 = 0 | r2._randombytes_seedbytes(); + a3.length !== s2 && f(_2, "invalid seed length"), n2 = d(a3), _2.push(n2); + var c2 = new u(0 | e3), h2 = c2.address; + _2.push(h2), r2._randombytes_buf_deterministic(h2, e3, n2); + var o2 = y(c2, t2); + return g(_2), o2; + } + function Dr(e3) { + l(e3), r2._randombytes_close(); + } + function Fr(e3) { + l(e3); + var a3 = r2._randombytes_random() >>> 0; + return g([]), a3; + } + function Vr(e3, a3) { + var t2 = []; + l(a3); + for (var _2 = r2._malloc(24), n2 = 0; n2 < 6; n2++) r2.setValue(_2 + 4 * n2, r2.Runtime.addFunction(e3[["implementation_name", "random", "stir", "uniform", "buf", "close"][n2]]), "i32"); + 0 | r2._randombytes_set_implementation(_2) && b(t2, "unsupported implementation"), g(t2); + } + function Hr(e3) { + l(e3), r2._randombytes_stir(); + } + function Wr(e3, a3) { + var t2 = []; + l(a3), m(t2, e3, "upper_bound"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(t2, "upper_bound must be an unsigned integer"); + var _2 = r2._randombytes_uniform(e3) >>> 0; + return g(t2), _2; + } + function qr() { + var e3 = r2._sodium_version_string(), a3 = r2.UTF8ToString(e3); + return g([]), a3; + } + return u.prototype.to_Uint8Array = function() { + var e3 = new Uint8Array(this.length); + return e3.set(r2.HEAPU8.subarray(this.address, this.address + this.length)), e3; + }, e2.add = function(e3, a3) { + if (!(e3 instanceof Uint8Array && a3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can added"); + var r3 = e3.length, t2 = 0, _2 = 0; + if (a3.length != e3.length) throw new TypeError("Arguments must have the same length"); + for (_2 = 0; _2 < r3; _2++) t2 >>= 8, t2 += e3[_2] + a3[_2], e3[_2] = 255 & t2; + }, e2.base64_variants = h, e2.compare = function(e3, a3) { + if (!(e3 instanceof Uint8Array && a3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can be compared"); + if (e3.length !== a3.length) throw new TypeError("Only instances of identical length can be compared"); + for (var r3 = 0, t2 = 1, _2 = e3.length; _2-- > 0; ) r3 |= a3[_2] - e3[_2] >> 8 & t2, t2 &= (a3[_2] ^ e3[_2]) - 1 >> 8; + return r3 + r3 + t2 - 1; + }, e2.from_base64 = function(e3, a3) { + a3 = o(a3); + var t2, _2 = [], n2 = new u(3 * (e3 = E(_2, e3, "input")).length / 4), s2 = d(e3), c2 = v(4), h2 = v(4); + return _2.push(s2), _2.push(n2.address), _2.push(n2.result_bin_len_p), _2.push(n2.b64_end_p), 0 !== r2._sodium_base642bin(n2.address, n2.length, s2, e3.length, 0, c2, h2, a3) && b(_2, "invalid input"), r2.getValue(h2, "i32") - s2 !== e3.length && b(_2, "incomplete input"), n2.length = r2.getValue(c2, "i32"), t2 = n2.to_Uint8Array(), g(_2), t2; + }, e2.from_hex = function(e3) { + var a3, t2 = [], _2 = new u((e3 = E(t2, e3, "input")).length / 2), n2 = d(e3), s2 = v(4); + return t2.push(n2), t2.push(_2.address), t2.push(_2.hex_end_p), 0 !== r2._sodium_hex2bin(_2.address, _2.length, n2, e3.length, 0, 0, s2) && b(t2, "invalid input"), r2.getValue(s2, "i32") - n2 !== e3.length && b(t2, "incomplete input"), a3 = _2.to_Uint8Array(), g(t2), a3; + }, e2.from_string = n, e2.increment = function(e3) { + if (!(e3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can be incremented"); + for (var a3 = 256, r3 = 0, t2 = e3.length; r3 < t2; r3++) a3 >>= 8, a3 += e3[r3], e3[r3] = 255 & a3; + }, e2.is_zero = function(e3) { + if (!(e3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can be checked"); + for (var a3 = 0, r3 = 0, t2 = e3.length; r3 < t2; r3++) a3 |= e3[r3]; + return 0 === a3; + }, e2.libsodium = a2, e2.memcmp = function(e3, a3) { + if (!(e3 instanceof Uint8Array && a3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can be compared"); + if (e3.length !== a3.length) throw new TypeError("Only instances of identical length can be compared"); + for (var r3 = 0, t2 = 0, _2 = e3.length; t2 < _2; t2++) r3 |= e3[t2] ^ a3[t2]; + return 0 === r3; + }, e2.memzero = function(e3) { + if (!(e3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can be wiped"); + for (var a3 = 0, r3 = e3.length; a3 < r3; a3++) e3[a3] = 0; + }, e2.output_formats = function() { + return ["uint8array", "text", "hex", "base64"]; + }, e2.pad = function(e3, a3) { + if (!(e3 instanceof Uint8Array)) throw new TypeError("buffer must be a Uint8Array"); + if ((a3 |= 0) <= 0) throw new Error("block size must be > 0"); + var t2, _2 = [], n2 = v(4), s2 = 1, c2 = 0, h2 = 0 | e3.length, o2 = new u(h2 + a3); + _2.push(n2), _2.push(o2.address); + for (var p2 = o2.address, y2 = o2.address + h2 + a3; p2 < y2; p2++) r2.HEAPU8[p2] = e3[c2], c2 += s2 = 1 & ~((65535 & ((h2 -= s2) >>> 48 | h2 >>> 32 | h2 >>> 16 | h2)) - 1 >> 16); + return 0 !== r2._sodium_pad(n2, o2.address, e3.length, a3, o2.length) && b(_2, "internal error"), o2.length = r2.getValue(n2, "i32"), t2 = o2.to_Uint8Array(), g(_2), t2; + }, e2.unpad = function(e3, a3) { + if (!(e3 instanceof Uint8Array)) throw new TypeError("buffer must be a Uint8Array"); + if ((a3 |= 0) <= 0) throw new Error("block size must be > 0"); + var t2 = [], _2 = d(e3), n2 = v(4); + return t2.push(_2), t2.push(n2), 0 !== r2._sodium_unpad(n2, _2, e3.length, a3) && b(t2, "unsupported/invalid padding"), e3 = (e3 = new Uint8Array(e3)).subarray(0, r2.getValue(n2, "i32")), g(t2), e3; + }, e2.ready = _, e2.symbols = function() { + return Object.keys(e2).sort(); + }, e2.to_base64 = p, e2.to_hex = c, e2.to_string = s, e2; + } + var r = "object" == typeof e.sodium && "function" == typeof e.sodium.onload ? e.sodium.onload : null; + "function" == typeof define && define.amd ? define(["exports", "libsodium"], a) : "object" == typeof exports && "string" != typeof exports.nodeName ? a(exports, require_libsodium()) : e.sodium = a(e.commonJsStrict = {}, e.libsodium), r && e.sodium.ready.then((function() { + r(e.sodium); + })); + })(exports); + } +}); + +// ../../packages/jsonwebkey-thumbprint/dist/index.mjs +var jwkThumbprintPreCompute = (jwk2) => { + const encoder = new TextEncoder(); + switch (jwk2.kty) { + // Defined in Section 3.2 of RFC 7638 + case "EC": + return encoder.encode( + `{"crv":"${jwk2.crv}","kty":"EC","x":"${jwk2.x}","y":"${jwk2.y}"}` + ); + // Defined in Appendix A.3 of RFC 8037 + case "OKP": + return encoder.encode(`{"crv":"${jwk2.crv}","kty":"OKP","x":"${jwk2.x}"}`); + // Defined in Section 3.2 of RFC 7638 + case "RSA": + return encoder.encode(`{"e":"${jwk2.e}","kty":"RSA","n":"${jwk2.n}"}`); + default: + throw new Error("Unsupported key type"); + } +}; +var jwkThumbprint = async (jwk2, hash, decode2) => { + const precomputed = jwkThumbprintPreCompute(jwk2); + const hashValue = await hash(precomputed); + return decode2(hashValue); +}; + +// ../../packages/web-bot-auth/dist/chunk-VXDWK3MV.mjs +function u8ToB64(u) { + return btoa(String.fromCharCode(...u)); +} +function b64Tou8(b) { + return Uint8Array.from(atob(b), (c) => c.charCodeAt(0)); +} +function b64ToB64URL(b) { + return b.replace(/\+/g, "-").replace(/\//g, "_"); +} +function b64ToB64NoPadding(b) { + return b.replace(/=/g, ""); +} +var helpers = { + WEBCRYPTO_SHA256: (b) => crypto.subtle.digest("SHA-256", b), + BASE64URL_DECODE: (u) => b64ToB64URL(b64ToB64NoPadding(u8ToB64(new Uint8Array(u)))) +}; + +// ../../packages/http-message-sig/dist/index.mjs +var __defProp2 = Object.defineProperty; +var __export = (target, all) => { + for (var name in all) + __defProp2(target, name, { get: all[name], enumerable: true }); +}; +var base64_exports = {}; +__export(base64_exports, { + decode: () => decode, + encode: () => encode +}); +function encode(u) { + return btoa(String.fromCharCode(...u)); +} +function decode(b) { + return Uint8Array.from(atob(b), (c) => c.charCodeAt(0)); +} +function extractHeader({ headers }, header) { + if (typeof headers.get === "function") return headers.get(header) ?? ""; + const lcHeader = header.toLowerCase(); + const key = Object.keys(headers).find( + (name) => name.toLowerCase() === lcHeader + ); + let val = key ? headers[key] ?? "" : ""; + if (Array.isArray(val)) { + val = val.join(", "); + } + return val.toString().replace(/\s+/g, " "); +} +function getUrl(message, component) { + if ("url" in message && "protocol" in message) { + const host = extractHeader(message, "host"); + const protocol = message.protocol || "http"; + const baseUrl = `${protocol}://${host}`; + return new URL(message.url, baseUrl); + } + if (!message.url) + throw new Error(`${component} is only valid for requests`); + return new URL(message.url); +} +function extractComponent(message, component) { + switch (component) { + case "@method": + if (!message.method) + throw new Error(`${component} is only valid for requests`); + return message.method.toUpperCase(); + case "@target-uri": + if (!message.url) + throw new Error(`${component} is only valid for requests`); + return message.url; + case "@authority": { + const url = getUrl(message, component); + const port = url.port ? parseInt(url.port, 10) : null; + return `${url.hostname}${port && ![80, 443].includes(port) ? `:${port}` : ""}`; + } + case "@scheme": + return getUrl(message, component).protocol.slice(0, -1); + case "@request-target": { + const { pathname, search } = getUrl(message, component); + return `${pathname}${search}`; + } + case "@path": + return getUrl(message, component).pathname; + case "@query": + return getUrl(message, component).search; + case "@status": + if (!message.status) + throw new Error(`${component} is only valid for responses`); + return message.status.toString(); + case "@query-params": + case "@request-response": + throw new Error(`${component} is not implemented yet`); + default: + throw new Error(`Unknown specialty component ${component}`); + } +} +function buildSignatureInputString(componentNames, parameters) { + const components = componentNames.map((name) => `"${name.toLowerCase()}"`).join(" "); + const values = Object.entries(parameters).map(([parameter, value]) => { + if (typeof value === "number") return `;${parameter}=${value}`; + if (value instanceof Date) + return `;${parameter}=${Math.floor(value.getTime() / 1e3)}`; + return `;${parameter}="${value.toString()}"`; + }).join(""); + return `(${components})${values}`; +} +function buildSignedData(request, components, signatureInputString) { + const parts = components.map((component) => { + const value = component.startsWith("@") ? extractComponent(request, component) : extractHeader(request, component); + return `"${component.toLowerCase()}": ${value}`; + }); + parts.push(`"@signature-params": ${signatureInputString}`); + return parts.join("\n"); +} +var defaultRequestComponents = [ + "@method", + "@path", + "@query", + "@authority", + "content-type", + "digest" +]; +var defaultResponseComponents = [ + "@status", + "content-type", + "digest" +]; +function signatureHeadersSync(message, opts) { + const { signer, components: _components, key: _key, ...params } = opts; + const components = _components ?? ("status" in message ? defaultResponseComponents : defaultRequestComponents); + const key = _key ?? "sig1"; + const signParams = { + created: /* @__PURE__ */ new Date(), + keyid: signer.keyid, + alg: signer.alg, + ...params + }; + const signatureInputString = buildSignatureInputString( + components, + signParams + ); + const dataToSign = buildSignedData(message, components, signatureInputString); + const signature = signer.signSync(dataToSign); + const sigBase64 = encode(signature); + return { + Signature: `${key}=:${sigBase64}:`, + "Signature-Input": `${key}=${signatureInputString}` + }; +} + +// ../../packages/web-bot-auth/dist/index.mjs +var HTTP_MESSAGE_SIGNAGURE_TAG = "web-bot-auth"; +var SIGNATURE_AGENT_HEADER = "signature-agent"; +var REQUEST_COMPONENTS_WITHOUT_SIGNATURE_AGENT = [ + "@authority" +]; +var REQUEST_COMPONENTS = [ + "@authority", + SIGNATURE_AGENT_HEADER +]; +var NONCE_LENGTH_IN_BYTES = 64; +function generateNonce() { + const nonceBytes = new Uint8Array(NONCE_LENGTH_IN_BYTES); + crypto.getRandomValues(nonceBytes); + return u8ToB64(nonceBytes); +} +function validateNonce(nonce) { + try { + return b64Tou8(nonce).length === NONCE_LENGTH_IN_BYTES; + } catch { + return false; + } +} +function getSigningOptions(message, params) { + if (params.created.getTime() > params.expires.getTime()) { + throw new Error("created should happen before expires"); + } + let nonce = params.nonce; + if (!nonce) { + nonce = generateNonce(); + } else { + if (!validateNonce(nonce)) { + throw new Error("nonce is not a valid uint32"); + } + } + const signatureAgent = extractHeader(message, SIGNATURE_AGENT_HEADER); + let components; + if (!params.components) { + if (!signatureAgent) { + components = REQUEST_COMPONENTS_WITHOUT_SIGNATURE_AGENT; + } else { + components = REQUEST_COMPONENTS; + } + } else { + if (signatureAgent && components.indexOf("SIGNATURE_AGENT_HEADER") === -1) { + throw new Error( + `${SIGNATURE_AGENT_HEADER} is required in params.component when included as a header param` + ); + } + components = params.components; + } + return { + components, + created: params.created, + expires: params.expires, + nonce, + key: params.key, + tag: HTTP_MESSAGE_SIGNAGURE_TAG + }; +} +function signatureHeadersSync2(message, signer, params) { + return signatureHeadersSync(message, { + signer, + keyid: signer.keyid, + ...getSigningOptions(message, params) + }); +} + +// src/background.ts +var import_libsodium_wrappers = __toESM(require_libsodium_wrappers()); +var jwk = { "kty": "OKP", "crv": "Ed25519", "d": "n4Ni-HpISpVObnQMW0wOhCKROaIKqKtW_2ZYb2p9KcU", "x": "JrQLj5P_89iXES9-vFgrIy29clF9CC_oPPsw3c5D0bs" }; +var KEY_ID = "not-set-yet"; +jwkThumbprint(jwk, helpers.WEBCRYPTO_SHA256, helpers.BASE64URL_DECODE).then( + (kid) => KEY_ID = kid +); +var MAX_AGE_IN_MS = 1e3 * 60 * 60; +var Ed25519Signer = class { + constructor(jwk2) { + this.jwk = jwk2; + const sodium = import_libsodium_wrappers.default; + const base64urlDecode = (str) => sodium.from_base64(str, sodium.base64_variants.URLSAFE_NO_PADDING); + const privateKey = base64urlDecode(jwk2.d); + const publicKey = base64urlDecode(jwk2.x); + const fullSecretKey = new Uint8Array(64); + fullSecretKey.set(privateKey); + fullSecretKey.set(publicKey, 32); + this.privateKey = fullSecretKey; + this.keyid = KEY_ID; + } + alg = "ed25519"; + keyid; + privateKey; + signSync(data) { + const sodium = import_libsodium_wrappers.default; + const message = sodium.from_string(data); + const signedMessage = sodium.crypto_sign(message, this.privateKey); + return signedMessage.slice(0, sodium.crypto_sign_BYTES); + } +}; +chrome.webRequest.onBeforeSendHeaders.addListener( + function(details) { + const signatureAgentUrl = ""; + if (signatureAgentUrl) { + details.requestHeaders?.push({ + name: "Signature-Agent", + value: `"${signatureAgentUrl}"` + }); + } + const request = new Request(details.url, { + method: details.method, + // eslint-disable-next-line @typescript-eslint/no-non-null-asserted-optional-chain + headers: details.requestHeaders?.map((h) => [h.name, h.value]) + }); + const now = /* @__PURE__ */ new Date(); + const headers = signatureHeadersSync2(request, new Ed25519Signer(jwk), { + created: now, + expires: new Date(now.getTime() + MAX_AGE_IN_MS) + }); + details.requestHeaders?.push({ + name: "Signature", + value: headers["Signature"] + }); + details.requestHeaders?.push({ + name: "Signature-Input", + value: headers["Signature-Input"] + }); + return { requestHeaders: details.requestHeaders }; + }, + { urls: [""] }, + ["blocking", "requestHeaders"] +); +chrome.runtime.onStartup.addListener(() => { + console.log(`onStartup()`); +}); diff --git a/server/e2e/test-extension-enterprise/http-message-signatures-extension.crx b/server/e2e/test-extension-enterprise/http-message-signatures-extension.crx new file mode 100644 index 0000000000000000000000000000000000000000..ef6d5382bb13d92f6c877dbda886d0e0fc3eee8a GIT binary patch literal 360852 zcmV(>K-j-Saxydn0000*0ssIKtON?C0x*IBA}|dG2`Yw2hW8Bt0RaU71A+k$05F09 z3Ic)w0RV<$x{pBM>|k`x?nG>{^9N4y>&_lnf78~F9nIri=AW5j97nD)<2PNT-g1o_ 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b/server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist.templ new file mode 100644 index 00000000..4bb9a23d --- /dev/null +++ b/server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist.templ @@ -0,0 +1,21 @@ + + + + + ExtensionSettings + + * + + installation_mode + blocked + + EXTENSION_ID_REPLACED_BY_NPM_RUN_BUNDLE_CHROME + + installation_mode + force_installed + update_url + http://127.0.0.1:10001/update.xml + + + + diff --git a/server/e2e/test-extension-enterprise/policy/policy.json b/server/e2e/test-extension-enterprise/policy/policy.json new file mode 100644 index 00000000..07cf2f4f --- /dev/null +++ b/server/e2e/test-extension-enterprise/policy/policy.json @@ -0,0 +1,8 @@ +{ + "ExtensionSettings": { + "dkamcndnlciinlhlbkpllfljehkghiaa": { + "installation_mode": "force_installed", + "update_url": "http://127.0.0.1:10001/extensions/raf-test-web-bot-auth-fixed-v2/update.xml" + } + } +} diff --git a/server/e2e/test-extension-enterprise/policy/policy.json.templ b/server/e2e/test-extension-enterprise/policy/policy.json.templ new file mode 100644 index 00000000..89801472 --- /dev/null +++ b/server/e2e/test-extension-enterprise/policy/policy.json.templ @@ -0,0 +1,8 @@ +{ + "ExtensionSettings": { + "EXTENSION_ID_REPLACED_BY_NPM_RUN_BUNDLE_CHROME": { + "installation_mode": "force_installed", + "update_url": "http://127.0.0.1:10001/update.xml" + } + } +} diff --git a/server/e2e/test-extension-enterprise/private_key.pem b/server/e2e/test-extension-enterprise/private_key.pem new file mode 100644 index 00000000..57da6853 --- /dev/null +++ b/server/e2e/test-extension-enterprise/private_key.pem @@ -0,0 +1,28 @@ +-----BEGIN PRIVATE KEY----- +MIIEvQIBADANBgkqhkiG9w0BAQEFAASCBKcwggSjAgEAAoIBAQCGY7qPQODsYHTO +7kRssfMHTvLrzh5Yf9PWjx3N413mn5liHEeuMuM3XaTeco0bIJDj+09QVZH0w5Tn +vyutc1vS/6CPSEUFNG1luX90zAug4qE0G9kBV57L4epO1Ss8suwzJKrjnhzGcMLV +xODy37kiGsxjgMCTHKpz1XQ9srNUj45TIOvIyQgrvsmZ2o2Bo54WcHTTVHTLv+6W +vdbC1I6qlxnAS6tb+VKH6x+PqTBunf4O3CSdOAyUGac7SNsDB5drc1F5EYuwIjrn +J0UmVbEtEOIWZr6i2356V6CcpwMoBK0QF4bZN6B74+GR1VOyrQhaAKttPcLaNB4w +l8T+FfPLAgMBAAECggEAG+iWE63bh/s4BslAeHo0CC6DEClL8AEL0yEBhYJUO9Kl +HdTVpf13ZkYSOQf8+cc3j8De5cX/e58qSz5OKcUtKpJfm6Hcg4oxtdBiAbVmLNEj +vRiTZk318k1GRXzLb92QY8aXnpF1VFiSfaZXONjxL331OCzC0UpAs7F+ZFm6GDMy +wpUyZ5znKg09W6hNx/H/FFyTdR796840hw8+gNaeK0MnvsjYL0jmQxl3Xub1pJGR +JVnSHKT5t+YqGNjme6pobWKmkv6zOeyaY+pRiqkGyoMcswsODELOBEdBb2Z7X2uO +vqeZwSwgCSY+MIUOIyNahpGF8vouGOXp045o0wgiwQKBgQC9nKKssJDdHHvxvLa3 +kDTBsnS6iuCdMPhMETpkRqZqJ7Vgp9/GLIZvrg9OyKxid6gWgPslLwD9ru3D0/BO +j7L+G1432PVYrkMmCaEonAA7w7nqOxxDRUh6O6lo1NmEIFhRpDo81uylLb9PmhO4 +jkLTCmC7TFAJcV9ge9BrFxEWsQKBgQC1cWMas5AblIBcrlkKRFmzE+XpbQKWlVKY +OkdqNQ75jVpGNPanrNn4yHvNTzN+Ls14EhfIHwscpb9RnAgrJ/ZJCXNWYy4tWke7 +lbHyw7FV5SWgWdjjbwN+TKapapVagN2PaEi47xv46UeueA141GhySyWqTDBAtMjN +VARmelGJOwKBgBiT6CY4UN7IZWyFSK3snFoLNsRDYjAd++FoTkhXPBUAhqs7t27p +sJdjWYqdynKNDhW0rFk6iYdYmGtM2pZkXBBCHelhTxQqqnuQvfoUlpconL224cf6 +gBWQDDqRdIyC4M/cWMwwE8apcmXwE+RVVGYkrzs3/hvrPTC1e+OVvtpRAoGBALCG +pWXoBy9eFliVY5mCkEaS+F9XKGp60sW6BZsGDhCq/oZJpyPRHqxV2WURRkbgoBTO +fYa89SGk/HMYvDXIhmvenvEQQ2/qYtnVNTC8Rb8M1sOgRkxXyG1Lg+ZWBQLtVyHb +0sziDTPpOk07Ddhdx1RTWkzKHTQG70odEL7nCIbbAoGAVpJwqAkZrWe0xAm8lHtr +dzVz4ogwWfXqkO6qYUgyMQkoebsv9tH4T6xhJIX8Rrgh5XRm42FGFxFOJDYWvhPz +C1bWi8EUVOB2Z0H89Na6KKsaJgOoGUWP+8+xJrqgs2um9WLxTCjJLimONc+njo9Z +KokxRAvXdGdw2LFIlfpxvRQ= +-----END PRIVATE KEY----- diff --git a/server/e2e/test-extension-enterprise/update.xml b/server/e2e/test-extension-enterprise/update.xml new file mode 100644 index 00000000..df0c53cd --- /dev/null +++ b/server/e2e/test-extension-enterprise/update.xml @@ -0,0 +1,6 @@ + + + + + + From 3f5b01bfd107074e8c50844aa873c4caf058e45d Mon Sep 17 00:00:00 2001 From: Rafael Garcia Date: Mon, 26 Jan 2026 15:01:53 -0500 Subject: [PATCH 2/8] chore: update vendored web-bot-auth extension Rebuild with updated kernel CLI that preserves webRequestBlocking permission (valid for policy-installed MV3 extensions). --- .../http-message-signatures-extension.crx | Bin 360852 -> 360865 bytes .../test-extension-enterprise/manifest.json | 17 +++--- .../policy/com.google.Chrome.managed.plist | 4 +- .../policy/policy.json | 4 +- .../test-extension-enterprise/private_key.pem | 52 +++++++++--------- .../e2e/test-extension-enterprise/update.xml | 6 +- 6 files changed, 42 insertions(+), 41 deletions(-) diff --git a/server/e2e/test-extension-enterprise/http-message-signatures-extension.crx b/server/e2e/test-extension-enterprise/http-message-signatures-extension.crx index ef6d5382bb13d92f6c877dbda886d0e0fc3eee8a..466027818d28801266c7c1f60c39e56f610bac64 100644 GIT binary patch delta 908 zcmV;719SY8gBGEK7LYT4-5&*u0W<32uu{3fsV+aSfynsmjy7xMHebC>{lRBnEYcq& z6G;K)*St;vb$OiF*rc9S3^i>IBPChKaIW6Xk7uAHgz)8z&P!7#P@pdy^mHnhx(=m{ z^eL9Gvw%%`BN(x-kJsZ@B?JrOa$2|O!fJ&qims#Ss*ofX$K0NO5{*Hq-p;A`IrF+a 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z+Kqvuo)&O)(^PcJzwVa3*22_|s+SqSORHP?QitmwkEt+jo&FBoB%L@6lo_WxNZSJk zmuquTc@c}SB0A?MMJ83TEfC@sX1=1^etK7+oTmdQ1g#JkhS@iud*k7e)l;&q2wDKE zZ9T%;G#)UQ#Qqh3^UDGQ0RRCKfC6w0xh8M712#yE%RxireQm+YyiUj+Wmpbz$=QWG(>}BHl5sF z9D-lXGm4WK5CXG%(FyumR}OEhm2_q)>V?^{9QIHCDk3OS$s29X>CfxT2QlJ04cW<(!C7hug$U)f!3*lV)TDGHi? zO$}DPE7+eR|1Onu^+cVorRjC%lokcMInziJpaKAMDdTsR+nI+ zx}m7X^4ywcPEOTfJIg7E|r3J^LBEj_Y`+j|=OwYf*8cmPmK0|XQR2mlBG zRhENY0*74!0f$`z0*74!1BYD#1h-uR1&4hCRhF0Le+4Rklb0+cs$gpo5*rH=f-)gw zIqpsB*0F=1-4Ip%cjR(d5D-N1U zhHXnKN5y@Al^m-U6;8^Q8}iKo`j*-(*1hK_2ZY{muFkDr*PV~bTA707r%Zp(8++wU z3y$)Hka4l5hdFSnpO1RkZr|t?%&G%@n9iw~0+>D-fu1|KIKM&sYaG$M<0paRVq8RG zRo~YuQC$82P)i30J%$c8@&Et;f&l;kP)h*00;mG09BTkB7p@u4ONypTs?*k VHu3-f0D_lkfdw)KwtfWw004D4muLV0 diff --git a/server/e2e/test-extension-enterprise/manifest.json b/server/e2e/test-extension-enterprise/manifest.json index cd69662d..ba3f162b 100644 --- a/server/e2e/test-extension-enterprise/manifest.json +++ b/server/e2e/test-extension-enterprise/manifest.json @@ -1,4 +1,13 @@ { + "manifest_version": 3, + "name": "HTTP Message Signatures User Agent", + "permissions": [ + "webRequest", + "webRequestBlocking" + ], + "host_permissions": [ + "" + ], "background": { "service_worker": "background.mjs", "type": "module" @@ -6,13 +15,5 @@ "content_security_policy": { "extension_pages": "script-src 'self' 'wasm-unsafe-eval'; object-src 'self';" }, - "host_permissions": [ - "" - ], - "manifest_version": 3, - "name": "HTTP Message Signatures User Agent", - "permissions": [ - "webRequest" - ], "version": "0.2.0" } \ No newline at end of file diff --git a/server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist b/server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist index 775fe08a..53287efd 100644 --- a/server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist +++ b/server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist @@ -9,12 +9,12 @@ installation_mode blocked - dkamcndnlciinlhlbkpllfljehkghiaa + boimhnmdbkcpjabondiibeejkndanfpi installation_mode force_installed update_url - http://127.0.0.1:10001/extensions/raf-test-web-bot-auth-fixed-v2/update.xml + http://127.0.0.1:10001/extensions/my-web-bot-auth-test-2/update.xml diff --git a/server/e2e/test-extension-enterprise/policy/policy.json b/server/e2e/test-extension-enterprise/policy/policy.json index 07cf2f4f..03988cfa 100644 --- a/server/e2e/test-extension-enterprise/policy/policy.json +++ b/server/e2e/test-extension-enterprise/policy/policy.json @@ -1,8 +1,8 @@ { "ExtensionSettings": { - "dkamcndnlciinlhlbkpllfljehkghiaa": { + "boimhnmdbkcpjabondiibeejkndanfpi": { "installation_mode": "force_installed", - "update_url": "http://127.0.0.1:10001/extensions/raf-test-web-bot-auth-fixed-v2/update.xml" + "update_url": "http://127.0.0.1:10001/extensions/my-web-bot-auth-test-2/update.xml" } } } diff --git a/server/e2e/test-extension-enterprise/private_key.pem b/server/e2e/test-extension-enterprise/private_key.pem index 57da6853..bbd74b54 100644 --- a/server/e2e/test-extension-enterprise/private_key.pem +++ b/server/e2e/test-extension-enterprise/private_key.pem @@ -1,28 +1,28 @@ -----BEGIN PRIVATE KEY----- -MIIEvQIBADANBgkqhkiG9w0BAQEFAASCBKcwggSjAgEAAoIBAQCGY7qPQODsYHTO -7kRssfMHTvLrzh5Yf9PWjx3N413mn5liHEeuMuM3XaTeco0bIJDj+09QVZH0w5Tn -vyutc1vS/6CPSEUFNG1luX90zAug4qE0G9kBV57L4epO1Ss8suwzJKrjnhzGcMLV -xODy37kiGsxjgMCTHKpz1XQ9srNUj45TIOvIyQgrvsmZ2o2Bo54WcHTTVHTLv+6W -vdbC1I6qlxnAS6tb+VKH6x+PqTBunf4O3CSdOAyUGac7SNsDB5drc1F5EYuwIjrn -J0UmVbEtEOIWZr6i2356V6CcpwMoBK0QF4bZN6B74+GR1VOyrQhaAKttPcLaNB4w -l8T+FfPLAgMBAAECggEAG+iWE63bh/s4BslAeHo0CC6DEClL8AEL0yEBhYJUO9Kl -HdTVpf13ZkYSOQf8+cc3j8De5cX/e58qSz5OKcUtKpJfm6Hcg4oxtdBiAbVmLNEj -vRiTZk318k1GRXzLb92QY8aXnpF1VFiSfaZXONjxL331OCzC0UpAs7F+ZFm6GDMy -wpUyZ5znKg09W6hNx/H/FFyTdR796840hw8+gNaeK0MnvsjYL0jmQxl3Xub1pJGR -JVnSHKT5t+YqGNjme6pobWKmkv6zOeyaY+pRiqkGyoMcswsODELOBEdBb2Z7X2uO -vqeZwSwgCSY+MIUOIyNahpGF8vouGOXp045o0wgiwQKBgQC9nKKssJDdHHvxvLa3 -kDTBsnS6iuCdMPhMETpkRqZqJ7Vgp9/GLIZvrg9OyKxid6gWgPslLwD9ru3D0/BO -j7L+G1432PVYrkMmCaEonAA7w7nqOxxDRUh6O6lo1NmEIFhRpDo81uylLb9PmhO4 -jkLTCmC7TFAJcV9ge9BrFxEWsQKBgQC1cWMas5AblIBcrlkKRFmzE+XpbQKWlVKY -OkdqNQ75jVpGNPanrNn4yHvNTzN+Ls14EhfIHwscpb9RnAgrJ/ZJCXNWYy4tWke7 -lbHyw7FV5SWgWdjjbwN+TKapapVagN2PaEi47xv46UeueA141GhySyWqTDBAtMjN -VARmelGJOwKBgBiT6CY4UN7IZWyFSK3snFoLNsRDYjAd++FoTkhXPBUAhqs7t27p -sJdjWYqdynKNDhW0rFk6iYdYmGtM2pZkXBBCHelhTxQqqnuQvfoUlpconL224cf6 -gBWQDDqRdIyC4M/cWMwwE8apcmXwE+RVVGYkrzs3/hvrPTC1e+OVvtpRAoGBALCG -pWXoBy9eFliVY5mCkEaS+F9XKGp60sW6BZsGDhCq/oZJpyPRHqxV2WURRkbgoBTO -fYa89SGk/HMYvDXIhmvenvEQQ2/qYtnVNTC8Rb8M1sOgRkxXyG1Lg+ZWBQLtVyHb -0sziDTPpOk07Ddhdx1RTWkzKHTQG70odEL7nCIbbAoGAVpJwqAkZrWe0xAm8lHtr -dzVz4ogwWfXqkO6qYUgyMQkoebsv9tH4T6xhJIX8Rrgh5XRm42FGFxFOJDYWvhPz -C1bWi8EUVOB2Z0H89Na6KKsaJgOoGUWP+8+xJrqgs2um9WLxTCjJLimONc+njo9Z -KokxRAvXdGdw2LFIlfpxvRQ= +MIIEvgIBADANBgkqhkiG9w0BAQEFAASCBKgwggSkAgEAAoIBAQDdHwWLATPq4rBS +ucGpLj+vgcj47I42a+U2X71N/cFnXyzSHyQTSQHm17xOAXV5nNjYpJ5VDDVtDiMl +Wcdwrt7Nj2egJITw5YzOS1MnUKAvHPR0Kpe6DqWN9CmWsLOATXkjGLGvj9fjVyUE +C+NyWrfowmqFLIquo+mqkCQXx9yeEo1BqN7Oqfg587o8pRMyiUi2zKmWHW6LzDgZ +al3gsCBv6Nf7y8uqH8EKIBusZVuqWJvCydDN+3JL5vsxmv4/y7hvyjDfpzPacbIo +dqbQqr3UUPSeg5MXSoCGEHaaSHZt+MczQBMyu590wPrpn6l/98Bc6y+OZAPR+QfV +pwFdzxaVAgMBAAECggEACslhntdPLg0i5tYy8UrVRn2BTUtU4KjAxLdE59ISJjXJ +XPKx8tLj6dvqTq/ZiDYzidX191YiIRDIfCD2DrQpIEP3nSNK7Ol1xfZ8tvVC6ylx +b11Ii4X9Y4BeqwAxsXeWCjVBLbxJnsh4gMsHrGNqh0s8oQR8O2q5kl13tUVFqNxN +mZzLA4x5HkdujCiWY4rgzKPYfh/eneUVjN7RDAp9D+5D+hIzCuAOwdVKNV/bVXA4 +8MMcs4URenrDuiXxAdwjFMLcU5eA62iEkwcmBY85/2to1YUlmEB+/ZGl8XBPJyhu +omE5gzLNVS+CHheT3M048OdMHK2FdMhwcm/WYmRJIQKBgQDzmichwdWTRyPylOdv +RtgSXHI+N/3emmJdA2S/Pvl9Y8IsIVCH1AFTFgIHlcy7162z6/doLFuChR9sW9pb +hjuuMIbKGS2vfRaRNB4jQbom+ZMcxZ9ZFyNUEwUK8PGXOLNw67HPOuN3hUXFCr3W +BGY1Dgc7QdzjRKUsdSf/VnHCHQKBgQDoX/fhDnjlKyPz47TJySiTrdHhexTaWgP2 +9K5srR8L6YhKS4iMYOGFlaAJdxTYF5FU0pLfQIMcGB3IQXrguAeYyfU9vZmWEX1m ++fkj+Nv3Ig5MXLJUoje60VJn+Jfs8Y+A0H7R08kPMXnTK4nTxcqUBrlF5b2lxcnz +Ak4Yq/H82QKBgQCaEgNx/FCCh9oakUcXQC1k34d6BpvQcMCJp53Ov5u4TKIAm0l9 +vv7fd+nstjf5Dl5Uj4e5IWT3Vg8bz7R5cprIfvShWe9lMK5XRClTjzyXbf43kl5I +ULQNdsIXu3BxfnEvmEKrmMlJTMdl6ndKpxmlsKuuNOfp7f6x8Z9MhXYJmQKBgQDK +jjT9mebqJJO/WcLSjiVvrXmg6fAAcay5DQoqMzI36QZjdLn/W8fZ8NZCyemCf/Cw +FqnuL0baK29yixl4XxJILes3OVlyxaYhKE7y+0+KecYq7DaKraiUkTga50hPQzWK +3LNfZhQByWffGjmXPvdZ1w6TDjMlGGb0DBNVUDSs6QKBgFNfXTTQ3vjVPs3MiMQD +eXeJzXj+n6FiCdzheUq9TcmZbQdEFIbOw6lwAdXU+cB8VMxUIcxCJfXZXtmBfXbn +nx3oUN/ChlW2v5mUj6PKBliFf2F5YLsBCQTigCshJFhgkrYszk9gU0DZAyeizVnY +6KijCJZHCvEQ8jbhsvVrqwLe -----END PRIVATE KEY----- diff --git a/server/e2e/test-extension-enterprise/update.xml b/server/e2e/test-extension-enterprise/update.xml index df0c53cd..943fcda9 100644 --- a/server/e2e/test-extension-enterprise/update.xml +++ b/server/e2e/test-extension-enterprise/update.xml @@ -1,6 +1,6 @@ - - + + - + \ No newline at end of file From 4d56dbbe8ea073ea3e6fee3c6328d2091807eb80 Mon Sep 17 00:00:00 2001 From: Rafael Garcia Date: Mon, 26 Jan 2026 16:00:10 -0500 Subject: [PATCH 3/8] fix: remove --disable-extensions-except to allow enterprise policy extensions The --disable-extensions-except flag causes Chrome to set extensions_enabled_ to false, which prevents external providers (including the policy loader) from being created. This means Chrome never attempts to fetch force-installed extensions via ExtensionInstallForcelist enterprise policy. Changes: - Remove --disable-extensions-except from chromium.go flag generation - Remove --disable-extensions-except from wrapper.sh proxy extension setup - Update MergeExtensionPath to only use --load-extension - Update e2e test to upload kernel-like extension first (mirrors production) The fix allows enterprise policy extensions to be fetched and installed while still loading the kernel extension via --load-extension. See Chromium source: extension_service.cc - external providers are only created when extensions_enabled() returns true. --- images/chromium-headless/image/wrapper.sh | 6 +-- server/cmd/api/api/chromium.go | 6 ++- server/e2e/e2e_enterprise_extension_test.go | 52 +++++++++++++++++++++ server/lib/chromiumflags/chromiumflags.go | 32 +++++++++++++ 4 files changed, 92 insertions(+), 4 deletions(-) diff --git a/images/chromium-headless/image/wrapper.sh b/images/chromium-headless/image/wrapper.sh index 9be6e4b2..7c72ca05 100755 --- a/images/chromium-headless/image/wrapper.sh +++ b/images/chromium-headless/image/wrapper.sh @@ -44,10 +44,10 @@ fi export HOSTNAME="${HOSTNAME:-kernel-vm}" # if CHROMIUM_FLAGS is not set, default to the flags used in playwright_stealth +# NOTE: --disable-background-networking was intentionally removed because it prevents +# Chrome from fetching extensions via ExtensionInstallForcelist enterprise policy. +# Enterprise extensions require Chrome to make HTTP requests to fetch update.xml and .crx files. if [ -z "${CHROMIUM_FLAGS:-}" ]; then - # NOTE: --disable-background-networking was intentionally removed because it prevents - # Chrome from fetching extensions via ExtensionInstallForcelist enterprise policy. - # Enterprise extensions require Chrome to make HTTP requests to fetch update.xml and .crx files. CHROMIUM_FLAGS="--accept-lang=en-US,en \ --allow-pre-commit-input \ --blink-settings=primaryHoverType=2,availableHoverTypes=2,primaryPointerType=4,availablePointerTypes=4 \ diff --git a/server/cmd/api/api/chromium.go b/server/cmd/api/api/chromium.go index 905b8721..20d940ca 100644 --- a/server/cmd/api/api/chromium.go +++ b/server/cmd/api/api/chromium.go @@ -260,10 +260,14 @@ func (s *ApiService) UploadExtensionsAndRestart(ctx context.Context, request oap // Build flags overlay file in /chromium/flags, merging with existing flags // Only add --load-extension flags for extensions that don't use policy installation + // NOTE: We intentionally do NOT use --disable-extensions-except here because it causes + // Chrome to disable external providers (including the policy loader), which prevents + // enterprise policy extensions (ExtensionInstallForcelist) from being fetched and installed. + // See Chromium source: extension_service.cc - external providers are only created when + // extensions_enabled() returns true, which is false when --disable-extensions-except is used. var newTokens []string if len(pathsNeedingFlags) > 0 { newTokens = []string{ - fmt.Sprintf("--disable-extensions-except=%s", strings.Join(pathsNeedingFlags, ",")), fmt.Sprintf("--load-extension=%s", strings.Join(pathsNeedingFlags, ",")), } } diff --git a/server/e2e/e2e_enterprise_extension_test.go b/server/e2e/e2e_enterprise_extension_test.go index 09a78545..52995f26 100644 --- a/server/e2e/e2e_enterprise_extension_test.go +++ b/server/e2e/e2e_enterprise_extension_test.go @@ -82,6 +82,17 @@ func runEnterpriseExtensionTest(t *testing.T, image string) { _, err = waitDevtoolsWS(ctx) require.NoError(t, err, "devtools not ready") + // First upload a simple extension to simulate the kernel extension in production. + // This causes Chrome to be launched with --load-extension, which mirrors production + // where the kernel extension is always loaded before any enterprise extensions. + logger.Info("[test]", "action", "uploading kernel-like extension first (to simulate prod)") + uploadKernelLikeExtension(t, ctx, logger) + + // Wait for Chrome to restart with the new flags + time.Sleep(3 * time.Second) + _, err = waitDevtoolsWS(ctx) + require.NoError(t, err, "devtools not ready after kernel extension") + // Upload the enterprise test extension (with update.xml and .crx) logger.Info("[test]", "action", "uploading enterprise test extension (with update.xml and .crx)") uploadEnterpriseTestExtension(t, ctx, logger) @@ -138,6 +149,47 @@ func runEnterpriseExtensionTest(t *testing.T, image string) { logger.Info("[test]", "result", "enterprise extension installation test completed") } +// uploadKernelLikeExtension uploads a simple extension to simulate the kernel extension. +// In production, the kernel extension is always loaded before any enterprise extensions, +// so this ensures the test mirrors that behavior. +func uploadKernelLikeExtension(t *testing.T, ctx context.Context, logger *slog.Logger) { + t.Helper() + + client, err := apiClient() + require.NoError(t, err, "failed to create API client") + + // Get the path to the simple test extension (no webRequest, so no enterprise policy) + extDir, err := filepath.Abs("test-extension") + require.NoError(t, err, "failed to get absolute path to test-extension") + + // Create zip of the extension + extZip, err := zipDirToBytes(extDir) + require.NoError(t, err, "failed to zip test extension") + + // Upload extension + var body bytes.Buffer + w := multipart.NewWriter(&body) + fw, err := w.CreateFormFile("extensions.zip_file", "kernel-like-ext.zip") + require.NoError(t, err) + _, err = io.Copy(fw, bytes.NewReader(extZip)) + require.NoError(t, err) + err = w.WriteField("extensions.name", "kernel") + require.NoError(t, err) + err = w.Close() + require.NoError(t, err) + + start := time.Now() + rsp, err := client.UploadExtensionsAndRestartWithBodyWithResponse(ctx, w.FormDataContentType(), &body) + elapsed := time.Since(start) + require.NoError(t, err, "uploadExtensionsAndRestart request error") + + require.Equal(t, http.StatusCreated, rsp.StatusCode(), + "expected 201 Created but got %d. Body: %s", + rsp.StatusCode(), string(rsp.Body)) + + logger.Info("[kernel-ext]", "action", "uploaded kernel-like extension", "elapsed", elapsed.String()) +} + // uploadEnterpriseTestExtension uploads the test extension with update.xml and .crx files. // This should trigger enterprise policy handling via ExtensionInstallForcelist. func uploadEnterpriseTestExtension(t *testing.T, ctx context.Context, logger *slog.Logger) { diff --git a/server/lib/chromiumflags/chromiumflags.go b/server/lib/chromiumflags/chromiumflags.go index a9681656..f3e3729c 100644 --- a/server/lib/chromiumflags/chromiumflags.go +++ b/server/lib/chromiumflags/chromiumflags.go @@ -184,6 +184,38 @@ func MergeFlagsWithRuntimeTokens(baseFlags string, runtimeTokens []string) []str return MergeFlags(base, runtimeTokens) } +// MergeExtensionPath appends an extension path to existing --load-extension flags +// within an args slice. If the flag exists, the path is appended to its comma-separated +// list. If it doesn't exist, a new flag is added. This preserves other extensions that +// may already be configured. +// +// NOTE: We intentionally do NOT use --disable-extensions-except here because it causes +// Chrome to disable external providers (including the policy loader), which prevents +// enterprise policy extensions (ExtensionInstallForcelist) from being fetched and installed. +// See Chromium source: extension_service.cc - external providers are only created when +// extensions_enabled() returns true, which is false when --disable-extensions-except is used. +func MergeExtensionPath(args []string, extPath string) []string { + foundLoad := false + result := make([]string, 0, len(args)+1) + + for _, arg := range args { + switch { + case strings.HasPrefix(arg, "--load-extension="): + existing := strings.TrimPrefix(arg, "--load-extension=") + result = append(result, "--load-extension="+existing+","+extPath) + foundLoad = true + default: + result = append(result, arg) + } + } + + if !foundLoad { + result = append(result, "--load-extension="+extPath) + } + + return result +} + // WriteFlagFile writes the provided tokens to the given path as JSON in the // form: { "flags": ["--foo", "--bar=1"] } with file mode 0644. // The function creates or truncates the file. From 9d70ef7116220a68ffa3d10736a4cc06c6f9c5b3 Mon Sep 17 00:00:00 2001 From: Rafael Garcia Date: Mon, 26 Jan 2026 16:32:00 -0500 Subject: [PATCH 4/8] refactor: use minimal enterprise test extension Replace the web-bot-auth-based test extension with a minimal extension that only has the webRequest permission needed to trigger enterprise policy installation. This makes the test more focused and reduces the extension size from 360KB to 1.3KB. Also fix runContainer to: - Add mode=1777 to tmpfs mount - Ensure CHROMIUM_FLAGS includes --no-sandbox for CI --- server/e2e/e2e_enterprise_extension_test.go | 6 +- .../test-extension-enterprise/background.js | 13 + .../test-extension-enterprise/background.mjs | 30819 ---------------- .../test-extension-enterprise/extension.crx | Bin 0 -> 1333 bytes .../http-message-signatures-extension.crx | Bin 360865 -> 0 bytes .../test-extension-enterprise/manifest.json | 18 +- .../policy/com.google.Chrome.managed.plist | 21 - .../com.google.Chrome.managed.plist.templ | 21 - .../policy/policy.json | 8 - .../policy/policy.json.templ | 8 - .../test-extension-enterprise/private_key.pem | 52 +- .../e2e/test-extension-enterprise/update.xml | 6 +- 12 files changed, 52 insertions(+), 30920 deletions(-) create mode 100644 server/e2e/test-extension-enterprise/background.js delete mode 100644 server/e2e/test-extension-enterprise/background.mjs create mode 100644 server/e2e/test-extension-enterprise/extension.crx delete mode 100644 server/e2e/test-extension-enterprise/http-message-signatures-extension.crx delete mode 100644 server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist delete mode 100644 server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist.templ delete mode 100644 server/e2e/test-extension-enterprise/policy/policy.json delete mode 100644 server/e2e/test-extension-enterprise/policy/policy.json.templ diff --git a/server/e2e/e2e_enterprise_extension_test.go b/server/e2e/e2e_enterprise_extension_test.go index 52995f26..37b36010 100644 --- a/server/e2e/e2e_enterprise_extension_test.go +++ b/server/e2e/e2e_enterprise_extension_test.go @@ -215,7 +215,7 @@ func uploadEnterpriseTestExtension(t *testing.T, ctx context.Context, logger *sl logger.Info("[extension]", "update.xml", string(updateXMLData)) // Verify .crx exists - crxPath := filepath.Join(extDir, "http-message-signatures-extension.crx") + crxPath := filepath.Join(extDir, "extension.crx") crxInfo, err := os.Stat(crxPath) require.NoError(t, err, "failed to stat .crx file") logger.Info("[extension]", "crx_size", crxInfo.Size()) @@ -319,7 +319,7 @@ func checkExtractedFiles(t *testing.T, ctx context.Context, logger *slog.Logger) } // Check file types - fileOutput, err := execCombinedOutput(ctx, "file", []string{"/home/kernel/extensions/enterprise-test/http-message-signatures-extension.crx"}) + fileOutput, err := execCombinedOutput(ctx, "file", []string{"/home/kernel/extensions/enterprise-test/extension.crx"}) if err != nil { logger.Warn("[files]", "file_type_error", err.Error()) } else { @@ -528,7 +528,7 @@ func verifyExtensionInstalled(t *testing.T, ctx context.Context, logger *slog.Lo // directory path, which differs from the ID in update.xml (which is for the packed .crx file). // So we verify by extension name instead. - expectedExtensionName := "HTTP Message Signatures User Agent" + expectedExtensionName := "Minimal Enterprise Test Extension" logger.Info("[verify]", "expected_extension_name", expectedExtensionName) // Use playwright to navigate to chrome://extensions and verify extension is loaded diff --git a/server/e2e/test-extension-enterprise/background.js b/server/e2e/test-extension-enterprise/background.js new file mode 100644 index 00000000..41832f05 --- /dev/null +++ b/server/e2e/test-extension-enterprise/background.js @@ -0,0 +1,13 @@ +// Minimal enterprise extension background script +// This extension exists to test enterprise policy installation via ExtensionInstallForcelist. +// The webRequest permission requires enterprise policy for installation. + +chrome.webRequest.onBeforeRequest.addListener( + (details) => { + // No-op listener - just to validate the extension loaded correctly + return {}; + }, + { urls: [""] } +); + +console.log("Minimal Enterprise Test Extension loaded"); diff --git a/server/e2e/test-extension-enterprise/background.mjs b/server/e2e/test-extension-enterprise/background.mjs deleted file mode 100644 index 060d6d7e..00000000 --- a/server/e2e/test-extension-enterprise/background.mjs +++ /dev/null @@ -1,30819 +0,0 @@ -var __create = Object.create; -var __defProp = Object.defineProperty; -var __getOwnPropDesc = Object.getOwnPropertyDescriptor; -var __getOwnPropNames = Object.getOwnPropertyNames; -var __getProtoOf = Object.getPrototypeOf; -var __hasOwnProp = Object.prototype.hasOwnProperty; -var __commonJS = (cb, mod) => function __require() { - return mod || (0, cb[__getOwnPropNames(cb)[0]])((mod = { exports: {} }).exports, mod), mod.exports; -}; -var __copyProps = (to, from, except, desc) => { - if (from && typeof from === "object" || typeof from === "function") { - for (let key of __getOwnPropNames(from)) - if (!__hasOwnProp.call(to, key) && key !== except) - __defProp(to, key, { get: () => from[key], enumerable: !(desc = __getOwnPropDesc(from, key)) || desc.enumerable }); - } - return to; -}; -var __toESM = (mod, isNodeMode, target) => (target = mod != null ? __create(__getProtoOf(mod)) : {}, __copyProps( - // If the importer is in node compatibility mode or this is not an ESM - // file that has been converted to a CommonJS file using a Babel- - // compatible transform (i.e. "__esModule" has not been set), then set - // "default" to the CommonJS "module.exports" for node compatibility. - isNodeMode || !mod || !mod.__esModule ? __defProp(target, "default", { value: mod, enumerable: true }) : target, - mod -)); - -// (disabled):crypto -var require_crypto = __commonJS({ - "(disabled):crypto"() { - } -}); - -// (disabled):fs -var require_fs = __commonJS({ - "(disabled):fs"() { - } -}); - -// ../../node_modules/libsodium/dist/modules/libsodium.js -var require_libsodium = __commonJS({ - "../../node_modules/libsodium/dist/modules/libsodium.js"(exports, module) { - (function(root) { - function expose_libsodium(exports2) { - "use strict"; - var Module = exports2; - var Module; - if (typeof Module === "undefined") { - Module = {}; - } - var root2 = Module; - if (typeof root2["sodium"] !== "object") { - if (typeof global === "object") { - root2 = global; - } else if (typeof window === "object") { - root2 = window; - } - } - if (typeof Module.getRandomValue === "undefined") { - try { - var window_ = "object" === typeof window ? window : self; - var crypto_ = typeof window_.crypto !== "undefined" ? window_.crypto : window_.msCrypto; - var randomValuesStandard = function() { - var buf = new Uint32Array(1); - crypto_.getRandomValues(buf); - return buf[0] >>> 0; - }; - randomValuesStandard(); - Module.getRandomValue = randomValuesStandard; - } catch (e) { - try { - var crypto2 = require_crypto(); - var randomValueNodeJS = function() { - var buf = crypto2["randomBytes"](4); - return (buf[0] << 24 | buf[1] << 16 | buf[2] << 8 | buf[3]) >>> 0; - }; - randomValueNodeJS(); - Module.getRandomValue = randomValueNodeJS; - } catch (e2) { - throw "No secure random number generator found"; - } - } - } - var _Module = Module; - Module.ready = new Promise(function(resolve, reject) { - var Module2 = _Module; - Module2.onAbort = reject; - Module2.print = function(what) { - typeof console !== "undefined" && console.log(what); - }; - Module2.printErr = function(what) { - typeof console !== "undefined" && console.warn(what); - }; - Module2.onRuntimeInitialized = function() { - try { - Module2._crypto_secretbox_keybytes(); - resolve(); - } catch (err2) { - reject(err2); - } - }; - Module2.useBackupModule = function() { - return new Promise(function(resolve2, reject2) { - var Module3 = {}; - Module3.onAbort = reject2; - Module3.getRandomValue = _Module.getRandomValue; - Module3.onRuntimeInitialized = function() { - Object.keys(_Module).forEach(function(k) { - if (k !== "getRandomValue") { - delete _Module[k]; - } - }); - Object.keys(Module3).forEach(function(k) { - _Module[k] = Module3[k]; - }); - resolve2(); - }; - var Module3 = typeof Module3 != "undefined" ? Module3 : {}; - var ENVIRONMENT_IS_WEB2 = !!globalThis.window; - var ENVIRONMENT_IS_WORKER2 = !!globalThis.WorkerGlobalScope; - var ENVIRONMENT_IS_NODE2 = globalThis.process?.versions?.node && globalThis.process?.type != "renderer"; - var arguments_2 = []; - var thisProgram2 = "./this.program"; - var quit_2 = (status, toThrow) => { - throw toThrow; - }; - var _scriptName2 = globalThis.document?.currentScript?.src; - if (typeof __filename != "undefined") { - _scriptName2 = __filename; - } else if (ENVIRONMENT_IS_WORKER2) { - _scriptName2 = self.location.href; - } - var scriptDirectory2 = ""; - var readAsync2, readBinary2; - if (ENVIRONMENT_IS_NODE2) { - var fs2 = require_fs(); - scriptDirectory2 = __dirname + "/"; - readBinary2 = (filename) => { - filename = isFileURI2(filename) ? new URL(filename) : filename; - var ret = fs2.readFileSync(filename); - return ret; - }; - readAsync2 = async (filename, binary = true) => { - filename = isFileURI2(filename) ? new URL(filename) : filename; - var ret = fs2.readFileSync(filename, binary ? void 0 : "utf8"); - return ret; - }; - if (process.argv.length > 1) { - thisProgram2 = process.argv[1].replace(/\\/g, "/"); - } - arguments_2 = process.argv.slice(2); - if (typeof module != "undefined") { - module["exports"] = Module3; - } - quit_2 = (status, toThrow) => { - process.exitCode = status; - throw toThrow; - }; - } else if (ENVIRONMENT_IS_WEB2 || ENVIRONMENT_IS_WORKER2) { - try { - scriptDirectory2 = new URL(".", _scriptName2).href; - } catch { - } - { - if (ENVIRONMENT_IS_WORKER2) { - readBinary2 = (url) => { - var xhr = new XMLHttpRequest(); - xhr.open("GET", url, false); - xhr.responseType = "arraybuffer"; - xhr.send(null); - return new Uint8Array(xhr.response); - }; - } - readAsync2 = async (url) => { - if (isFileURI2(url)) { - return new Promise((resolve3, reject3) => { - var xhr = new XMLHttpRequest(); - xhr.open("GET", url, true); - xhr.responseType = "arraybuffer"; - xhr.onload = () => { - if (xhr.status == 200 || 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- i2(a, 33660, "AQ=="); - i2(a, 33696, "AQ=="); - i2(a, 33728, "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"); - i2(a, 38848, "Z+YJaoWuZ7ty8248OvVPpX9SDlGMaAWbq9mDHxnN4FuYL4pCkUQ3cc/7wLWl27XpW8JWOfER8Vmkgj+S1V4cq5iqB9gBW4MSvoUxJMN9DFV0Xb5y/rHegKcG3Jt08ZvBwWmb5IZHvu/GncEPzKEMJG8s6S2qhHRK3KmwXNqI+XZSUT6YbcYxqMgnA7DHf1m/8wvgxkeRp9VRY8oGZykpFIUKtyc4IRsu/G0sTRMNOFNUcwpluwpqdi7JwoGFLHKSoei/oktmGqhwi0vCo1FsxxnoktEkBpnWhTUO9HCgahAWwaQZCGw3Hkx3SCe1vLA0swwcOUqq2E5Pypxb828uaO6Cj3RvY6V4FHjIhAgCx4z6/76Q62xQpPej+b7yeHHGgA=="); - i2(a, 39216, "U2lnRWQyNTUxOSBubyBFZDI1NTE5IGNvbGxpc2lvbnMB"); - i2(a, 39296, "IJ8BAAEAAAACAAAAAwAAAAQAAAAFAAAABgAAAAcAAAAIAAAACQAAAAoAAAALAAAADAAAAA0AAAAOAAAADwAAABAAAAAR"); - } - function o(p, q, r) { - p = p >>> 0; - r = r >>> 0; - if (p + r > a.length) throw "trap: invalid memory.fill"; - a.fill(q, p, p + r); - } - function s() { - throw new Error("abort"); - } - function t(p, u, r) { - a.copyWithin(p, u, u + r); - } - function ba(n) { - var v = new ArrayBuffer(16777216); - var w = new Int8Array(v); - var x = new Int16Array(v); - var y = new Int32Array(v); - var z = new Uint8Array(v); - var A = new Uint16Array(v); - var B = new Uint32Array(v); - var C = new Float32Array(v); - var D = new Float64Array(v); - var E = Math.imul; - var F = Math.fround; - var G = Math.abs; - var H = Math.clz32; - var I = Math.min; - var J = Math.max; - var K = Math.floor; - var L = Math.ceil; - var M = Math.trunc; - var N = Math.sqrt; - var O = n.a; - var P = O.a; - var Q = O.b; - var R = O.c; - var S = O.d; - var T = 106272; - var U = 0; - function fb(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, y2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, T2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0, ea2 = 0, fa2 = 0, ga2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, ka2 = 0, la2 = 0, ma2 = 0, na2 = 0, oa2 = 0, pa2 = 0, qa2 = 0, ra2 = 0, sa2 = 0, ta2 = 0, ua2 = 0, va2 = 0, wa2 = 0, xa2 = 0, ya2 = 0, za2 = 0, Aa2 = 0, Ba2 = 0, Ca2 = 0, Da2 = 0; - ia2 = z[b2 + 40 | 0] | z[b2 + 41 | 0] << 8 | (z[b2 + 42 | 0] << 16 | z[b2 + 43 | 0] << 24); - c2 = z[b2 + 44 | 0] | z[b2 + 45 | 0] << 8 | (z[b2 + 46 | 0] << 16 | z[b2 + 47 | 0] << 24); - ka2 = c2; - Z = z[b2 + 104 | 0] | z[b2 + 105 | 0] << 8 | (z[b2 + 106 | 0] << 16 | z[b2 + 107 | 0] << 24); - c2 = z[b2 + 108 | 0] | z[b2 + 109 | 0] << 8 | (z[b2 + 110 | 0] << 16 | z[b2 + 111 | 0] << 24); - la2 = c2; - c2 = z[b2 + 68 | 0] | z[b2 + 69 | 0] << 8 | (z[b2 + 70 | 0] << 16 | z[b2 + 71 | 0] << 24); - O2 = z[b2 + 64 | 0] | z[b2 + 65 | 0] << 8 | (z[b2 + 66 | 0] << 16 | z[b2 + 67 | 0] << 24); - $2 = c2; - c2 = z[b2 + 36 | 0] | z[b2 + 37 | 0] << 8 | (z[b2 + 38 | 0] << 16 | z[b2 + 39 | 0] << 24); - wa2 = c2; - s2 = c2; - da2 = z[b2 + 120 | 0] | z[b2 + 121 | 0] << 8 | (z[b2 + 122 | 0] << 16 | z[b2 + 123 | 0] << 24); - c2 = z[b2 + 124 | 0] | z[b2 + 125 | 0] << 8 | (z[b2 + 126 | 0] << 16 | z[b2 + 127 | 0] << 24); - qa2 = c2; - c2 = z[b2 + 92 | 0] | z[b2 + 93 | 0] << 8 | (z[b2 + 94 | 0] << 16 | z[b2 + 95 | 0] << 24); - Aa2 = c2; - pa2 = z[b2 + 88 | 0] | z[b2 + 89 | 0] << 8 | (z[b2 + 90 | 0] << 16 | z[b2 + 91 | 0] << 24); - N2 = c2; - ca2 = z[b2 + 80 | 0] | z[b2 + 81 | 0] << 8 | (z[b2 + 82 | 0] << 16 | z[b2 + 83 | 0] << 24); - c2 = z[b2 + 84 | 0] | z[b2 + 85 | 0] << 8 | (z[b2 + 86 | 0] << 16 | z[b2 + 87 | 0] << 24); - na2 = c2; - P2 = c2; - aa = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); - fa2 = z[a2 + 52 | 0] | z[a2 + 53 | 0] << 8 | (z[a2 + 54 | 0] << 16 | z[a2 + 55 | 0] << 24); - c2 = fa2 + s2 | 0; - ea2 = z[a2 + 48 | 0] | z[a2 + 49 | 0] << 8 | (z[a2 + 50 | 0] << 16 | z[a2 + 51 | 0] << 24); - ga2 = z[b2 + 32 | 0] | z[b2 + 33 | 0] << 8 | (z[b2 + 34 | 0] << 16 | z[b2 + 35 | 0] << 24); - L2 = ea2 + ga2 | 0; - c2 = (z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24)) + (ea2 >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = L2; - L2 = L2 + aa | 0; - aa = d >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = aa + ka2 | 0; - ja2 = L2 + ia2 | 0; - c2 = ja2 >>> 0 < L2 >>> 0 ? c2 + 1 | 0 : c2; - ba2 = ja2; - ja2 = c2; - L2 = ve(L2 ^ (z[a2 + 80 | 0] | z[a2 + 81 | 0] << 8 | (z[a2 + 82 | 0] << 16 | z[a2 + 83 | 0] << 24)) ^ -79577749, aa ^ (z[a2 + 84 | 0] | z[a2 + 85 | 0] << 8 | (z[a2 + 86 | 0] << 16 | z[a2 + 87 | 0] << 24)) ^ 528734635, 32); - c2 = U; - ta2 = c2; - c2 = c2 + 1013904242 | 0; - aa = L2; - L2 = L2 - 23791573 | 0; - c2 = L2 >>> 0 < 4271175723 ? c2 + 1 | 0 : c2; - S2 = c2; - fa2 = ve(L2 ^ ea2, c2 ^ fa2, 40); - ea2 = fa2 + ba2 | 0; - c2 = ja2; - ja2 = U; - c2 = c2 + ja2 | 0; - k = ea2; - l = k >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2; - ea2 = ve(aa ^ k, ta2 ^ l, 48); - J2 = U; - c2 = S2 + J2 | 0; - m2 = ea2; - ea2 = L2 + m2 | 0; - c2 = ea2 >>> 0 < L2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = ea2; - p = c2; - c2 = ve(fa2 ^ o2, ja2 ^ c2, 1); - L2 = U; - ea2 = c2; - S2 = L2; - ja2 = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); - c2 = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); - ta2 = c2; - ha2 = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); - fa2 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - aa = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); - L2 = fa2 + aa | 0; - xa2 = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); - Ba2 = z[a2 + 44 | 0] | z[a2 + 45 | 0] << 8 | (z[a2 + 46 | 0] << 16 | z[a2 + 47 | 0] << 24); - c2 = xa2 + Ba2 | 0; - c2 = (z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24)) + (L2 >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = L2; - L2 = L2 + ha2 | 0; - ba2 = d >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = ta2 + ba2 | 0; - ha2 = L2 + ja2 | 0; - c2 = ha2 >>> 0 < L2 >>> 0 ? c2 + 1 | 0 : c2; - d = ve(L2 ^ (z[a2 + 72 | 0] | z[a2 + 73 | 0] << 8 | (z[a2 + 74 | 0] << 16 | z[a2 + 75 | 0] << 24)) ^ 725511199, ba2 ^ (z[a2 + 76 | 0] | z[a2 + 77 | 0] << 8 | (z[a2 + 78 | 0] << 16 | z[a2 + 79 | 0] << 24)) ^ -1694144372, 32); - L2 = U; - C2 = L2; - e = d - 2067093701 | 0; - H2 = C2 - ((d >>> 0 < 2067093701) + 1150833018 | 0) | 0; - h = ve(aa ^ e, Ba2 ^ H2, 40); - L2 = h + ha2 | 0; - K2 = U; - c2 = K2 + c2 | 0; - q = L2; - B2 = q >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - c2 = B2 + S2 | 0; - L2 = q + ea2 | 0; - c2 = (q >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2) + P2 | 0; - f = L2; - L2 = L2 + ca2 | 0; - aa = f >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = aa + N2 | 0; - N2 = L2 + pa2 | 0; - c2 = N2 >>> 0 < L2 >>> 0 ? c2 + 1 | 0 : c2; - F2 = N2; - j = c2; - n2 = ea2; - ra2 = S2; - S2 = L2; - ba2 = aa; - ea2 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - c2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - L2 = c2; - c2 = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); - Ba2 = c2; - aa = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); - Ca2 = aa; - P2 = c2; - ua2 = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - g = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); - c2 = ua2 + g | 0; - N2 = z[a2 + 32 | 0] | z[a2 + 33 | 0] << 8 | (z[a2 + 34 | 0] << 16 | z[a2 + 35 | 0] << 24); - aa = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - f = N2 + aa | 0; - c2 = Ca2 + (N2 >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2) | 0; - P2 = f + P2 | 0; - ha2 = P2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - c2 = ha2 + L2 | 0; - f = P2 + ea2 | 0; - c2 = f >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2; - oa2 = f; - f = c2; - i3 = N2; - c2 = a2 - -64 | 0; - N2 = ve(P2 ^ (z[c2 | 0] | z[c2 + 1 | 0] << 8 | (z[c2 + 2 | 0] << 16 | z[c2 + 3 | 0] << 24)) ^ -1377402159, ha2 ^ (z[c2 + 4 | 0] | z[c2 + 5 | 0] << 8 | (z[c2 + 6 | 0] << 16 | z[c2 + 7 | 0] << 24)) ^ 1359893119, 32); - c2 = U; - ha2 = c2; - c2 = c2 + 1779033703 | 0; - P2 = N2; - N2 = N2 - 205731576 | 0; - c2 = N2 >>> 0 < 4089235720 ? c2 + 1 | 0 : c2; - r = N2; - x2 = c2; - g = ve(i3 ^ r, c2 ^ g, 40); - N2 = g + oa2 | 0; - E2 = U; - c2 = E2 + f | 0; - f = N2; - t2 = g >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; - i3 = ve(P2 ^ f, ha2 ^ t2, 48); - V2 = U; - c2 = ve(i3 ^ S2, V2 ^ ba2, 32); - N2 = U; - R2 = N2; - G2 = c2; - c2 = z[b2 + 60 | 0] | z[b2 + 61 | 0] << 8 | (z[b2 + 62 | 0] << 16 | z[b2 + 63 | 0] << 24); - za2 = c2; - oa2 = z[b2 + 56 | 0] | z[b2 + 57 | 0] << 8 | (z[b2 + 58 | 0] << 16 | z[b2 + 59 | 0] << 24); - ha2 = oa2; - v2 = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); - ba2 = z[b2 + 48 | 0] | z[b2 + 49 | 0] << 8 | (z[b2 + 50 | 0] << 16 | z[b2 + 51 | 0] << 24); - P2 = z[a2 + 56 | 0] | z[a2 + 57 | 0] << 8 | (z[a2 + 58 | 0] << 16 | z[a2 + 59 | 0] << 24); - N2 = ba2 + P2 | 0; - va2 = z[b2 + 52 | 0] | z[b2 + 53 | 0] << 8 | (z[b2 + 54 | 0] << 16 | z[b2 + 55 | 0] << 24); - D2 = z[a2 + 60 | 0] | z[a2 + 61 | 0] << 8 | (z[a2 + 62 | 0] << 16 | z[a2 + 63 | 0] << 24); - c2 = va2 + D2 | 0; - c2 = (z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24)) + (N2 >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - u = N2; - N2 = v2 + N2 | 0; - S2 = u >>> 0 > N2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = za2 + S2 | 0; - v2 = N2 + ha2 | 0; - c2 = v2 >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; - S2 = ve(N2 ^ (z[a2 + 88 | 0] | z[a2 + 89 | 0] << 8 | (z[a2 + 90 | 0] << 16 | z[a2 + 91 | 0] << 24)) ^ 327033209, S2 ^ (z[a2 + 92 | 0] | z[a2 + 93 | 0] << 8 | (z[a2 + 94 | 0] << 16 | z[a2 + 95 | 0] << 24)) ^ 1541459225, 32); - N2 = U; - y2 = N2; - ha2 = S2 + 1595750129 | 0; - u = D2; - D2 = y2 - ((S2 >>> 0 < 2699217167) + 1521486533 | 0) | 0; - P2 = ve(P2 ^ ha2, u ^ D2, 40); - N2 = P2 + v2 | 0; - Y = U; - c2 = Y + c2 | 0; - v2 = N2; - u = v2 >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2; - N2 = ve(v2 ^ S2, y2 ^ u, 48); - W2 = U; - c2 = D2 + W2 | 0; - D2 = N2; - N2 = ha2 + D2 | 0; - c2 = N2 >>> 0 < ha2 >>> 0 ? c2 + 1 | 0 : c2; - y2 = N2; - A2 = c2; - c2 = R2 + c2 | 0; - S2 = G2 + y2 | 0; - c2 = S2 >>> 0 < y2 >>> 0 ? c2 + 1 | 0 : c2; - Q2 = n2 ^ S2; - n2 = c2; - ha2 = ve(Q2, c2 ^ ra2, 40); - N2 = ha2 + F2 | 0; - ra2 = U; - c2 = ra2 + j | 0; - j = N2; - F2 = G2 ^ j; - G2 = j >>> 0 < ha2 >>> 0 ? c2 + 1 | 0 : c2; - N2 = ve(F2, R2 ^ G2, 48); - _ = U; - c2 = n2 + _ | 0; - F2 = N2; - n2 = S2 + F2 | 0; - c2 = n2 >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; - R2 = c2; - I2 = ve(n2 ^ ha2, ra2 ^ c2, 1); - S2 = z[b2 + 72 | 0] | z[b2 + 73 | 0] << 8 | (z[b2 + 74 | 0] << 16 | z[b2 + 75 | 0] << 24); - N2 = I2 + S2 | 0; - ma2 = U; - ra2 = z[b2 + 76 | 0] | z[b2 + 77 | 0] << 8 | (z[b2 + 78 | 0] << 16 | z[b2 + 79 | 0] << 24); - c2 = ma2 + ra2 | 0; - sa2 = N2; - M2 = N2 >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; - T2 = la2; - N2 = z[b2 + 96 | 0] | z[b2 + 97 | 0] << 8 | (z[b2 + 98 | 0] << 16 | z[b2 + 99 | 0] << 24); - c2 = z[b2 + 100 | 0] | z[b2 + 101 | 0] << 8 | (z[b2 + 102 | 0] << 16 | z[b2 + 103 | 0] << 24); - ha2 = c2; - c2 = k; - k = ve(y2 ^ P2, A2 ^ Y, 1); - P2 = c2 + k | 0; - y2 = U; - c2 = y2 + l | 0; - c2 = (k >>> 0 > P2 >>> 0 ? c2 + 1 | 0 : c2) + ha2 | 0; - l = P2; - P2 = N2 + P2 | 0; - l = l >>> 0 > P2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = l + T2 | 0; - A2 = P2 + Z | 0; - c2 = A2 >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2; - Q2 = A2; - A2 = c2; - q = ve(d ^ q, B2 ^ C2, 48); - C2 = U; - c2 = ve(q ^ P2, C2 ^ l, 32); - P2 = U; - Y = P2; - B2 = c2; - c2 = x2 + V2 | 0; - P2 = i3 + r | 0; - r = P2 >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - c2 = Y + r | 0; - l = P2; - i3 = l + B2 | 0; - c2 = l >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2; - x2 = c2; - k = ve(i3 ^ k, y2 ^ c2, 40); - P2 = k + Q2 | 0; - V2 = U; - c2 = V2 + A2 | 0; - A2 = P2; - y2 = k >>> 0 > A2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = y2 + M2 | 0; - P2 = A2 + sa2 | 0; - d = A2 >>> 0 > P2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = d + qa2 | 0; - M2 = P2 + da2 | 0; - c2 = M2 >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2; - sa2 = M2; - M2 = c2; - Q2 = P2; - T2 = d; - P2 = z[b2 + 116 | 0] | z[b2 + 117 | 0] << 8 | (z[b2 + 118 | 0] << 16 | z[b2 + 119 | 0] << 24); - b2 = z[b2 + 112 | 0] | z[b2 + 113 | 0] << 8 | (z[b2 + 114 | 0] << 16 | z[b2 + 115 | 0] << 24); - g = ve(g ^ l, r ^ E2, 1); - d = g + v2 | 0; - E2 = U; - c2 = E2 + u | 0; - c2 = (d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2) + P2 | 0; - r = d; - d = b2 + d | 0; - l = r >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - c2 = l + qa2 | 0; - r = d + da2 | 0; - c2 = r >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - ya2 = r; - r = c2; - c2 = ve(d ^ m2, l ^ J2, 32); - d = U; - X = d; - m2 = c2; - l = d; - c2 = C2 + H2 | 0; - d = e + q | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - q = d; - v2 = c2; - c2 = c2 + l | 0; - d = d + m2 | 0; - c2 = q >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - u = d; - J2 = c2; - l = ve(d ^ g, E2 ^ c2, 40); - d = l + ya2 | 0; - E2 = U; - c2 = E2 + r | 0; - e = d >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - m2 = ve(d ^ m2, X ^ e, 48); - ya2 = U; - c2 = ve(m2 ^ Q2, ya2 ^ T2, 32); - g = U; - X = g; - r = c2; - Q2 = g; - h = ve(h ^ q, v2 ^ K2, 1); - q = U; - c2 = t2 + q | 0; - g = f; - f = f + h | 0; - c2 = (g >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2) + $2 | 0; - g = f + O2 | 0; - f = g >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - c2 = f + ra2 | 0; - t2 = g + S2 | 0; - c2 = t2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - T2 = t2; - t2 = c2; - v2 = h; - g = ve(g ^ D2, f ^ W2, 32); - h = g + o2 | 0; - D2 = U; - c2 = D2 + p | 0; - f = h; - p = g >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; - o2 = ve(v2 ^ f, p ^ q, 40); - h = o2 + T2 | 0; - W2 = U; - c2 = W2 + t2 | 0; - q = h; - t2 = h >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - h = ve(g ^ h, D2 ^ t2, 48); - Da2 = U; - c2 = p + Da2 | 0; - p = h; - h = f + h | 0; - c2 = h >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - v2 = h; - D2 = c2; - c2 = c2 + Q2 | 0; - h = h + r | 0; - c2 = v2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - Q2 = h; - h = h ^ I2; - I2 = c2; - g = ve(h, ma2 ^ c2, 40); - h = g + sa2 | 0; - ma2 = U; - c2 = ma2 + M2 | 0; - M2 = h; - T2 = g >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - c2 = Aa2 + T2 | 0; - h = h + pa2 | 0; - c2 = h >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2; - sa2 = h; - C2 = c2; - h = d; - H2 = Z; - K2 = la2; - d = ve(B2 ^ A2, y2 ^ Y, 48); - Y = U; - c2 = x2 + Y | 0; - B2 = d; - f = i3 + d | 0; - c2 = f >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - x2 = c2; - d = ve(f ^ k, V2 ^ c2, 1); - i3 = U; - c2 = i3 + K2 | 0; - k = d + H2 | 0; - c2 = (k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) + e | 0; - e = h + k | 0; - h = e >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - c2 = va2 + h | 0; - k = e + ba2 | 0; - c2 = k >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2; - A2 = k; - k = c2; - e = ve(e ^ p, h ^ Da2, 32); - y2 = U; - c2 = R2 + y2 | 0; - p = e; - e = n2 + e | 0; - c2 = e >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - n2 = c2; - h = ve(d ^ e, c2 ^ i3, 40); - d = h + A2 | 0; - c2 = k; - k = U; - c2 = c2 + k | 0; - i3 = d; - A2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - d = ve(d ^ p, y2 ^ A2, 48); - V2 = U; - c2 = n2 + V2 | 0; - y2 = d; - n2 = e + d | 0; - c2 = n2 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - R2 = c2; - d = ve(h ^ n2, k ^ c2, 1); - k = U; - c2 = k + C2 | 0; - e = d + sa2 | 0; - h = e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - c2 = za2 + h | 0; - p = e + oa2 | 0; - c2 = p >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2; - sa2 = p; - p = c2; - C2 = d; - H2 = k; - c2 = J2 + ya2 | 0; - d = m2 + u | 0; - c2 = d >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = d; - u = c2; - c2 = ve(d ^ l, E2 ^ c2, 1); - k = U; - l = k; - d = c2; - c2 = t2 + P2 | 0; - q = b2 + q | 0; - c2 = (q >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2) + k | 0; - k = d + q | 0; - q = k >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - c2 = na2 + q | 0; - t2 = k + ca2 | 0; - c2 = t2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; - J2 = t2; - t2 = c2; - k = ve(k ^ F2, q ^ _, 32); - F2 = U; - c2 = x2 + F2 | 0; - x2 = f; - q = k; - f = f + k | 0; - c2 = x2 >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; - x2 = c2; - k = ve(d ^ f, c2 ^ l, 40); - d = k + J2 | 0; - E2 = U; - c2 = E2 + t2 | 0; - l = d; - t2 = d ^ q; - q = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - d = ve(t2, F2 ^ q, 48); - _ = U; - c2 = x2 + _ | 0; - x2 = d; - d = f + d | 0; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - t2 = d; - F2 = c2; - J2 = e; - K2 = h; - d = ve(o2 ^ v2, D2 ^ W2, 1); - f = U; - c2 = f + s2 | 0; - e = d + ga2 | 0; - c2 = G2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; - e = e + j | 0; - h = e >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - c2 = $2 + h | 0; - j = e + O2 | 0; - c2 = j >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - G2 = j; - j = c2; - o2 = d; - e = ve(e ^ B2, h ^ Y, 32); - d = e + m2 | 0; - m2 = U; - c2 = m2 + u | 0; - h = d; - B2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - f = ve(d ^ o2, B2 ^ f, 40); - d = f + G2 | 0; - Y = U; - c2 = Y + j | 0; - j = d; - G2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - v2 = ve(d ^ e, m2 ^ G2, 48); - c2 = K2; - K2 = U; - e = ve(v2 ^ J2, c2 ^ K2, 32); - d = e + t2 | 0; - J2 = U; - c2 = J2 + F2 | 0; - m2 = d; - u = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - o2 = ve(d ^ C2, u ^ H2, 40); - d = o2 + sa2 | 0; - C2 = U; - c2 = C2 + p | 0; - p = d; - D2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - d = ve(d ^ e, J2 ^ D2, 48); - W2 = U; - c2 = u + W2 | 0; - e = m2; - u = d; - m2 = m2 + d | 0; - c2 = e >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; - J2 = c2; - d = ve(m2 ^ o2, C2 ^ c2, 1); - sa2 = U; - c2 = qa2 + sa2 | 0; - C2 = d; - d = da2 + d | 0; - c2 = d >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2; - ya2 = d; - o2 = c2; - e = ia2; - d = ve(k ^ t2, E2 ^ F2, 1); - k = U; - c2 = A2 + k | 0; - t2 = i3; - i3 = d + i3 | 0; - c2 = (t2 >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2) + ka2 | 0; - e = e + i3 | 0; - t2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - c2 = t2 + ta2 | 0; - i3 = e + ja2 | 0; - c2 = i3 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - H2 = i3; - A2 = c2; - F2 = d; - i3 = ve(r ^ M2, T2 ^ X, 48); - E2 = U; - c2 = ve(i3 ^ e, E2 ^ t2, 32); - d = U; - X = d; - r = c2; - e = d; - c2 = B2 + K2 | 0; - d = h + v2 | 0; - c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - h = d; - B2 = c2; - c2 = c2 + e | 0; - d = d + r | 0; - c2 = h >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - t2 = d; - v2 = c2; - e = ve(d ^ F2, c2 ^ k, 40); - c2 = A2; - A2 = U; - c2 = c2 + A2 | 0; - d = e + H2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - F2 = d; - M2 = c2; - c2 = c2 + o2 | 0; - k = d + ya2 | 0; - c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - T2 = c2; - o2 = c2; - d = ve(f ^ h, B2 ^ Y, 1); - f = U; - c2 = L2 + f | 0; - h = d + ea2 | 0; - c2 = q + (h >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - h = h + l | 0; - l = h >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - c2 = ha2 + l | 0; - q = h + N2 | 0; - c2 = q >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; - H2 = q; - q = c2; - B2 = d; - c2 = ve(h ^ y2, l ^ V2, 32); - d = U; - K2 = d; - h = c2; - l = d; - c2 = E2 + I2 | 0; - d = i3 + Q2 | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - y2 = d; - I2 = c2; - c2 = c2 + l | 0; - i3 = d + h | 0; - c2 = i3 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - d = i3 ^ B2; - B2 = c2; - l = ve(d, c2 ^ f, 40); - d = l + H2 | 0; - V2 = U; - c2 = V2 + q | 0; - f = d; - q = d >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - Q2 = ve(d ^ h, K2 ^ q, 48); - Y = U; - c2 = ve(Q2 ^ k, Y ^ o2, 32); - d = U; - ya2 = d; - H2 = c2; - o2 = d; - d = ve(g ^ y2, I2 ^ ma2, 1); - g = U; - c2 = G2 + g | 0; - h = d + j | 0; - c2 = ua2 + (h >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2) | 0; - h = h + aa | 0; - j = h >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; - c2 = j + xa2 | 0; - G2 = h + fa2 | 0; - c2 = G2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - y2 = G2; - G2 = c2; - h = ve(h ^ x2, j ^ _, 32); - I2 = U; - c2 = R2 + I2 | 0; - x2 = h; - h = n2 + h | 0; - c2 = h >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - j = g; - g = c2; - j = ve(d ^ h, j ^ c2, 40); - d = j + y2 | 0; - _ = U; - c2 = _ + G2 | 0; - n2 = d; - y2 = d ^ x2; - x2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - d = ve(y2, I2 ^ x2, 48); - E2 = U; - c2 = g + E2 | 0; - g = d; - d = h + d | 0; - c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - G2 = d; - y2 = c2; - c2 = c2 + o2 | 0; - o2 = d + H2 | 0; - c2 = o2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - R2 = c2; - h = ve(o2 ^ C2, sa2 ^ c2, 40); - I2 = U; - c2 = T2 + I2 | 0; - d = h + k | 0; - c2 = (d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2) + la2 | 0; - k = d; - d = d + Z | 0; - c2 = k >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - T2 = d; - C2 = c2; - K2 = $2; - k = ve(r ^ F2, M2 ^ X, 48); - d = k + t2 | 0; - ma2 = U; - c2 = ma2 + v2 | 0; - r = d; - t2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - c2 = ve(d ^ e, t2 ^ A2, 1); - e = U; - A2 = e; - d = c2; - c2 = q + Aa2 | 0; - f = f + pa2 | 0; - c2 = (f >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; - e = d + f | 0; - f = e >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - c2 = f + K2 | 0; - q = e + O2 | 0; - c2 = q >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - v2 = q; - q = c2; - e = ve(e ^ g, f ^ E2, 32); - F2 = U; - c2 = J2 + F2 | 0; - g = e + m2 | 0; - c2 = g >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - f = ve(d ^ g, c2 ^ A2, 40); - d = f + v2 | 0; - M2 = U; - c2 = M2 + q | 0; - q = d; - A2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - e = ve(d ^ e, F2 ^ A2, 48); - v2 = U; - c2 = m2 + v2 | 0; - m2 = e + g | 0; - c2 = m2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - F2 = c2; - d = ve(f ^ m2, M2 ^ c2, 1); - M2 = U; - c2 = M2 + C2 | 0; - g = d + T2 | 0; - c2 = ra2 + (g >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; - g = g + S2 | 0; - f = g >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = f + s2 | 0; - s2 = g + ga2 | 0; - c2 = s2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - sa2 = s2; - s2 = c2; - J2 = d; - K2 = g; - E2 = f; - g = ia2; - d = ve(j ^ G2, y2 ^ _, 1); - j = U; - c2 = D2 + j | 0; - f = p; - p = d + p | 0; - c2 = (f >>> 0 > p >>> 0 ? c2 + 1 | 0 : c2) + ka2 | 0; - g = g + p | 0; - f = g >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - c2 = xa2 + f | 0; - p = g + fa2 | 0; - c2 = p >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2; - D2 = p; - G2 = c2; - p = d; - c2 = ve(g ^ k, f ^ ma2, 32); - d = U; - y2 = d; - f = c2; - c2 = B2 + Y | 0; - d = i3 + Q2 | 0; - i3 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - c2 = y2 + i3 | 0; - k = d + f | 0; - c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - B2 = c2; - p = ve(k ^ p, c2 ^ j, 40); - g = p + D2 | 0; - Y = U; - c2 = Y + G2 | 0; - D2 = g ^ f; - f = g >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - G2 = ve(D2, y2 ^ f, 48); - _ = U; - c2 = ve(G2 ^ K2, _ ^ E2, 32); - j = U; - ma2 = j; - D2 = c2; - y2 = j; - d = ve(d ^ l, i3 ^ V2, 1); - j = U; - c2 = ha2 + j | 0; - i3 = d + N2 | 0; - c2 = x2 + (i3 >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - i3 = i3 + n2 | 0; - n2 = i3 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = ua2 + n2 | 0; - l = i3 + aa | 0; - c2 = l >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; - K2 = l; - l = c2; - x2 = d; - Q2 = j; - i3 = ve(i3 ^ u, n2 ^ W2, 32); - d = i3 + r | 0; - u = U; - c2 = u + t2 | 0; - j = d; - r = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - n2 = ve(d ^ x2, r ^ Q2, 40); - d = n2 + K2 | 0; - V2 = U; - c2 = V2 + l | 0; - x2 = d; - t2 = d >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - d = ve(d ^ i3, u ^ t2, 48); - K2 = U; - c2 = r + K2 | 0; - l = d; - d = j + d | 0; - c2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - r = d; - u = c2; - c2 = c2 + y2 | 0; - d = d + D2 | 0; - c2 = r >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - y2 = d; - i3 = M2; - M2 = c2; - i3 = ve(d ^ J2, i3 ^ c2, 40); - c2 = s2; - s2 = U; - c2 = c2 + s2 | 0; - d = i3 + sa2 | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - Q2 = d; - J2 = c2; - j = f; - d = ve(H2 ^ T2, C2 ^ ya2, 48); - W2 = U; - c2 = R2 + W2 | 0; - R2 = d; - d = o2 + d | 0; - c2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - f = d ^ h; - h = c2; - f = ve(f, c2 ^ I2, 1); - g = f + g | 0; - I2 = U; - c2 = I2 + j | 0; - c2 = za2 + (g >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; - g = g + oa2 | 0; - j = g >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = j + L2 | 0; - o2 = g + ea2 | 0; - c2 = o2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - T2 = o2; - o2 = c2; - g = ve(g ^ l, j ^ K2, 32); - C2 = U; - c2 = F2 + C2 | 0; - F2 = g; - j = m2 + g | 0; - c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - f = ve(f ^ j, I2 ^ c2, 40); - g = f + T2 | 0; - c2 = o2; - o2 = U; - c2 = c2 + o2 | 0; - l = g; - H2 = g ^ F2; - F2 = g >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - g = ve(H2, C2 ^ F2, 48); - sa2 = U; - c2 = m2 + sa2 | 0; - I2 = g; - m2 = j + g | 0; - c2 = m2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - T2 = c2; - g = ve(f ^ m2, o2 ^ c2, 1); - o2 = U; - c2 = o2 + J2 | 0; - f = g + Q2 | 0; - c2 = Aa2 + (f >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2) | 0; - f = f + pa2 | 0; - j = f >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = P2 + j | 0; - C2 = b2 + f | 0; - c2 = C2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; - ya2 = C2; - C2 = c2; - H2 = g; - K2 = o2; - o2 = f; - E2 = j; - g = ve(n2 ^ r, u ^ V2, 1); - j = U; - c2 = j + A2 | 0; - f = g + q | 0; - c2 = na2 + (f >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2) | 0; - f = f + ca2 | 0; - n2 = f >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = n2 + P2 | 0; - q = b2 + f | 0; - c2 = q >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - A2 = q; - q = c2; - r = g; - c2 = ve(f ^ R2, n2 ^ W2, 32); - g = U; - f = c2; - n2 = g; - c2 = B2 + _ | 0; - g = k + G2 | 0; - c2 = g >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - k = g; - B2 = c2; - c2 = c2 + n2 | 0; - g = g + f | 0; - c2 = k >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; - G2 = g; - g = g ^ r; - r = c2; - j = ve(g, c2 ^ j, 40); - g = j + A2 | 0; - V2 = U; - c2 = V2 + q | 0; - q = g ^ f; - f = g >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - n2 = ve(q, n2 ^ f, 48); - c2 = E2; - E2 = U; - c2 = ve(n2 ^ o2, c2 ^ E2, 32); - o2 = U; - W2 = o2; - q = c2; - A2 = h; - h = e; - c2 = ve(k ^ p, B2 ^ Y, 1); - e = U; - u = e; - k = c2; - c2 = t2 + ta2 | 0; - p = x2 + ja2 | 0; - c2 = (p >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; - e = k + p | 0; - c2 = e >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - p = c2; - h = ve(e ^ h, c2 ^ v2, 32); - d = h + d | 0; - c2 = A2; - A2 = U; - c2 = c2 + A2 | 0; - B2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - k = ve(d ^ k, u ^ B2, 40); - Y = U; - c2 = p + Y | 0; - t2 = e; - x2 = k; - e = e + k | 0; - c2 = va2 + (t2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2) | 0; - k = e + ba2 | 0; - c2 = k >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2; - t2 = c2; - e = ve(h ^ k, A2 ^ c2, 48); - _ = U; - c2 = B2 + _ | 0; - v2 = d; - h = e; - d = d + e | 0; - c2 = v2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - B2 = d; - A2 = c2; - c2 = c2 + o2 | 0; - o2 = d + q | 0; - c2 = o2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - v2 = c2; - p = ve(o2 ^ H2, c2 ^ K2, 40); - d = p + ya2 | 0; - ya2 = U; - c2 = ya2 + C2 | 0; - u = d; - R2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - d = ve(D2 ^ Q2, J2 ^ ma2, 48); - D2 = U; - c2 = D2 + M2 | 0; - e = d + y2 | 0; - c2 = e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - y2 = e; - H2 = s2; - s2 = c2; - c2 = ve(e ^ i3, H2 ^ c2, 1); - e = U; - Q2 = e; - i3 = c2; - c2 = f + za2 | 0; - g = g + oa2 | 0; - c2 = (g >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; - e = g + i3 | 0; - g = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - c2 = ra2 + g | 0; - f = e + S2 | 0; - c2 = f >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; - J2 = f; - f = c2; - e = ve(e ^ h, g ^ _, 32); - C2 = U; - c2 = T2 + C2 | 0; - M2 = e; - h = m2 + e | 0; - c2 = h >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - e = h ^ i3; - i3 = c2; - g = ve(e, Q2 ^ c2, 40); - e = g + J2 | 0; - c2 = f; - f = U; - c2 = c2 + f | 0; - Q2 = e; - m2 = e ^ M2; - M2 = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - e = ve(m2, C2 ^ M2, 48); - _ = U; - c2 = i3 + _ | 0; - T2 = e; - e = h + e | 0; - c2 = e >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - h = c2; - g = ve(e ^ g, f ^ c2, 1); - m2 = U; - c2 = m2 + R2 | 0; - f = g + u | 0; - c2 = qa2 + (f >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2) | 0; - f = f + da2 | 0; - i3 = f >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = i3 + $2 | 0; - J2 = f + O2 | 0; - c2 = J2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - X = J2; - J2 = c2; - C2 = g; - H2 = f; - K2 = i3; - g = ve(x2 ^ B2, A2 ^ Y, 1); - f = g + Z | 0; - A2 = U; - c2 = A2 + la2 | 0; - c2 = F2 + (g >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2) | 0; - f = f + l | 0; - c2 = f >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - i3 = c2; - c2 = ve(d ^ f, c2 ^ D2, 32); - d = U; - D2 = d; - l = c2; - c2 = r + E2 | 0; - d = n2 + G2 | 0; - c2 = d >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - n2 = d; - B2 = c2; - c2 = D2 + c2 | 0; - d = d + l | 0; - c2 = n2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - r = d; - x2 = c2; - d = ve(d ^ g, A2 ^ c2, 40); - E2 = U; - c2 = i3 + E2 | 0; - G2 = d; - d = f + d | 0; - c2 = ha2 + (d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + N2 | 0; - c2 = d >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; - A2 = d; - d = d ^ l; - l = c2; - i3 = ve(d, D2 ^ c2, 48); - c2 = K2; - K2 = U; - c2 = ve(i3 ^ H2, c2 ^ K2, 32); - d = U; - Y = d; - D2 = c2; - F2 = d; - d = ve(j ^ n2, B2 ^ V2, 1); - f = U; - c2 = ta2 + f | 0; - g = d + ja2 | 0; - c2 = t2 + (g >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - g = g + k | 0; - j = g >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - c2 = j + L2 | 0; - n2 = g + ea2 | 0; - c2 = n2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - t2 = n2; - n2 = c2; - k = d; - B2 = f; - g = ve(g ^ I2, j ^ sa2, 32); - d = g + y2 | 0; - y2 = U; - c2 = y2 + s2 | 0; - f = d; - j = d ^ k; - k = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - j = ve(j, k ^ B2, 40); - d = j + t2 | 0; - V2 = U; - c2 = V2 + n2 | 0; - n2 = d; - s2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - g = ve(d ^ g, y2 ^ s2, 48); - B2 = U; - c2 = k + B2 | 0; - d = g + f | 0; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - t2 = d; - y2 = c2; - c2 = c2 + F2 | 0; - k = d + D2 | 0; - c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - F2 = c2; - f = ve(k ^ C2, c2 ^ m2, 40); - I2 = U; - c2 = I2 + J2 | 0; - d = f + X | 0; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - J2 = d; - C2 = c2; - d = e; - m2 = h; - h = g; - e = ve(q ^ u, R2 ^ W2, 48); - X = U; - c2 = v2 + X | 0; - q = e; - g = o2 + e | 0; - c2 = g >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = c2; - c2 = ve(g ^ p, ya2 ^ c2, 1); - e = U; - v2 = e; - p = c2; - c2 = l + wa2 | 0; - l = A2 + ga2 | 0; - c2 = (l >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; - e = l + p | 0; - c2 = e >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - l = c2; - h = ve(e ^ h, c2 ^ B2, 32); - d = h + d | 0; - A2 = U; - c2 = A2 + m2 | 0; - m2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - p = ve(d ^ p, v2 ^ m2, 40); - u = U; - c2 = l + u | 0; - l = e; - e = e + p | 0; - c2 = ua2 + (l >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2) | 0; - l = e + aa | 0; - c2 = l >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; - B2 = c2; - e = ve(h ^ l, A2 ^ c2, 48); - W2 = U; - c2 = m2 + W2 | 0; - A2 = e; - m2 = d + e | 0; - c2 = m2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - v2 = c2; - d = ve(m2 ^ p, u ^ c2, 1); - p = U; - c2 = p + C2 | 0; - e = d + J2 | 0; - c2 = na2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; - e = e + ca2 | 0; - h = e >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = qa2 + h | 0; - u = e + da2 | 0; - c2 = u >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2; - ma2 = u; - u = c2; - R2 = d; - H2 = e; - d = ve(j ^ t2, y2 ^ V2, 1); - j = U; - c2 = j + M2 | 0; - e = d + Q2 | 0; - c2 = xa2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; - e = e + fa2 | 0; - t2 = e >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = va2 + t2 | 0; - y2 = e + ba2 | 0; - c2 = y2 >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2; - Q2 = y2; - y2 = c2; - M2 = d; - c2 = ve(e ^ q, t2 ^ X, 32); - d = U; - X = d; - e = c2; - c2 = x2 + K2 | 0; - d = i3 + r | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - r = d; - q = c2; - c2 = X + c2 | 0; - i3 = d + e | 0; - c2 = i3 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - x2 = c2; - j = ve(i3 ^ M2, c2 ^ j, 40); - d = j + Q2 | 0; - K2 = U; - c2 = K2 + y2 | 0; - t2 = d; - y2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - M2 = ve(d ^ e, X ^ y2, 48); - X = U; - c2 = ve(M2 ^ H2, X ^ h, 32); - d = U; - V2 = d; - Q2 = c2; - h = d; - e = ia2; - d = ve(r ^ G2, q ^ E2, 1); - q = U; - c2 = s2 + q | 0; - r = n2; - n2 = d + n2 | 0; - c2 = (r >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2) + ka2 | 0; - e = e + n2 | 0; - n2 = e >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = na2 + n2 | 0; - s2 = e + ca2 | 0; - c2 = s2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; - r = s2; - s2 = c2; - e = ve(e ^ T2, n2 ^ _, 32); - G2 = U; - c2 = o2 + G2 | 0; - o2 = e; - e = g + e | 0; - c2 = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - g = q; - q = c2; - g = ve(d ^ e, g ^ c2, 40); - d = g + r | 0; - E2 = U; - c2 = E2 + s2 | 0; - n2 = d; - s2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - d = ve(d ^ o2, G2 ^ s2, 48); - H2 = U; - c2 = q + H2 | 0; - q = d; - d = e + d | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - r = d; - G2 = c2; - c2 = c2 + h | 0; - o2 = d + Q2 | 0; - c2 = o2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - d = o2 ^ R2; - R2 = c2; - p = ve(d, c2 ^ p, 40); - d = p + ma2 | 0; - _ = U; - c2 = _ + u | 0; - u = d; - T2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - d = ve(D2 ^ J2, C2 ^ Y, 48); - Y = U; - c2 = F2 + Y | 0; - D2 = d; - d = k + d | 0; - c2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - k = d; - F2 = c2; - c2 = ve(d ^ f, c2 ^ I2, 1); - d = U; - I2 = d; - h = c2; - c2 = y2 + ra2 | 0; - e = t2 + S2 | 0; - c2 = (e >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) + d | 0; - d = e + h | 0; - e = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - c2 = ua2 + e | 0; - f = d + aa | 0; - c2 = f >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; - t2 = f; - f = c2; - d = ve(d ^ q, e ^ H2, 32); - y2 = U; - c2 = v2 + y2 | 0; - q = d; - e = m2 + d | 0; - c2 = e >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - h = ve(e ^ h, I2 ^ c2, 40); - d = h + t2 | 0; - I2 = U; - c2 = I2 + f | 0; - t2 = d; - f = d ^ q; - q = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - d = ve(f, y2 ^ q, 48); - ma2 = U; - c2 = m2 + ma2 | 0; - m2 = d; - f = e + d | 0; - c2 = f >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - v2 = c2; - d = ve(f ^ h, I2 ^ c2, 1); - y2 = U; - c2 = y2 + T2 | 0; - e = d + u | 0; - c2 = ta2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; - e = e + ja2 | 0; - h = e >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = h + la2 | 0; - I2 = e + Z | 0; - c2 = I2 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - sa2 = I2; - I2 = c2; - J2 = d; - C2 = e; - H2 = h; - d = ve(g ^ r, E2 ^ G2, 1); - h = U; - c2 = xa2 + h | 0; - e = d + fa2 | 0; - c2 = B2 + (e >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - e = e + l | 0; - g = e >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - c2 = wa2 + g | 0; - l = e + ga2 | 0; - c2 = l >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2; - G2 = l; - l = c2; - B2 = d; - r = h; - c2 = ve(e ^ D2, g ^ Y, 32); - d = U; - D2 = d; - g = c2; - e = d; - c2 = x2 + X | 0; - d = i3 + M2 | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - i3 = d; - x2 = c2; - c2 = c2 + e | 0; - h = d + g | 0; - c2 = h >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - d = h ^ B2; - B2 = c2; - d = ve(d, c2 ^ r, 40); - c2 = l; - l = U; - c2 = c2 + l | 0; - e = d + G2 | 0; - c2 = e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - r = e; - G2 = c2; - D2 = ve(e ^ g, D2 ^ c2, 48); - c2 = H2; - H2 = U; - c2 = ve(D2 ^ C2, c2 ^ H2, 32); - e = U; - E2 = e; - M2 = c2; - e = ve(i3 ^ j, x2 ^ K2, 1); - i3 = U; - c2 = i3 + ka2 | 0; - g = e + ia2 | 0; - c2 = s2 + (g >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2) | 0; - g = g + n2 | 0; - j = g >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = za2 + j | 0; - n2 = g + oa2 | 0; - c2 = n2 >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2; - K2 = n2; - n2 = c2; - s2 = e; - x2 = i3; - g = ve(g ^ A2, j ^ W2, 32); - e = g + k | 0; - A2 = U; - c2 = A2 + F2 | 0; - i3 = e; - k = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - j = ve(e ^ s2, k ^ x2, 40); - e = j + K2 | 0; - K2 = U; - c2 = K2 + n2 | 0; - s2 = e; - x2 = e >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - e = ve(e ^ g, A2 ^ x2, 48); - X = U; - c2 = k + X | 0; - A2 = e; - e = i3 + e | 0; - c2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - F2 = e; - C2 = c2; - c2 = E2 + c2 | 0; - g = e + M2 | 0; - c2 = g >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - e = y2; - y2 = c2; - i3 = ve(g ^ J2, e ^ c2, 40); - e = i3 + sa2 | 0; - Y = U; - c2 = Y + I2 | 0; - n2 = e; - I2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - c2 = ve(e ^ M2, E2 ^ I2, 48); - e = U; - E2 = e; - M2 = c2; - e = d; - c2 = B2 + H2 | 0; - d = h + D2 | 0; - c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - B2 = d; - D2 = c2; - c2 = ve(d ^ e, c2 ^ l, 1); - e = U; - h = e; - d = c2; - c2 = x2 + Aa2 | 0; - k = s2 + pa2 | 0; - c2 = (k >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; - e = d + k | 0; - k = e >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - c2 = ha2 + k | 0; - l = e + N2 | 0; - c2 = l >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; - H2 = l; - l = c2; - s2 = d; - x2 = h; - d = ve(u ^ Q2, T2 ^ V2, 48); - V2 = U; - c2 = R2 + V2 | 0; - u = d; - d = o2 + d | 0; - c2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = d; - e = ve(e ^ m2, k ^ ma2, 32); - d = e + d | 0; - R2 = c2; - Q2 = U; - c2 = c2 + Q2 | 0; - h = d; - m2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - k = ve(d ^ s2, m2 ^ x2, 40); - d = k + H2 | 0; - T2 = U; - c2 = T2 + l | 0; - l = d; - s2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - d = ve(d ^ e, Q2 ^ s2, 48); - W2 = U; - c2 = m2 + W2 | 0; - x2 = d; - m2 = h + d | 0; - c2 = m2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - Q2 = c2; - d = ve(k ^ m2, T2 ^ c2, 1); - H2 = U; - c2 = ua2 + H2 | 0; - T2 = d; - d = aa + d | 0; - c2 = d >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; - ma2 = d; - h = c2; - d = ve(p ^ o2, R2 ^ _, 1); - k = U; - c2 = k + G2 | 0; - e = d + r | 0; - c2 = va2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; - e = e + ba2 | 0; - o2 = e >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = $2 + o2 | 0; - p = e + O2 | 0; - c2 = p >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2; - R2 = p; - p = c2; - r = k; - e = ve(e ^ A2, o2 ^ X, 32); - X = U; - c2 = v2 + X | 0; - G2 = e; - k = f + e | 0; - c2 = k >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - f = r; - r = c2; - o2 = ve(d ^ k, f ^ c2, 40); - d = o2 + R2 | 0; - _ = U; - c2 = _ + p | 0; - A2 = d; - v2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = v2 + h | 0; - h = d + ma2 | 0; - c2 = h >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - p = c2; - c2 = ve(h ^ M2, c2 ^ E2, 32); - d = U; - R2 = c2; - J2 = d; - d = ve(j ^ F2, C2 ^ K2, 1); - f = U; - c2 = f + q | 0; - e = d + t2 | 0; - c2 = P2 + (e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; - e = b2 + e | 0; - j = e >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = j + L2 | 0; - q = e + ea2 | 0; - c2 = q >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - C2 = q; - q = c2; - t2 = d; - F2 = f; - e = ve(e ^ u, j ^ V2, 32); - d = e + B2 | 0; - u = U; - c2 = u + D2 | 0; - f = d; - B2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - j = ve(d ^ t2, B2 ^ F2, 40); - d = j + C2 | 0; - C2 = U; - c2 = C2 + q | 0; - q = d; - t2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - d = ve(d ^ e, u ^ t2, 48); - V2 = U; - c2 = B2 + V2 | 0; - B2 = d; - d = f + d | 0; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - f = d; - u = c2; - c2 = c2 + J2 | 0; - d = d + R2 | 0; - c2 = f >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - e = ve(d ^ T2, H2 ^ c2, 40); - H2 = U; - c2 = p + H2 | 0; - F2 = e; - e = h + e | 0; - c2 = Aa2 + (e >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2) | 0; - e = e + pa2 | 0; - c2 = e >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2; - T2 = e; - h = e ^ R2; - R2 = c2; - e = ve(h, J2 ^ c2, 48); - J2 = U; - c2 = D2 + J2 | 0; - p = d + e | 0; - c2 = p >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - c2 = ve(p ^ F2, H2 ^ c2, 1); - h = U; - d = c2; - F2 = h; - h = ve(f ^ j, u ^ C2, 1); - j = U; - c2 = s2 + j | 0; - f = h + l | 0; - c2 = va2 + (f >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2) | 0; - f = f + ba2 | 0; - l = f >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = na2 + l | 0; - s2 = f + ca2 | 0; - c2 = s2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; - H2 = s2; - s2 = c2; - u = h; - C2 = j; - c2 = y2 + E2 | 0; - h = g + M2 | 0; - c2 = h >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - y2 = h; - G2 = ve(A2 ^ G2, v2 ^ X, 48); - X = U; - j = ve(f ^ G2, l ^ X, 32); - h = j + h | 0; - A2 = c2; - ma2 = U; - c2 = c2 + ma2 | 0; - l = h; - v2 = h >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - h = ve(h ^ u, v2 ^ C2, 40); - u = U; - c2 = u + s2 | 0; - g = h + H2 | 0; - c2 = g >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - M2 = g; - C2 = c2; - c2 = c2 + F2 | 0; - g = d + g | 0; - c2 = za2 + (M2 >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2) | 0; - g = g + oa2 | 0; - f = g >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = f + ka2 | 0; - s2 = g + ia2 | 0; - c2 = s2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - sa2 = s2; - H2 = c2; - K2 = d; - E2 = g; - c2 = ve(i3 ^ y2, A2 ^ Y, 1); - g = U; - i3 = g; - d = c2; - c2 = t2 + xa2 | 0; - s2 = q + fa2 | 0; - c2 = (s2 >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; - g = d + s2 | 0; - s2 = g >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = ha2 + s2 | 0; - q = g + N2 | 0; - c2 = q >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; - A2 = q; - q = c2; - t2 = d; - c2 = ve(g ^ x2, s2 ^ W2, 32); - d = U; - y2 = d; - g = c2; - s2 = d; - c2 = r + X | 0; - d = k + G2 | 0; - c2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - r = d; - x2 = c2; - c2 = c2 + s2 | 0; - k = d + g | 0; - c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - d = k ^ t2; - t2 = c2; - s2 = ve(d, c2 ^ i3, 40); - d = s2 + A2 | 0; - X = U; - c2 = X + q | 0; - q = d ^ g; - g = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; - G2 = ve(q, y2 ^ g, 48); - c2 = G2 ^ E2; - E2 = U; - c2 = ve(c2, E2 ^ f, 32); - f = U; - Y = f; - A2 = c2; - q = f; - f = ve(o2 ^ r, x2 ^ _, 1); - o2 = U; - c2 = $2 + o2 | 0; - i3 = f + O2 | 0; - c2 = I2 + (i3 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - i3 = i3 + n2 | 0; - n2 = i3 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = ta2 + n2 | 0; - r = i3 + ja2 | 0; - c2 = r >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2; - x2 = r; - r = c2; - i3 = ve(i3 ^ B2, n2 ^ V2, 32); - y2 = U; - c2 = Q2 + y2 | 0; - B2 = i3; - i3 = m2 + i3 | 0; - c2 = i3 >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - n2 = ve(f ^ i3, c2 ^ o2, 40); - f = n2 + x2 | 0; - V2 = U; - c2 = V2 + r | 0; - o2 = f; - r = f ^ B2; - B2 = f >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - f = ve(r, y2 ^ B2, 48); - W2 = U; - c2 = m2 + W2 | 0; - r = f; - f = i3 + f | 0; - c2 = f >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - x2 = f; - y2 = c2; - c2 = c2 + q | 0; - i3 = f + A2 | 0; - c2 = i3 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - f = F2; - F2 = c2; - m2 = ve(i3 ^ K2, f ^ c2, 40); - f = m2 + sa2 | 0; - I2 = U; - c2 = I2 + H2 | 0; - q = f; - H2 = f ^ A2; - A2 = f >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - f = ve(H2, Y ^ A2, 48); - Y = U; - c2 = F2 + Y | 0; - F2 = f; - f = i3 + f | 0; - c2 = f >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - i3 = c2; - c2 = ve(f ^ m2, I2 ^ c2, 1); - m2 = U; - I2 = c2; - _ = c2; - Q2 = m2; - m2 = g; - g = h; - h = ve(j ^ M2, C2 ^ ma2, 48); - ma2 = U; - c2 = v2 + ma2 | 0; - v2 = h; - h = l + h | 0; - c2 = h >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - l = d; - d = g ^ h; - g = c2; - d = ve(d, c2 ^ u, 1); - j = l + d | 0; - u = U; - c2 = u + m2 | 0; - c2 = wa2 + (d >>> 0 > j >>> 0 ? c2 + 1 | 0 : c2) | 0; - j = j + ga2 | 0; - l = j >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = la2 + l | 0; - m2 = j + Z | 0; - c2 = m2 >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2; - M2 = m2; - m2 = c2; - j = ve(j ^ r, l ^ W2, 32); - C2 = U; - c2 = D2 + C2 | 0; - l = j + p | 0; - c2 = l >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - r = c2; - p = ve(d ^ l, u ^ c2, 40); - d = p + M2 | 0; - W2 = U; - c2 = W2 + m2 | 0; - u = d; - D2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - j = ve(d ^ j, C2 ^ D2, 48); - M2 = U; - c2 = r + M2 | 0; - d = j + l | 0; - c2 = d >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - C2 = d; - r = d; - H2 = c2; - l = h; - m2 = g; - c2 = t2 + E2 | 0; - d = k + G2 | 0; - c2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - k = d; - d = d ^ s2; - s2 = c2; - c2 = ve(d, X ^ c2, 1); - d = U; - K2 = d; - t2 = c2; - g = c2; - c2 = B2 + L2 | 0; - h = o2 + ea2 | 0; - c2 = (h >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) + d | 0; - d = h; - h = g + h | 0; - c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - o2 = c2; - g = ve(e ^ h, c2 ^ J2, 32); - d = g + l | 0; - c2 = m2; - m2 = U; - c2 = c2 + m2 | 0; - G2 = d; - e = d ^ t2; - t2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - e = ve(e, K2 ^ t2, 40); - J2 = U; - c2 = o2 + J2 | 0; - d = e + h | 0; - c2 = ra2 + (d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2) | 0; - l = d + S2 | 0; - c2 = l >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; - K2 = c2; - m2 = ve(g ^ l, m2 ^ c2, 48); - c2 = U; - sa2 = c2; - d = ve(n2 ^ x2, y2 ^ V2, 1); - g = U; - c2 = g + R2 | 0; - h = d + T2 | 0; - c2 = qa2 + (h >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2) | 0; - h = h + da2 | 0; - n2 = h >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = P2 + n2 | 0; - o2 = b2 + h | 0; - c2 = o2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; - R2 = o2; - x2 = c2; - y2 = d; - o2 = ve(h ^ v2, n2 ^ ma2, 32); - d = o2 + k | 0; - V2 = U; - c2 = V2 + s2 | 0; - s2 = d; - v2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - h = ve(d ^ y2, v2 ^ g, 40); - c2 = x2; - x2 = U; - c2 = c2 + x2 | 0; - d = h + R2 | 0; - c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - y2 = d; - R2 = c2; - g = c2; - c2 = P2 + Q2 | 0; - n2 = b2 + I2 | 0; - c2 = (n2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; - g = d + n2 | 0; - c2 = g >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - B2 = c2; - d = ve(g ^ m2, sa2 ^ c2, 32); - I2 = U; - c2 = I2 + H2 | 0; - n2 = d + r | 0; - c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - k = ve(n2 ^ _, c2 ^ Q2, 40); - Q2 = c2; - r = U; - c2 = la2 + r | 0; - T2 = k + Z | 0; - c2 = B2 + (T2 >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2) | 0; - B2 = g + T2 | 0; - c2 = B2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - g = I2; - I2 = c2; - g = ve(d ^ B2, g ^ c2, 48); - c2 = Q2; - Q2 = U; - c2 = c2 + Q2 | 0; - n2 = g + n2 | 0; - c2 = n2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - d = k ^ n2; - k = c2; - c2 = ve(d, c2 ^ r, 1); - d = U; - T2 = c2; - _ = c2; - E2 = d; - r = f; - X = i3; - f = h; - h = ve(o2 ^ y2, R2 ^ V2, 48); - y2 = U; - c2 = v2 + y2 | 0; - d = h + s2 | 0; - c2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = d; - s2 = c2; - f = ve(d ^ f, c2 ^ x2, 1); - d = f + ga2 | 0; - R2 = U; - c2 = R2 + wa2 | 0; - c2 = K2 + (d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; - i3 = d + l | 0; - c2 = i3 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - l = c2; - d = ve(i3 ^ j, c2 ^ M2, 32); - x2 = U; - c2 = x2 + X | 0; - j = d + r | 0; - c2 = j >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - r = j; - v2 = c2; - f = ve(f ^ j, c2 ^ R2, 40); - ma2 = U; - c2 = na2 + ma2 | 0; - R2 = f; - f = ca2 + f | 0; - c2 = l + (f >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - f = f + i3 | 0; - c2 = f >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - i3 = c2; - j = ve(d ^ f, c2 ^ x2, 48); - c2 = v2; - v2 = U; - c2 = c2 + v2 | 0; - d = j + r | 0; - c2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - M2 = d; - x2 = d; - K2 = c2; - c2 = t2 + sa2 | 0; - d = m2 + G2 | 0; - c2 = d >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - r = d ^ e; - e = c2; - c2 = ve(r, c2 ^ J2, 1); - l = U; - J2 = l; - r = c2; - c2 = D2 + ha2 | 0; - m2 = u + N2 | 0; - c2 = (m2 >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2) + l | 0; - t2 = m2; - m2 = m2 + r | 0; - c2 = t2 >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; - t2 = c2; - l = ve(m2 ^ F2, Y ^ c2, 32); - G2 = l; - c2 = U; - u = c2; - c2 = c2 + s2 | 0; - l = l + o2 | 0; - c2 = G2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2; - D2 = l; - F2 = c2; - l = ve(l ^ r, J2 ^ c2, 40); - J2 = U; - c2 = ka2 + J2 | 0; - o2 = l + ia2 | 0; - c2 = t2 + (o2 >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - r = m2; - m2 = m2 + o2 | 0; - c2 = r >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = c2; - r = ve(m2 ^ G2, c2 ^ u, 48); - c2 = U; - Y = c2; - s2 = c2; - p = ve(p ^ C2, H2 ^ W2, 1); - c2 = U; - t2 = c2; - G2 = h; - c2 = c2 + L2 | 0; - h = p + ea2 | 0; - c2 = A2 + (h >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - h = h + q | 0; - c2 = h >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - q = h ^ G2; - G2 = c2; - q = ve(q, c2 ^ y2, 32); - d = q + d | 0; - W2 = U; - c2 = W2 + e | 0; - A2 = d; - e = t2; - t2 = d >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - e = ve(d ^ p, e ^ t2, 40); - u = U; - c2 = qa2 + u | 0; - d = e + da2 | 0; - c2 = G2 + (d >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + h | 0; - c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - G2 = d; - y2 = c2; - h = c2; - c2 = E2 + va2 | 0; - p = T2 + ba2 | 0; - c2 = (p >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2) + h | 0; - h = d + p | 0; - c2 = h >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - T2 = c2; - d = ve(h ^ r, c2 ^ s2, 32); - C2 = U; - c2 = C2 + K2 | 0; - p = d + x2 | 0; - c2 = p >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - s2 = ve(p ^ _, c2 ^ E2, 40); - x2 = U; - H2 = x2; - E2 = c2; - c2 = x2 + ta2 | 0; - x2 = s2 + ja2 | 0; - c2 = T2 + (x2 >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - x2 = h + x2 | 0; - c2 = x2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - T2 = c2; - h = ve(d ^ x2, c2 ^ C2, 48); - C2 = U; - c2 = C2 + E2 | 0; - p = h + p | 0; - c2 = p >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - d = p ^ s2; - s2 = c2; - c2 = ve(d, c2 ^ H2, 1); - d = U; - H2 = c2; - E2 = d; - X = n2; - V2 = j; - j = e; - e = ve(q ^ G2, y2 ^ W2, 48); - q = U; - c2 = q + t2 | 0; - d = e + A2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - t2 = d; - G2 = c2; - j = ve(d ^ j, c2 ^ u, 1); - d = j + aa | 0; - u = U; - c2 = u + ua2 | 0; - c2 = (d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2) + o2 | 0; - n2 = d + m2 | 0; - c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - d = ve(n2 ^ V2, c2 ^ v2, 32); - o2 = U; - c2 = o2 + k | 0; - k = d + X | 0; - c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - A2 = k; - v2 = c2; - j = ve(j ^ k, c2 ^ u, 40); - V2 = U; - c2 = za2 + V2 | 0; - u = j; - j = oa2 + j | 0; - c2 = m2 + (j >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - k = j + n2 | 0; - c2 = k >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - y2 = c2; - j = ve(d ^ k, c2 ^ o2, 48); - c2 = v2; - v2 = U; - c2 = c2 + v2 | 0; - d = j + A2 | 0; - c2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - A2 = d; - X = c2; - m2 = g; - n2 = f; - c2 = F2 + Y | 0; - d = r + D2 | 0; - c2 = d >>> 0 < r >>> 0 ? c2 + 1 | 0 : c2; - g = c2; - f = ve(d ^ l, c2 ^ J2, 1); - l = U; - c2 = l + $2 | 0; - o2 = f + O2 | 0; - c2 = (o2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) + i3 | 0; - n2 = n2 + o2 | 0; - c2 = n2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - i3 = ve(m2 ^ n2, c2 ^ Q2, 32); - o2 = c2; - r = f; - m2 = U; - c2 = m2 + G2 | 0; - f = i3 + t2 | 0; - c2 = f >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - t2 = f; - f = f ^ r; - r = c2; - f = ve(f, c2 ^ l, 40); - G2 = U; - c2 = Aa2 + G2 | 0; - l = f + pa2 | 0; - c2 = (l >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) + o2 | 0; - o2 = l; - l = l + n2 | 0; - c2 = o2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - m2 = ve(i3 ^ l, c2 ^ m2, 48); - c2 = U; - Y = c2; - n2 = c2; - i3 = ve(M2 ^ R2, K2 ^ ma2, 1); - c2 = U; - F2 = c2; - R2 = g; - c2 = c2 + ra2 | 0; - g = i3 + S2 | 0; - c2 = I2 + (g >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - g = g + B2 | 0; - c2 = g >>> 0 < B2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = q; - q = c2; - o2 = ve(e ^ g, o2 ^ c2, 32); - d = o2 + d | 0; - W2 = U; - c2 = W2 + R2 | 0; - B2 = d; - e = F2; - F2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - e = ve(d ^ i3, e ^ F2, 40); - R2 = U; - c2 = xa2 + R2 | 0; - d = e + fa2 | 0; - c2 = q + (d >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + g | 0; - c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - I2 = d; - M2 = c2; - g = c2; - c2 = E2 + ha2 | 0; - i3 = N2 + H2 | 0; - c2 = (i3 >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; - g = d + i3 | 0; - c2 = g >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - q = c2; - d = ve(g ^ m2, c2 ^ n2, 32); - Q2 = U; - c2 = Q2 + X | 0; - i3 = d + A2 | 0; - c2 = i3 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - n2 = ve(i3 ^ H2, c2 ^ E2, 40); - H2 = c2; - J2 = U; - c2 = L2 + J2 | 0; - K2 = n2 + ea2 | 0; - c2 = q + (K2 >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - q = g + K2 | 0; - c2 = q >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - g = Q2; - Q2 = c2; - g = ve(d ^ q, g ^ c2, 48); - c2 = H2; - H2 = U; - c2 = c2 + H2 | 0; - i3 = g + i3 | 0; - c2 = i3 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - d = i3 ^ n2; - n2 = c2; - c2 = ve(d, c2 ^ J2, 1); - d = U; - J2 = c2; - K2 = d; - E2 = j; - j = e; - e = ve(o2 ^ I2, M2 ^ W2, 48); - c2 = F2; - F2 = U; - c2 = c2 + F2 | 0; - d = e + B2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - B2 = d; - o2 = R2; - R2 = c2; - j = ve(d ^ j, o2 ^ c2, 1); - d = j + ja2 | 0; - I2 = U; - c2 = I2 + ta2 | 0; - c2 = D2 + (d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2) | 0; - o2 = l; - l = d + l | 0; - c2 = o2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2; - d = v2; - v2 = c2; - d = ve(l ^ E2, d ^ c2, 32); - c2 = s2; - s2 = U; - c2 = c2 + s2 | 0; - o2 = d + p | 0; - c2 = o2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - p = o2; - j = ve(j ^ o2, c2 ^ I2, 40); - W2 = U; - c2 = ra2 + W2 | 0; - I2 = j; - j = S2 + j | 0; - c2 = v2 + (j >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - o2 = j + l | 0; - c2 = o2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - v2 = c2; - j = ve(d ^ o2, c2 ^ s2, 48); - c2 = D2; - D2 = U; - c2 = c2 + D2 | 0; - d = j + p | 0; - c2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - M2 = d; - E2 = c2; - p = h; - c2 = r + Y | 0; - d = m2 + t2 | 0; - c2 = d >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - h = c2; - f = ve(d ^ f, c2 ^ G2, 1); - m2 = U; - c2 = la2 + m2 | 0; - l = f + Z | 0; - c2 = y2 + (l >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2) | 0; - l = k + l | 0; - c2 = l >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - r = l ^ p; - p = c2; - k = ve(r, c2 ^ C2, 32); - c2 = U; - s2 = c2; - r = f; - c2 = c2 + R2 | 0; - f = k + B2 | 0; - c2 = f >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - t2 = f; - f = f ^ r; - r = c2; - f = ve(f, c2 ^ m2, 40); - G2 = U; - c2 = Aa2 + G2 | 0; - m2 = f + pa2 | 0; - c2 = p + (m2 >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - m2 = l + m2 | 0; - c2 = m2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - y2 = c2; - p = ve(k ^ m2, c2 ^ s2, 48); - c2 = U; - Y = c2; - l = c2; - k = ve(u ^ A2, V2 ^ X, 1); - c2 = U; - B2 = c2; - A2 = h; - c2 = c2 + za2 | 0; - h = k + oa2 | 0; - c2 = T2 + (h >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - h = h + x2 | 0; - c2 = h >>> 0 < x2 >>> 0 ? c2 + 1 | 0 : c2; - x2 = c2; - s2 = ve(e ^ h, c2 ^ F2, 32); - d = s2 + d | 0; - _ = U; - c2 = _ + A2 | 0; - A2 = d; - u = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; - e = ve(d ^ k, u ^ B2, 40); - F2 = U; - c2 = P2 + F2 | 0; - d = b2 + e | 0; - c2 = x2 + (d >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + h | 0; - c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - x2 = d; - R2 = c2; - h = c2; - c2 = K2 + qa2 | 0; - k = J2 + da2 | 0; - c2 = (k >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2) + h | 0; - h = d + k | 0; - c2 = h >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - B2 = c2; - d = ve(h ^ p, c2 ^ l, 32); - T2 = U; - c2 = T2 + E2 | 0; - k = d + M2 | 0; - c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - l = ve(k ^ J2, c2 ^ K2, 40); - C2 = c2; - J2 = U; - c2 = wa2 + J2 | 0; - K2 = l + ga2 | 0; - c2 = B2 + (K2 >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - B2 = h + K2 | 0; - c2 = B2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - h = T2; - T2 = c2; - h = ve(d ^ B2, h ^ c2, 48); - c2 = C2; - C2 = U; - c2 = c2 + C2 | 0; - k = h + k | 0; - c2 = k >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - d = k ^ l; - l = c2; - c2 = ve(d, c2 ^ J2, 1); - d = U; - J2 = c2; - ma2 = c2; - K2 = d; - X = i3; - V2 = j; - i3 = e; - e = ve(s2 ^ x2, R2 ^ _, 48); - s2 = U; - c2 = s2 + u | 0; - d = e + A2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - x2 = d; - A2 = c2; - i3 = ve(d ^ i3, c2 ^ F2, 1); - d = i3 + ia2 | 0; - F2 = U; - c2 = F2 + ka2 | 0; - c2 = y2 + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; - j = d + m2 | 0; - c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - d = ve(j ^ V2, c2 ^ D2, 32); - u = U; - c2 = u + n2 | 0; - n2 = d + X | 0; - c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - i3 = ve(i3 ^ n2, c2 ^ F2, 40); - _ = U; - c2 = ua2 + _ | 0; - y2 = i3; - i3 = aa + i3 | 0; - c2 = m2 + (i3 >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2) | 0; - m2 = i3 + j | 0; - c2 = m2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - i3 = u; - u = c2; - i3 = ve(d ^ m2, i3 ^ c2, 48); - c2 = D2; - D2 = U; - c2 = c2 + D2 | 0; - d = i3 + n2 | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - F2 = d; - R2 = c2; - j = g; - c2 = r + Y | 0; - d = p + t2 | 0; - c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - g = c2; - f = ve(d ^ f, c2 ^ G2, 1); - p = U; - c2 = p + xa2 | 0; - n2 = f + fa2 | 0; - c2 = v2 + (n2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; - n2 = n2 + o2 | 0; - c2 = n2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - j = ve(j ^ n2, c2 ^ H2, 32); - o2 = U; - r = o2; - o2 = c2; - t2 = f; - c2 = r + A2 | 0; - f = j + x2 | 0; - c2 = f >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - x2 = f; - f = f ^ t2; - t2 = c2; - f = ve(f, c2 ^ p, 40); - G2 = U; - c2 = na2 + G2 | 0; - p = f + ca2 | 0; - c2 = (p >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) + o2 | 0; - o2 = n2 + p | 0; - c2 = o2 >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - v2 = r; - r = c2; - p = ve(j ^ o2, v2 ^ c2, 48); - c2 = U; - Y = c2; - n2 = c2; - j = ve(M2 ^ I2, E2 ^ W2, 1); - c2 = U; - A2 = c2; - v2 = g; - c2 = c2 + $2 | 0; - g = j + O2 | 0; - c2 = Q2 + (g >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - g = g + q | 0; - c2 = g >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - q = c2; - s2 = ve(e ^ g, c2 ^ s2, 32); - d = s2 + d | 0; - W2 = U; - c2 = W2 + v2 | 0; - v2 = d; - e = A2; - A2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; - e = ve(d ^ j, e ^ A2, 40); - I2 = U; - c2 = va2 + I2 | 0; - d = e + ba2 | 0; - c2 = q + (d >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + g | 0; - c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - M2 = d; - Q2 = c2; - g = c2; - c2 = K2 + Aa2 | 0; - j = J2 + pa2 | 0; - c2 = (j >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; - g = d + j | 0; - c2 = g >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - q = c2; - d = ve(g ^ p, c2 ^ n2, 32); - J2 = U; - c2 = J2 + R2 | 0; - j = d + F2 | 0; - c2 = j >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - n2 = ve(j ^ ma2, c2 ^ K2, 40); - K2 = c2; - H2 = U; - c2 = ta2 + H2 | 0; - E2 = n2 + ja2 | 0; - c2 = q + (E2 >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - q = g + E2 | 0; - c2 = q >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - g = J2; - J2 = c2; - g = ve(d ^ q, g ^ c2, 48); - c2 = K2; - K2 = U; - c2 = c2 + K2 | 0; - j = g + j | 0; - c2 = j >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - d = j ^ n2; - n2 = c2; - c2 = ve(d, c2 ^ H2, 1); - d = U; - H2 = c2; - E2 = d; - X = k; - V2 = i3; - i3 = e; - e = ve(s2 ^ M2, Q2 ^ W2, 48); - s2 = U; - c2 = s2 + A2 | 0; - d = e + v2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - A2 = d; - v2 = c2; - i3 = ve(d ^ i3, c2 ^ I2, 1); - d = i3 + aa | 0; - I2 = U; - c2 = I2 + ua2 | 0; - c2 = r + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; - k = d + o2 | 0; - c2 = k >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = c2; - d = ve(k ^ V2, c2 ^ D2, 32); - r = U; - c2 = r + l | 0; - l = d + X | 0; - c2 = l >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - i3 = ve(i3 ^ l, c2 ^ I2, 40); - W2 = U; - c2 = $2 + W2 | 0; - I2 = i3; - i3 = O2 + i3 | 0; - c2 = o2 + (i3 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - o2 = i3 + k | 0; - c2 = o2 >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - i3 = r; - r = c2; - i3 = ve(d ^ o2, i3 ^ c2, 48); - c2 = D2; - D2 = U; - c2 = c2 + D2 | 0; - d = i3 + l | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - M2 = d; - Q2 = c2; - k = h; - c2 = t2 + Y | 0; - d = p + x2 | 0; - c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - h = c2; - f = ve(d ^ f, c2 ^ G2, 1); - p = U; - c2 = va2 + p | 0; - l = f + ba2 | 0; - c2 = u + (l >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - l = l + m2 | 0; - c2 = l >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - k = ve(k ^ l, c2 ^ C2, 32); - c2 = U; - x2 = c2; - t2 = f; - c2 = c2 + v2 | 0; - f = k + A2 | 0; - c2 = f >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - G2 = f; - f = f ^ t2; - t2 = c2; - f = ve(f, c2 ^ p, 40); - A2 = U; - c2 = qa2 + A2 | 0; - p = f + da2 | 0; - c2 = m2 + (p >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - m2 = l + p | 0; - c2 = m2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - l = x2; - x2 = c2; - p = ve(k ^ m2, l ^ c2, 48); - c2 = U; - Y = c2; - l = c2; - k = ve(y2 ^ F2, R2 ^ _, 1); - c2 = U; - v2 = c2; - u = h; - c2 = c2 + P2 | 0; - h = b2 + k | 0; - c2 = T2 + (h >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - h = h + B2 | 0; - c2 = h >>> 0 < B2 >>> 0 ? c2 + 1 | 0 : c2; - B2 = c2; - s2 = ve(e ^ h, c2 ^ s2, 32); - d = s2 + d | 0; - _ = U; - c2 = _ + u | 0; - u = d; - e = v2; - v2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; - e = ve(d ^ k, e ^ v2, 40); - y2 = U; - c2 = ra2 + y2 | 0; - d = e + S2 | 0; - c2 = B2 + (d >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + h | 0; - c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - F2 = d; - R2 = c2; - h = c2; - c2 = E2 + la2 | 0; - k = H2 + Z | 0; - c2 = (k >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2) + h | 0; - h = d + k | 0; - c2 = h >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - B2 = c2; - d = ve(h ^ p, c2 ^ l, 32); - T2 = U; - c2 = T2 + Q2 | 0; - k = d + M2 | 0; - c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - l = ve(k ^ H2, c2 ^ E2, 40); - H2 = c2; - C2 = U; - c2 = za2 + C2 | 0; - E2 = l + oa2 | 0; - c2 = B2 + (E2 >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - B2 = h + E2 | 0; - c2 = B2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - h = T2; - T2 = c2; - h = ve(d ^ B2, h ^ c2, 48); - c2 = H2; - H2 = U; - c2 = c2 + H2 | 0; - k = h + k | 0; - c2 = k >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - d = k ^ l; - l = c2; - c2 = ve(d, c2 ^ C2, 1); - d = U; - C2 = c2; - E2 = d; - X = j; - V2 = i3; - i3 = e; - e = ve(s2 ^ F2, R2 ^ _, 48); - s2 = U; - c2 = s2 + v2 | 0; - d = e + u | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - v2 = d; - u = c2; - i3 = ve(d ^ i3, c2 ^ y2, 1); - d = i3 + N2 | 0; - y2 = U; - c2 = y2 + ha2 | 0; - c2 = x2 + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; - j = d + m2 | 0; - c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - d = ve(j ^ V2, c2 ^ D2, 32); - x2 = U; - c2 = x2 + n2 | 0; - n2 = d + X | 0; - c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - i3 = ve(i3 ^ n2, c2 ^ y2, 40); - _ = U; - c2 = xa2 + _ | 0; - y2 = i3; - i3 = fa2 + i3 | 0; - c2 = m2 + (i3 >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - m2 = i3 + j | 0; - c2 = m2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - i3 = x2; - x2 = c2; - i3 = ve(d ^ m2, i3 ^ c2, 48); - c2 = D2; - D2 = U; - c2 = c2 + D2 | 0; - d = i3 + n2 | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - F2 = d; - R2 = c2; - j = g; - c2 = t2 + Y | 0; - d = p + G2 | 0; - c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - g = c2; - f = ve(d ^ f, c2 ^ A2, 1); - p = U; - c2 = p + na2 | 0; - n2 = f + ca2 | 0; - c2 = r + (n2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; - n2 = n2 + o2 | 0; - c2 = n2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = c2; - j = ve(j ^ n2, c2 ^ K2, 32); - c2 = U; - r = c2; - t2 = f; - c2 = c2 + u | 0; - f = j + v2 | 0; - c2 = f >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - G2 = f; - f = f ^ t2; - t2 = c2; - f = ve(f, c2 ^ p, 40); - A2 = U; - c2 = ka2 + A2 | 0; - p = f + ia2 | 0; - c2 = o2 + (p >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - o2 = n2 + p | 0; - c2 = o2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - v2 = r; - r = c2; - p = ve(j ^ o2, v2 ^ c2, 48); - c2 = U; - Y = c2; - n2 = c2; - j = ve(M2 ^ I2, Q2 ^ W2, 1); - c2 = U; - v2 = c2; - u = g; - c2 = c2 + L2 | 0; - g = j + ea2 | 0; - c2 = J2 + (g >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - g = g + q | 0; - c2 = g >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - q = c2; - s2 = ve(e ^ g, c2 ^ s2, 32); - d = s2 + d | 0; - W2 = U; - c2 = W2 + u | 0; - u = d; - e = v2; - v2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; - e = ve(d ^ j, e ^ v2, 40); - I2 = U; - c2 = wa2 + I2 | 0; - d = e + ga2 | 0; - c2 = q + (d >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + g | 0; - c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - M2 = d; - Q2 = c2; - g = c2; - c2 = E2 + za2 | 0; - j = C2 + oa2 | 0; - c2 = (j >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; - g = d + j | 0; - c2 = g >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - q = c2; - d = ve(g ^ p, c2 ^ n2, 32); - J2 = U; - c2 = J2 + R2 | 0; - j = d + F2 | 0; - c2 = j >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - n2 = ve(j ^ C2, c2 ^ E2, 40); - K2 = c2; - C2 = U; - c2 = va2 + C2 | 0; - E2 = n2 + ba2 | 0; - c2 = q + (E2 >>> 0 < ba2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - q = g + E2 | 0; - c2 = q >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - g = J2; - J2 = c2; - g = ve(d ^ q, g ^ c2, 48); - c2 = K2; - K2 = U; - c2 = c2 + K2 | 0; - j = g + j | 0; - c2 = j >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - d = j ^ n2; - n2 = c2; - c2 = ve(d, c2 ^ C2, 1); - d = U; - C2 = c2; - E2 = d; - X = k; - V2 = i3; - i3 = e; - e = ve(s2 ^ M2, Q2 ^ W2, 48); - s2 = U; - c2 = s2 + v2 | 0; - d = e + u | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - v2 = d; - u = c2; - i3 = ve(d ^ i3, c2 ^ I2, 1); - d = i3 + ea2 | 0; - I2 = U; - c2 = I2 + L2 | 0; - c2 = r + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; - k = d + o2 | 0; - c2 = k >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = c2; - d = ve(k ^ V2, c2 ^ D2, 32); - r = U; - c2 = r + l | 0; - l = d + X | 0; - c2 = l >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - i3 = ve(i3 ^ l, c2 ^ I2, 40); - W2 = U; - c2 = ka2 + W2 | 0; - I2 = i3; - i3 = ia2 + i3 | 0; - c2 = o2 + (i3 >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - o2 = i3 + k | 0; - c2 = o2 >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - i3 = r; - r = c2; - i3 = ve(d ^ o2, i3 ^ c2, 48); - c2 = D2; - D2 = U; - c2 = c2 + D2 | 0; - d = i3 + l | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - M2 = d; - Q2 = c2; - k = h; - c2 = t2 + Y | 0; - d = p + G2 | 0; - c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - h = c2; - f = ve(d ^ f, c2 ^ A2, 1); - p = U; - c2 = na2 + p | 0; - l = f + ca2 | 0; - c2 = x2 + (l >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - l = l + m2 | 0; - c2 = l >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - k = ve(k ^ l, c2 ^ H2, 32); - c2 = U; - x2 = c2; - t2 = f; - c2 = c2 + u | 0; - f = k + v2 | 0; - c2 = f >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - G2 = f; - f = f ^ t2; - t2 = c2; - f = ve(f, c2 ^ p, 40); - A2 = U; - c2 = xa2 + A2 | 0; - p = f + fa2 | 0; - c2 = m2 + (p >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - m2 = l + p | 0; - c2 = m2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - l = x2; - x2 = c2; - p = ve(k ^ m2, l ^ c2, 48); - c2 = U; - Y = c2; - l = c2; - k = ve(y2 ^ F2, R2 ^ _, 1); - c2 = U; - v2 = c2; - u = h; - c2 = c2 + $2 | 0; - h = k + O2 | 0; - c2 = T2 + (h >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - h = h + B2 | 0; - c2 = h >>> 0 < B2 >>> 0 ? c2 + 1 | 0 : c2; - B2 = c2; - s2 = ve(e ^ h, c2 ^ s2, 32); - d = s2 + d | 0; - _ = U; - c2 = _ + u | 0; - u = d; - e = v2; - v2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; - e = ve(d ^ k, e ^ v2, 40); - y2 = U; - c2 = wa2 + y2 | 0; - d = e + ga2 | 0; - c2 = B2 + (d >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + h | 0; - c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - F2 = d; - R2 = c2; - h = c2; - c2 = E2 + ra2 | 0; - k = C2 + S2 | 0; - c2 = (k >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) + h | 0; - h = d + k | 0; - c2 = h >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - B2 = c2; - d = ve(h ^ p, c2 ^ l, 32); - T2 = U; - c2 = T2 + Q2 | 0; - k = d + M2 | 0; - c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - l = ve(k ^ C2, c2 ^ E2, 40); - H2 = c2; - C2 = U; - c2 = P2 + C2 | 0; - E2 = b2 + l | 0; - c2 = B2 + (E2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - B2 = h + E2 | 0; - c2 = B2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - h = T2; - T2 = c2; - h = ve(d ^ B2, h ^ c2, 48); - c2 = H2; - H2 = U; - c2 = c2 + H2 | 0; - k = h + k | 0; - c2 = k >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - d = k ^ l; - l = c2; - c2 = ve(d, c2 ^ C2, 1); - d = U; - C2 = c2; - E2 = d; - X = j; - V2 = i3; - i3 = e; - e = ve(s2 ^ F2, R2 ^ _, 48); - s2 = U; - c2 = s2 + v2 | 0; - d = e + u | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - v2 = d; - u = c2; - i3 = ve(d ^ i3, c2 ^ y2, 1); - d = i3 + da2 | 0; - y2 = U; - c2 = y2 + qa2 | 0; - c2 = x2 + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; - j = d + m2 | 0; - c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - d = ve(j ^ V2, c2 ^ D2, 32); - x2 = U; - c2 = x2 + n2 | 0; - n2 = d + X | 0; - c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - i3 = ve(i3 ^ n2, c2 ^ y2, 40); - _ = U; - c2 = Aa2 + _ | 0; - y2 = i3; - i3 = pa2 + i3 | 0; - c2 = m2 + (i3 >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - m2 = i3 + j | 0; - c2 = m2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - i3 = x2; - x2 = c2; - i3 = ve(d ^ m2, i3 ^ c2, 48); - c2 = D2; - D2 = U; - c2 = c2 + D2 | 0; - d = i3 + n2 | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - F2 = d; - R2 = c2; - j = g; - c2 = t2 + Y | 0; - d = p + G2 | 0; - c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - g = c2; - f = ve(d ^ f, c2 ^ A2, 1); - p = U; - c2 = p + la2 | 0; - n2 = f + Z | 0; - c2 = r + (n2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; - n2 = n2 + o2 | 0; - c2 = n2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = c2; - j = ve(j ^ n2, c2 ^ K2, 32); - c2 = U; - r = c2; - t2 = f; - c2 = c2 + u | 0; - f = j + v2 | 0; - c2 = f >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - G2 = f; - f = f ^ t2; - t2 = c2; - f = ve(f, c2 ^ p, 40); - A2 = U; - c2 = ua2 + A2 | 0; - p = f + aa | 0; - c2 = o2 + (p >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2) | 0; - o2 = n2 + p | 0; - c2 = o2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - v2 = r; - r = c2; - p = ve(j ^ o2, v2 ^ c2, 48); - c2 = U; - Y = c2; - n2 = c2; - j = ve(M2 ^ I2, Q2 ^ W2, 1); - c2 = U; - v2 = c2; - u = g; - c2 = c2 + ta2 | 0; - g = j + ja2 | 0; - c2 = J2 + (g >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - g = g + q | 0; - c2 = g >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - q = c2; - s2 = ve(e ^ g, c2 ^ s2, 32); - d = s2 + d | 0; - W2 = U; - c2 = W2 + u | 0; - u = d; - e = v2; - v2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; - e = ve(d ^ j, e ^ v2, 40); - I2 = U; - c2 = ha2 + I2 | 0; - d = e + N2 | 0; - c2 = q + (d >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + g | 0; - c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - M2 = d; - Q2 = c2; - g = c2; - c2 = E2 + wa2 | 0; - j = C2 + ga2 | 0; - c2 = (j >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; - g = d + j | 0; - c2 = g >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - q = c2; - d = ve(g ^ p, c2 ^ n2, 32); - J2 = U; - c2 = J2 + R2 | 0; - j = d + F2 | 0; - c2 = j >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - n2 = ve(j ^ C2, c2 ^ E2, 40); - K2 = c2; - C2 = U; - c2 = ka2 + C2 | 0; - E2 = n2 + ia2 | 0; - c2 = q + (E2 >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - q = g + E2 | 0; - c2 = q >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - g = J2; - J2 = c2; - g = ve(d ^ q, g ^ c2, 48); - c2 = K2; - K2 = U; - c2 = c2 + K2 | 0; - j = g + j | 0; - c2 = j >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - d = j ^ n2; - n2 = c2; - c2 = ve(d, c2 ^ C2, 1); - d = U; - C2 = c2; - E2 = d; - X = k; - V2 = i3; - i3 = e; - e = ve(s2 ^ M2, Q2 ^ W2, 48); - s2 = U; - c2 = s2 + v2 | 0; - d = e + u | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - v2 = d; - u = c2; - i3 = ve(d ^ i3, c2 ^ I2, 1); - d = i3 + ba2 | 0; - I2 = U; - c2 = I2 + va2 | 0; - c2 = r + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; - k = d + o2 | 0; - c2 = k >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = c2; - d = ve(k ^ V2, c2 ^ D2, 32); - r = U; - c2 = r + l | 0; - l = d + X | 0; - c2 = l >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - i3 = ve(i3 ^ l, c2 ^ I2, 40); - W2 = U; - c2 = za2 + W2 | 0; - I2 = i3; - i3 = oa2 + i3 | 0; - c2 = o2 + (i3 >>> 0 < oa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - o2 = i3 + k | 0; - c2 = o2 >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - i3 = r; - r = c2; - i3 = ve(d ^ o2, i3 ^ c2, 48); - c2 = D2; - D2 = U; - c2 = c2 + D2 | 0; - d = i3 + l | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - M2 = d; - Q2 = c2; - k = h; - c2 = t2 + Y | 0; - d = p + G2 | 0; - c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - h = c2; - f = ve(d ^ f, c2 ^ A2, 1); - p = U; - c2 = ua2 + p | 0; - l = f + aa | 0; - c2 = x2 + (l >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2) | 0; - l = l + m2 | 0; - c2 = l >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - k = ve(k ^ l, c2 ^ H2, 32); - c2 = U; - x2 = c2; - t2 = f; - c2 = c2 + u | 0; - f = k + v2 | 0; - c2 = f >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - G2 = f; - f = f ^ t2; - t2 = c2; - f = ve(f, c2 ^ p, 40); - A2 = U; - c2 = L2 + A2 | 0; - p = f + ea2 | 0; - c2 = m2 + (p >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - m2 = l + p | 0; - c2 = m2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - l = x2; - x2 = c2; - p = ve(k ^ m2, l ^ c2, 48); - c2 = U; - Y = c2; - l = c2; - k = ve(y2 ^ F2, R2 ^ _, 1); - c2 = U; - v2 = c2; - u = h; - c2 = c2 + xa2 | 0; - h = k + fa2 | 0; - c2 = T2 + (h >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - h = h + B2 | 0; - c2 = h >>> 0 < B2 >>> 0 ? c2 + 1 | 0 : c2; - B2 = c2; - s2 = ve(e ^ h, c2 ^ s2, 32); - d = s2 + d | 0; - _ = U; - c2 = _ + u | 0; - u = d; - e = v2; - v2 = d >>> 0 < s2 >>> 0 ? c2 + 1 | 0 : c2; - e = ve(d ^ k, e ^ v2, 40); - y2 = U; - c2 = ta2 + y2 | 0; - d = e + ja2 | 0; - c2 = B2 + (d >>> 0 < ja2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + h | 0; - c2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - F2 = d; - R2 = c2; - h = c2; - c2 = E2 + na2 | 0; - k = C2 + ca2 | 0; - c2 = (k >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) + h | 0; - h = d + k | 0; - c2 = h >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - B2 = c2; - d = ve(h ^ p, c2 ^ l, 32); - T2 = U; - c2 = T2 + Q2 | 0; - k = d + M2 | 0; - c2 = k >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - l = ve(k ^ C2, c2 ^ E2, 40); - H2 = c2; - C2 = U; - c2 = Aa2 + C2 | 0; - E2 = l + pa2 | 0; - c2 = B2 + (E2 >>> 0 < pa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - B2 = h + E2 | 0; - c2 = B2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - h = T2; - T2 = c2; - h = ve(d ^ B2, h ^ c2, 48); - c2 = H2; - H2 = U; - c2 = c2 + H2 | 0; - k = h + k | 0; - c2 = k >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - d = k ^ l; - l = c2; - c2 = ve(d, c2 ^ C2, 1); - d = U; - C2 = c2; - E2 = d; - X = j; - V2 = i3; - i3 = e; - e = ve(s2 ^ F2, R2 ^ _, 48); - s2 = U; - c2 = s2 + v2 | 0; - d = e + u | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - v2 = d; - u = c2; - i3 = ve(d ^ i3, c2 ^ y2, 1); - d = i3 + O2 | 0; - F2 = U; - c2 = F2 + $2 | 0; - c2 = x2 + (d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2) | 0; - j = d + m2 | 0; - c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - d = ve(j ^ V2, c2 ^ D2, 32); - x2 = U; - c2 = x2 + n2 | 0; - n2 = d + X | 0; - c2 = n2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - D2 = n2; - y2 = c2; - i3 = ve(i3 ^ n2, c2 ^ F2, 40); - X = U; - c2 = ra2 + X | 0; - F2 = i3; - i3 = S2 + i3 | 0; - c2 = m2 + (i3 >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - n2 = i3 + j | 0; - c2 = n2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - i3 = x2; - x2 = c2; - i3 = ve(d ^ n2, i3 ^ c2, 48); - c2 = y2; - y2 = U; - c2 = c2 + y2 | 0; - d = i3 + D2 | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - D2 = d; - R2 = c2; - j = g; - c2 = t2 + Y | 0; - d = p + G2 | 0; - c2 = d >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - g = c2; - f = ve(d ^ f, c2 ^ A2, 1); - p = U; - c2 = p + P2 | 0; - m2 = b2 + f | 0; - c2 = r + (m2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2) | 0; - m2 = m2 + o2 | 0; - c2 = m2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = c2; - j = ve(j ^ m2, c2 ^ K2, 32); - r = j; - c2 = U; - t2 = c2; - G2 = f; - c2 = c2 + u | 0; - f = j + v2 | 0; - c2 = f >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - A2 = f; - f = f ^ G2; - G2 = c2; - f = ve(f, c2 ^ p, 40); - v2 = U; - c2 = qa2 + v2 | 0; - j = f + da2 | 0; - c2 = o2 + (j >>> 0 < da2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - j = j + m2 | 0; - c2 = j >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - u = j ^ r; - r = c2; - m2 = ve(u, c2 ^ t2, 48); - c2 = U; - K2 = c2; - p = c2; - o2 = ve(M2 ^ I2, Q2 ^ W2, 1); - t2 = o2; - c2 = U; - u = c2; - I2 = g; - c2 = c2 + ha2 | 0; - g = o2 + N2 | 0; - c2 = J2 + (g >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - g = g + q | 0; - c2 = g >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - q = s2; - s2 = c2; - o2 = ve(e ^ g, q ^ c2, 32); - d = o2 + d | 0; - V2 = U; - c2 = V2 + I2 | 0; - q = d; - e = d ^ t2; - t2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - e = ve(e, t2 ^ u, 40); - u = U; - c2 = la2 + u | 0; - d = e + Z | 0; - c2 = s2 + (d >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = d + g | 0; - c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - s2 = d; - I2 = c2; - g = c2; - c2 = E2 + ra2 | 0; - J2 = S2; - S2 = C2 + S2 | 0; - c2 = (J2 >>> 0 > S2 >>> 0 ? c2 + 1 | 0 : c2) + g | 0; - d = d + S2 | 0; - c2 = d >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; - ra2 = c2; - S2 = ve(d ^ m2, c2 ^ p, 32); - M2 = U; - c2 = M2 + R2 | 0; - g = D2 + S2 | 0; - c2 = g >>> 0 < S2 >>> 0 ? c2 + 1 | 0 : c2; - p = ve(g ^ C2, c2 ^ E2, 40); - J2 = c2; - Q2 = U; - c2 = qa2 + Q2 | 0; - C2 = da2; - da2 = p + da2 | 0; - c2 = ra2 + (C2 >>> 0 > da2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - da2 = d + da2 | 0; - c2 = da2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - d = S2 ^ da2; - S2 = c2; - qa2 = ve(d, c2 ^ M2, 48); - ra2 = U; - c2 = ra2 + J2 | 0; - d = g + qa2 | 0; - c2 = d >>> 0 < qa2 >>> 0 ? c2 + 1 | 0 : c2; - g = c2; - c2 = ve(d ^ p, c2 ^ Q2, 1); - p = U; - M2 = c2; - Q2 = k; - k = Z; - J2 = la2; - la2 = ve(o2 ^ s2, I2 ^ V2, 48); - o2 = U; - c2 = o2 + t2 | 0; - Z = q + la2 | 0; - c2 = Z >>> 0 < la2 >>> 0 ? c2 + 1 | 0 : c2; - t2 = k; - s2 = Z; - q = c2; - k = ve(e ^ s2, c2 ^ u, 1); - Z = t2 + k | 0; - u = U; - c2 = u + J2 | 0; - c2 = r + (k >>> 0 > Z >>> 0 ? c2 + 1 | 0 : c2) | 0; - Z = j + Z | 0; - c2 = Z >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - e = c2; - i3 = ve(i3 ^ Z, c2 ^ y2, 32); - c2 = l; - l = U; - c2 = c2 + l | 0; - j = i3 + Q2 | 0; - c2 = j >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - r = j; - t2 = c2; - j = ve(j ^ k, c2 ^ u, 40); - ba2 = j + ba2 | 0; - u = U; - c2 = u + va2 | 0; - c2 = (j >>> 0 > ba2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; - e = ba2; - ba2 = Z + ba2 | 0; - c2 = e >>> 0 > ba2 >>> 0 ? c2 + 1 | 0 : c2; - e = c2; - i3 = ve(i3 ^ ba2, c2 ^ l, 48); - k = U; - c2 = k + t2 | 0; - Z = i3 + r | 0; - c2 = Z >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - l = Z; - va2 = c2; - r = b2; - t2 = P2; - c2 = G2 + K2 | 0; - b2 = m2 + A2 | 0; - c2 = b2 >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - Z = c2; - P2 = ve(b2 ^ f, c2 ^ v2, 1); - m2 = U; - c2 = m2 + t2 | 0; - f = r + P2 | 0; - c2 = x2 + (f >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - f = f + n2 | 0; - c2 = f >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - h = ve(f ^ h, c2 ^ H2, 32); - r = c2; - x2 = ca2; - ca2 = P2; - n2 = U; - c2 = n2 + q | 0; - P2 = h + s2 | 0; - c2 = P2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - q = m2; - m2 = c2; - ca2 = ve(P2 ^ ca2, q ^ c2, 40); - s2 = U; - c2 = s2 + na2 | 0; - na2 = x2 + ca2 | 0; - c2 = (na2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) + r | 0; - r = na2; - na2 = f + na2 | 0; - c2 = r >>> 0 > na2 >>> 0 ? c2 + 1 | 0 : c2; - f = h ^ na2; - h = c2; - c2 = ve(f, c2 ^ n2, 48); - f = U; - G2 = f; - n2 = c2; - q = O2; - r = $2; - O2 = ve(D2 ^ F2, R2 ^ X, 1); - x2 = O2; - c2 = U; - t2 = c2; - c2 = c2 + wa2 | 0; - O2 = x2 + ga2 | 0; - c2 = T2 + (O2 >>> 0 < ga2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - O2 = B2 + O2 | 0; - c2 = O2 >>> 0 < B2 >>> 0 ? c2 + 1 | 0 : c2; - ga2 = c2; - $2 = ve(O2 ^ la2, c2 ^ o2, 32); - b2 = $2 + b2 | 0; - B2 = U; - c2 = B2 + Z | 0; - Z = b2; - o2 = b2 >>> 0 < $2 >>> 0 ? c2 + 1 | 0 : c2; - la2 = ve(b2 ^ x2, o2 ^ t2, 40); - b2 = la2 + q | 0; - c2 = r; - r = U; - c2 = c2 + r | 0; - c2 = ga2 + (b2 >>> 0 < la2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - b2 = b2 + O2 | 0; - c2 = b2 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2; - ga2 = b2; - wa2 = c2; - O2 = c2; - c2 = p + ua2 | 0; - x2 = aa; - aa = M2 + aa | 0; - c2 = (x2 >>> 0 > aa >>> 0 ? c2 + 1 | 0 : c2) + O2 | 0; - O2 = b2 + aa | 0; - c2 = O2 >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; - ua2 = c2; - aa = ve(n2 ^ O2, c2 ^ f, 32); - b2 = aa + l | 0; - x2 = U; - c2 = x2 + va2 | 0; - f = b2; - q = p; - p = b2 >>> 0 < aa >>> 0 ? c2 + 1 | 0 : c2; - b2 = ve(b2 ^ M2, q ^ p, 40); - t2 = U; - c2 = xa2 + t2 | 0; - xa2 = b2; - b2 = fa2 + b2 | 0; - c2 = ua2 + (b2 >>> 0 < fa2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - b2 = b2 + O2 | 0; - c2 = b2 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2; - ua2 = b2; - A2 = (z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24)) ^ b2; - q = c2; - v2 = c2 ^ (z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24)); - O2 = ve($2 ^ ga2, B2 ^ wa2, 48); - ga2 = U; - c2 = ga2 + o2 | 0; - b2 = O2 + Z | 0; - c2 = b2 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = b2; - wa2 = c2; - $2 = ia2; - c2 = m2 + G2 | 0; - b2 = n2 + P2 | 0; - c2 = b2 >>> 0 < P2 >>> 0 ? c2 + 1 | 0 : c2; - ia2 = c2; - ca2 = ve(b2 ^ ca2, c2 ^ s2, 1); - $2 = ca2 + $2 | 0; - n2 = U; - c2 = n2 + ka2 | 0; - c2 = ($2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2) + e | 0; - ka2 = $2 + ba2 | 0; - c2 = ka2 >>> 0 < $2 >>> 0 ? c2 + 1 | 0 : c2; - $2 = c2; - Z = ve(ka2 ^ qa2, c2 ^ ra2, 32); - P2 = U; - c2 = P2 + wa2 | 0; - fa2 = Z + o2 | 0; - c2 = fa2 >>> 0 < Z >>> 0 ? c2 + 1 | 0 : c2; - ba2 = c2; - qa2 = Z; - Z = ve(ca2 ^ fa2, c2 ^ n2, 40); - ca2 = Z + ja2 | 0; - e = U; - c2 = e + ta2 | 0; - c2 = (Z >>> 0 > ca2 >>> 0 ? c2 + 1 | 0 : c2) + $2 | 0; - ka2 = ca2 + ka2 | 0; - c2 = ka2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; - ja2 = ka2; - m2 = P2; - P2 = c2; - ca2 = ve(qa2 ^ ja2, m2 ^ c2, 48); - $2 = ca2 + fa2 | 0; - n2 = U; - c2 = n2 + ba2 | 0; - c2 = $2 >>> 0 < ca2 >>> 0 ? c2 + 1 | 0 : c2; - fa2 = $2; - $2 = A2 ^ $2; - w[a2 + 8 | 0] = $2; - w[a2 + 9 | 0] = $2 >>> 8; - w[a2 + 10 | 0] = $2 >>> 16; - w[a2 + 11 | 0] = $2 >>> 24; - ba2 = c2; - c2 = c2 ^ v2; - w[a2 + 12 | 0] = c2; - w[a2 + 13 | 0] = c2 >>> 8; - w[a2 + 14 | 0] = c2 >>> 16; - w[a2 + 15 | 0] = c2 >>> 24; - ka2 = b2; - $2 = ia2; - b2 = O2; - O2 = ve(j ^ l, u ^ va2, 1); - ia2 = O2 + pa2 | 0; - ta2 = U; - c2 = ta2 + Aa2 | 0; - c2 = (O2 >>> 0 > ia2 >>> 0 ? c2 + 1 | 0 : c2) + S2 | 0; - l = ia2; - ia2 = da2 + ia2 | 0; - c2 = l >>> 0 > ia2 >>> 0 ? c2 + 1 | 0 : c2; - da2 = c2; - b2 = ve(b2 ^ ia2, c2 ^ ga2, 32); - c2 = $2; - $2 = U; - c2 = c2 + $2 | 0; - ka2 = b2 + ka2 | 0; - c2 = ka2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; - ga2 = c2; - qa2 = b2; - S2 = ka2; - ka2 = ve(O2 ^ S2, c2 ^ ta2, 40); - b2 = ka2 + oa2 | 0; - j = U; - c2 = j + za2 | 0; - c2 = da2 + (b2 >>> 0 < ka2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - b2 = b2 + ia2 | 0; - c2 = b2 >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2; - da2 = b2; - b2 = b2 ^ qa2; - qa2 = c2; - ia2 = ve(b2, c2 ^ $2, 48); - b2 = ia2 + S2 | 0; - l = U; - c2 = l + ga2 | 0; - S2 = b2; - ga2 = b2 >>> 0 < ia2 >>> 0 ? c2 + 1 | 0 : c2; - b2 = ve(o2 ^ la2, r ^ wa2, 1); - la2 = b2; - c2 = U; - ta2 = c2; - c2 = c2 + L2 | 0; - b2 = b2 + ea2 | 0; - c2 = h + (b2 >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - O2 = b2 + na2 | 0; - c2 = O2 >>> 0 < na2 >>> 0 ? c2 + 1 | 0 : c2; - L2 = c2; - $2 = ve(i3 ^ O2, c2 ^ k, 32); - b2 = $2 + d | 0; - d = U; - c2 = d + g | 0; - na2 = b2; - h = b2 ^ la2; - la2 = b2 >>> 0 < $2 >>> 0 ? c2 + 1 | 0 : c2; - ea2 = ve(h, la2 ^ ta2, 40); - b2 = ea2 + N2 | 0; - N2 = U; - c2 = N2 + ha2 | 0; - c2 = L2 + (b2 >>> 0 < ea2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - L2 = b2 + O2 | 0; - c2 = L2 >>> 0 < O2 >>> 0 ? c2 + 1 | 0 : c2; - b2 = a2; - O2 = L2 ^ Ba2 ^ S2; - w[b2 | 0] = O2; - w[b2 + 1 | 0] = O2 >>> 8; - w[b2 + 2 | 0] = O2 >>> 16; - w[b2 + 3 | 0] = O2 >>> 24; - O2 = c2 ^ Ca2 ^ ga2; - w[b2 + 4 | 0] = O2; - w[b2 + 5 | 0] = O2 >>> 8; - w[b2 + 6 | 0] = O2 >>> 16; - w[b2 + 7 | 0] = O2 >>> 24; - $2 = ve(L2 ^ $2, c2 ^ d, 48); - O2 = $2 + na2 | 0; - na2 = U; - c2 = na2 + la2 | 0; - la2 = O2 >>> 0 < $2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = la2 ^ ((z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24)) ^ qa2); - L2 = (z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24)) ^ da2 ^ O2; - w[b2 + 16 | 0] = L2; - w[b2 + 17 | 0] = L2 >>> 8; - w[b2 + 18 | 0] = L2 >>> 16; - w[b2 + 19 | 0] = L2 >>> 24; - w[b2 + 20 | 0] = c2; - w[b2 + 21 | 0] = c2 >>> 8; - w[b2 + 22 | 0] = c2 >>> 16; - w[b2 + 23 | 0] = c2 >>> 24; - b2 = ve(aa ^ ua2, q ^ x2, 48); - L2 = U; - da2 = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); - c2 = (z[a2 + 32 | 0] | z[a2 + 33 | 0] << 8 | (z[a2 + 34 | 0] << 16 | z[a2 + 35 | 0] << 24)) ^ ve(Z ^ fa2, e ^ ba2, 1) ^ b2; - w[a2 + 32 | 0] = c2; - w[a2 + 33 | 0] = c2 >>> 8; - w[a2 + 34 | 0] = c2 >>> 16; - w[a2 + 35 | 0] = c2 >>> 24; - c2 = U ^ da2 ^ L2; - w[a2 + 36 | 0] = c2; - w[a2 + 37 | 0] = c2 >>> 8; - w[a2 + 38 | 0] = c2 >>> 16; - w[a2 + 39 | 0] = c2 >>> 24; - c2 = p + L2 | 0; - da2 = b2 + f | 0; - c2 = da2 >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; - b2 = a2; - Z = (z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24)) ^ P2 ^ c2; - L2 = (z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24)) ^ ja2 ^ da2; - w[b2 + 24 | 0] = L2; - w[b2 + 25 | 0] = L2 >>> 8; - w[b2 + 26 | 0] = L2 >>> 16; - w[b2 + 27 | 0] = L2 >>> 24; - w[b2 + 28 | 0] = Z; - w[b2 + 29 | 0] = Z >>> 8; - w[b2 + 30 | 0] = Z >>> 16; - w[b2 + 31 | 0] = Z >>> 24; - Z = z[b2 + 44 | 0] | z[b2 + 45 | 0] << 8 | (z[b2 + 46 | 0] << 16 | z[b2 + 47 | 0] << 24); - b2 = ia2 ^ ((z[b2 + 40 | 0] | z[b2 + 41 | 0] << 8 | (z[b2 + 42 | 0] << 16 | z[b2 + 43 | 0] << 24)) ^ ve(O2 ^ ea2, N2 ^ la2, 1)); - w[a2 + 40 | 0] = b2; - w[a2 + 41 | 0] = b2 >>> 8; - w[a2 + 42 | 0] = b2 >>> 16; - w[a2 + 43 | 0] = b2 >>> 24; - b2 = l ^ (U ^ Z); - w[a2 + 44 | 0] = b2; - w[a2 + 45 | 0] = b2 >>> 8; - w[a2 + 46 | 0] = b2 >>> 16; - w[a2 + 47 | 0] = b2 >>> 24; - O2 = z[a2 + 60 | 0] | z[a2 + 61 | 0] << 8 | (z[a2 + 62 | 0] << 16 | z[a2 + 63 | 0] << 24); - b2 = $2 ^ ((z[a2 + 56 | 0] | z[a2 + 57 | 0] << 8 | (z[a2 + 58 | 0] << 16 | z[a2 + 59 | 0] << 24)) ^ ve(S2 ^ ka2, j ^ ga2, 1)); - w[a2 + 56 | 0] = b2; - w[a2 + 57 | 0] = b2 >>> 8; - w[a2 + 58 | 0] = b2 >>> 16; - w[a2 + 59 | 0] = b2 >>> 24; - b2 = na2 ^ (U ^ O2); - w[a2 + 60 | 0] = b2; - w[a2 + 61 | 0] = b2 >>> 8; - w[a2 + 62 | 0] = b2 >>> 16; - w[a2 + 63 | 0] = b2 >>> 24; - O2 = z[a2 + 52 | 0] | z[a2 + 53 | 0] << 8 | (z[a2 + 54 | 0] << 16 | z[a2 + 55 | 0] << 24); - b2 = ca2 ^ ((z[a2 + 48 | 0] | z[a2 + 49 | 0] << 8 | (z[a2 + 50 | 0] << 16 | z[a2 + 51 | 0] << 24)) ^ ve(da2 ^ xa2, c2 ^ t2, 1)); - w[a2 + 48 | 0] = b2; - w[a2 + 49 | 0] = b2 >>> 8; - w[a2 + 50 | 0] = b2 >>> 16; - w[a2 + 51 | 0] = b2 >>> 24; - b2 = n2 ^ (U ^ O2); - w[a2 + 52 | 0] = b2; - w[a2 + 53 | 0] = b2 >>> 8; - w[a2 + 54 | 0] = b2 >>> 16; - w[a2 + 55 | 0] = b2 >>> 24; - } - function sb(a2, b2, c2, d, e, f, g) { - var h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0, ea2 = 0, fa2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, la2 = 0, ma2 = 0, na2 = 0, oa2 = 0, pa2 = 0, qa2 = 0, ra2 = 0, ta2 = 0, ua2 = 0, va2 = 0, wa2 = 0, xa2 = 0, ya2 = 0, za2 = 0, Ba2 = 0, Ca2 = 0, Ea2 = 0, Fa2 = 0, Ga2 = 0, Ha2 = 0, Ia2 = 0, Ja2 = 0, Ka2 = 0, La2 = 0, Ma2 = 0, Na2 = 0, Oa2 = 0, Pa2 = 0, Qa2 = 0, Ra2 = 0, Sa2 = 0, Ta2 = 0, Ua2 = 0, Va2 = 0, Wa2 = 0, Za2 = 0, _a2 = 0, $a2 = 0, ab2 = 0, bb2 = 0, cb2 = 0, db2 = 0, eb2 = 0, fb2 = 0; - H2 = T - 560 | 0; - T = H2; - k = H2 + 352 | 0; - Aa(k); - if (g) { - ka(k, 39216, 34, 0); - } - Da(H2 + 288 | 0, f, 32, 0); - n2 = H2 + 352 | 0; - ka(n2, H2 + 320 | 0, 32, 0); - ka(n2, c2, d, e); - p = H2 + 224 | 0; - sa(n2, p); - i3 = f; - r = z[i3 + 32 | 0] | z[i3 + 33 | 0] << 8 | (z[i3 + 34 | 0] << 16 | z[i3 + 35 | 0] << 24); - t2 = z[i3 + 36 | 0] | z[i3 + 37 | 0] << 8 | (z[i3 + 38 | 0] << 16 | z[i3 + 39 | 0] << 24); - l = z[i3 + 40 | 0] | z[i3 + 41 | 0] << 8 | (z[i3 + 42 | 0] << 16 | z[i3 + 43 | 0] << 24); - h = z[i3 + 44 | 0] | z[i3 + 45 | 0] << 8 | (z[i3 + 46 | 0] << 16 | z[i3 + 47 | 0] << 24); - k = z[i3 + 48 | 0] | z[i3 + 49 | 0] << 8 | (z[i3 + 50 | 0] << 16 | z[i3 + 51 | 0] << 24); - f = z[i3 + 52 | 0] | z[i3 + 53 | 0] << 8 | (z[i3 + 54 | 0] << 16 | z[i3 + 55 | 0] << 24); - m2 = z[i3 + 60 | 0] | z[i3 + 61 | 0] << 8 | (z[i3 + 62 | 0] << 16 | z[i3 + 63 | 0] << 24); - i3 = z[i3 + 56 | 0] | z[i3 + 57 | 0] << 8 | (z[i3 + 58 | 0] << 16 | z[i3 + 59 | 0] << 24); - w[a2 + 56 | 0] = i3; - w[a2 + 57 | 0] = i3 >>> 8; - w[a2 + 58 | 0] = i3 >>> 16; - w[a2 + 59 | 0] = i3 >>> 24; - w[a2 + 60 | 0] = m2; - w[a2 + 61 | 0] = m2 >>> 8; - w[a2 + 62 | 0] = m2 >>> 16; - w[a2 + 63 | 0] = m2 >>> 24; - w[a2 + 48 | 0] = k; - w[a2 + 49 | 0] = k >>> 8; - w[a2 + 50 | 0] = k >>> 16; - w[a2 + 51 | 0] = k >>> 24; - w[a2 + 52 | 0] = f; - w[a2 + 53 | 0] = f >>> 8; - w[a2 + 54 | 0] = f >>> 16; - w[a2 + 55 | 0] = f >>> 24; - w[a2 + 40 | 0] = l; - w[a2 + 41 | 0] = l >>> 8; - w[a2 + 42 | 0] = l >>> 16; - w[a2 + 43 | 0] = l >>> 24; - w[a2 + 44 | 0] = h; - w[a2 + 45 | 0] = h >>> 8; - w[a2 + 46 | 0] = h >>> 16; - w[a2 + 47 | 0] = h >>> 24; - f = a2 + 32 | 0; - w[f | 0] = r; - w[f + 1 | 0] = r >>> 8; - w[f + 2 | 0] = r >>> 16; - w[f + 3 | 0] = r >>> 24; - w[f + 4 | 0] = t2; - w[f + 5 | 0] = t2 >>> 8; - w[f + 6 | 0] = t2 >>> 16; - w[f + 7 | 0] = t2 >>> 24; - jb(p); - Xa(H2, p); - Ya(a2, H2); - Aa(n2); - if (g) { - ka(n2, 39216, 34, 0); - } - g = H2 + 352 | 0; - ka(g, a2, 64, 0); - ka(g, c2, d, e); - o2 = H2 + 160 | 0; - sa(g, o2); - jb(o2); - w[H2 + 288 | 0] = z[H2 + 288 | 0] & 248; - w[H2 + 319 | 0] = z[H2 + 319 | 0] & 63 | 64; - u = H2 + 288 | 0; - a2 = u; - c2 = z[a2 + 23 | 0]; - P2 = z[a2 + 21 | 0] | z[a2 + 22 | 0] << 8 | c2 << 16 & 2031616; - Q2 = (z[o2 + 28 | 0] | z[o2 + 29 | 0] << 8 | (z[o2 + 30 | 0] << 16 | z[o2 + 31 | 0] << 24)) >>> 7 | 0; - l = te(P2, 0, Q2, 0); - k = U; - a2 = z[o2 + 27 | 0]; - c2 = 0; - h = z[o2 + 23 | 0] | z[o2 + 24 | 0] << 8 | (z[o2 + 25 | 0] << 16 | z[o2 + 26 | 0] << 24); - e = a2 << 8 | h >>> 24; - d = z[o2 + 28 | 0]; - a2 = 0; - d = d << 16; - t2 = a2 | c2; - c2 = d | e; - R2 = ((t2 & 3) << 30 | c2 >>> 2) & 2097151; - g = z[u + 23 | 0] | z[u + 24 | 0] << 8 | (z[u + 25 | 0] << 16 | z[u + 26 | 0] << 24); - S2 = g >>> 5 & 2097151; - a2 = te(R2, 0, S2, 0); - e = a2 + l | 0; - c2 = U + k | 0; - d = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - c2 = z[o2 + 23 | 0]; - V2 = c2 << 16 & 2031616 | (z[o2 + 21 | 0] | z[o2 + 22 | 0] << 8); - W2 = (z[u + 28 | 0] | z[u + 29 | 0] << 8 | (z[u + 30 | 0] << 16 | z[u + 31 | 0] << 24)) >>> 7 | 0; - a2 = te(V2, 0, W2, 0); - c2 = a2 + e | 0; - d = U + d | 0; - k = c2; - e = a2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; - a2 = z[u + 27 | 0]; - d = 0; - g = a2 << 8 | g >>> 24; - a2 = z[u + 28 | 0]; - c2 = 0; - a2 = a2 << 16; - d = c2 | d; - c2 = a2 | g; - X = ((d & 3) << 30 | c2 >>> 2) & 2097151; - Y = h >>> 5 & 2097151; - a2 = te(X, 0, Y, 0); - d = a2 + k | 0; - c2 = U + e | 0; - i3 = d; - e = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - h = te(S2, 0, Y, 0); - k = U; - a2 = z[u + 19 | 0]; - c2 = 0; - E2 = z[u + 15 | 0] | z[u + 16 | 0] << 8 | (z[u + 17 | 0] << 16 | z[u + 18 | 0] << 24); - g = a2 << 8 | E2 >>> 24; - a2 = z[u + 20 | 0]; - a2 = a2 << 16; - d = c2 | c2; - c2 = a2 | g; - Z = (d & 7) << 29 | c2 >>> 3; - t2 = d >>> 3 | 0; - c2 = te(Z, t2, Q2, 0); - d = c2 + h | 0; - a2 = U + k | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(P2, j, R2, j); - g = c2 + d | 0; - d = U + a2 | 0; - h = g; - c2 = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - a2 = z[o2 + 19 | 0]; - d = 0; - B2 = z[o2 + 15 | 0] | z[o2 + 16 | 0] << 8 | (z[o2 + 17 | 0] << 16 | z[o2 + 18 | 0] << 24); - k = a2 << 8 | B2 >>> 24; - g = z[o2 + 20 | 0]; - a2 = 0; - g = g << 16; - l = a2 | d; - d = g | k; - _ = (l & 7) << 29 | d >>> 3; - $2 = l >>> 3 | 0; - a2 = te(_, $2, W2, 0); - d = a2 + h | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(V2, j, X, j); - p = a2 + d | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > p >>> 0 ? c2 + 1 | 0 : c2; - r = c2; - a2 = c2 - ((p >>> 0 < 4293918720) - 1 | 0) | 0; - v2 = a2; - c2 = a2 >>> 21 | 0; - l = p - -1048576 | 0; - a2 = (a2 & 2097151) << 11 | l >>> 21; - i3 = a2 + i3 | 0; - d = c2 + e | 0; - d = a2 >>> 0 > i3 >>> 0 ? d + 1 | 0 : d; - h = d; - a2 = d - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; - A2 = a2; - k = i3 - -1048576 | 0; - m2 = (a2 & 2097151) << 11 | k >>> 21; - g = a2 >>> 21 | 0; - a2 = te(W2, 0, Y, 0); - c2 = U; - d = a2; - a2 = te(Q2, 0, S2, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(R2, j, X, j); - x2 = a2 + d | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > x2 >>> 0 ? a2 + 1 | 0 : a2; - d = x2 - -1048576 | 0; - c2 = d & -2097152; - n2 = x2 - c2 | 0; - e = a2 - ((x2 >>> 0 < 4293918720) - 1 | 0) | 0; - c2 = (a2 - ((e & 131071) + (c2 >>> 0 > x2 >>> 0) | 0) | 0) + g | 0; - a2 = m2 + n2 | 0; - c2 = a2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - Ga2 = c2; - Ha2 = a2; - n2 = te(a2, c2, 470296, 0); - m2 = U; - c2 = te(Q2, 0, X, j); - a2 = U; - g = c2; - c2 = te(R2, j, W2, 0); - g = g + c2 | 0; - a2 = U + a2 | 0; - c2 = c2 >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; - a2 = e >>> 21 | 0; - e = (e & 2097151) << 11 | d >>> 21; - g = e + g | 0; - d = a2 + c2 | 0; - d = e >>> 0 > g >>> 0 ? d + 1 | 0 : d; - e = d - ((g >>> 0 < 4293918720) - 1 | 0) | 0; - J2 = e; - I2 = g - -1048576 | 0; - c2 = I2 & -2097152; - a2 = g - c2 | 0; - g = d - ((e & 131071) + (c2 >>> 0 > g >>> 0) | 0) | 0; - Ia2 = g; - d = k & -2097152; - c2 = i3 - d | 0; - Ja2 = c2; - e = h - ((d >>> 0 > i3 >>> 0) + A2 | 0) | 0; - Ka2 = e; - La2 = a2; - d = te(a2, g, 666643, 0); - g = d + n2 | 0; - a2 = U + m2 | 0; - a2 = d >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; - d = te(c2, e, 654183, 0); - e = d + g | 0; - c2 = U + a2 | 0; - q = e; - k = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - a2 = l & -2097152; - x2 = p - a2 | 0; - v2 = r - ((a2 >>> 0 > p >>> 0) + v2 | 0) | 0; - c2 = te(R2, j, Z, t2); - d = U; - a2 = c2; - aa = E2 >>> 6 & 2097151; - c2 = te(aa, 0, Q2, 0); - e = a2 + c2 | 0; - a2 = U + d | 0; - a2 = c2 >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(S2, 0, V2, j); - e = c2 + e | 0; - d = U + a2 | 0; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - a2 = te(P2, j, Y, 0); - e = a2 + e | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - ba2 = B2 >>> 6 & 2097151; - d = te(W2, 0, ba2, 0); - e = d + e | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - d = te(X, j, _, $2); - e = d + e | 0; - c2 = U + a2 | 0; - p = e; - g = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - a2 = z[u + 14 | 0]; - c2 = 0; - r = z[u + 10 | 0] | z[u + 11 | 0] << 8 | (z[u + 12 | 0] << 16 | z[u + 13 | 0] << 24); - e = a2 << 8 | r >>> 24; - d = z[u + 15 | 0]; - a2 = 0; - d = d << 16; - c2 = a2 | c2; - a2 = d | e; - ca2 = ((c2 & 1) << 31 | a2 >>> 1) & 2097151; - c2 = te(ca2, 0, Q2, 0); - a2 = U; - d = c2; - c2 = te(R2, j, aa, 0); - d = d + c2 | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(Y, 0, Z, t2); - e = c2 + d | 0; - d = U + a2 | 0; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - a2 = te(S2, 0, _, $2); - e = a2 + e | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(P2, j, V2, j); - d = a2 + e | 0; - c2 = U + c2 | 0; - l = d; - e = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = z[o2 + 14 | 0]; - c2 = 0; - i3 = z[o2 + 10 | 0] | z[o2 + 11 | 0] << 8 | (z[o2 + 12 | 0] << 16 | z[o2 + 13 | 0] << 24); - h = a2 << 8 | i3 >>> 24; - a2 = z[o2 + 15 | 0]; - a2 = a2 << 16 | h; - c2 = c2 | c2; - da2 = ((c2 & 1) << 31 | a2 >>> 1) & 2097151; - c2 = te(da2, 0, W2, 0); - d = c2 + l | 0; - a2 = U + e | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(X, j, ba2, 0); - l = c2 + d | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > l >>> 0 ? a2 + 1 | 0 : a2; - h = a2; - c2 = a2 - ((l >>> 0 < 4293918720) - 1 | 0) | 0; - K2 = c2; - a2 = c2 >>> 21 | 0; - n2 = l - -1048576 | 0; - c2 = (c2 & 2097151) << 11 | n2 >>> 21; - A2 = c2 + p | 0; - d = a2 + g | 0; - d = c2 >>> 0 > A2 >>> 0 ? d + 1 | 0 : d; - m2 = d; - c2 = d - ((A2 >>> 0 < 4293918720) - 1 | 0) | 0; - F2 = c2; - a2 = c2 >>> 21 | 0; - p = A2 - -1048576 | 0; - d = (c2 & 2097151) << 11 | p >>> 21; - c2 = d + x2 | 0; - a2 = a2 + v2 | 0; - a2 = c2 >>> 0 < d >>> 0 ? a2 + 1 | 0 : a2; - Ma2 = a2; - Na2 = c2; - a2 = te(c2, a2, -997805, -1); - d = a2 + q | 0; - c2 = U + k | 0; - q = d; - k = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - s2 = H2 + 224 | 0; - N2 = z[s2 + 23 | 0] | z[s2 + 24 | 0] << 8 | (z[s2 + 25 | 0] << 16 | z[s2 + 26 | 0] << 24); - x2 = N2 >>> 5 & 2097151; - a2 = z[u + 2 | 0]; - ea2 = a2 << 16 & 2031616 | (z[u | 0] | z[u + 1 | 0] << 8); - d = te(ea2, 0, Y, 0); - c2 = U; - g = z[u + 2 | 0] | z[u + 3 | 0] << 8 | (z[u + 4 | 0] << 16 | z[u + 5 | 0] << 24); - fa2 = g >>> 5 & 2097151; - a2 = te(V2, j, fa2, 0); - e = a2 + d | 0; - d = U + c2 | 0; - d = a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - ha2 = (z[u + 7 | 0] | z[u + 8 | 0] << 8 | (z[u + 9 | 0] << 16 | z[u + 10 | 0] << 24)) >>> 7 & 2097151; - a2 = te(ha2, 0, ba2, 0); - e = a2 + e | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - ia2 = r >>> 4 & 2097151; - d = te(da2, j, ia2, 0); - e = d + e | 0; - a2 = U + c2 | 0; - r = e; - e = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = z[u + 6 | 0]; - a2 = 0; - g = c2 << 8 | g >>> 24; - d = a2; - a2 = z[u + 7 | 0]; - c2 = 0; - a2 = a2 << 16 | g; - c2 = c2 | d; - ja2 = ((c2 & 3) << 30 | a2 >>> 2) & 2097151; - c2 = te(ja2, 0, _, $2); - d = c2 + r | 0; - a2 = U + e | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - la2 = (z[o2 + 7 | 0] | z[o2 + 8 | 0] << 8 | (z[o2 + 9 | 0] << 16 | z[o2 + 10 | 0] << 24)) >>> 7 & 2097151; - c2 = te(aa, 0, la2, 0); - e = c2 + d | 0; - d = U + a2 | 0; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - G2 = i3 >>> 4 & 2097151; - c2 = te(ca2, j, G2, 0); - e = c2 + e | 0; - a2 = U + d | 0; - g = c2 >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = z[o2 + 6 | 0]; - a2 = 0; - i3 = z[o2 + 2 | 0] | z[o2 + 3 | 0] << 8 | (z[o2 + 4 | 0] << 16 | z[o2 + 5 | 0] << 24); - r = c2 << 8 | i3 >>> 24; - c2 = a2; - a2 = z[o2 + 7 | 0]; - d = 0; - a2 = a2 << 16 | r; - c2 = c2 | d; - ma2 = ((c2 & 3) << 30 | a2 >>> 2) & 2097151; - a2 = te(Z, t2, ma2, 0); - d = a2 + e | 0; - c2 = U + g | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = z[o2 + 2 | 0]; - e = d; - na2 = a2 << 16 & 2031616 | (z[o2 | 0] | z[o2 + 1 | 0] << 8); - d = te(na2, 0, S2, 0); - e = e + d | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - oa2 = i3 >>> 5 & 2097151; - c2 = te(P2, j, oa2, 0); - d = c2 + e | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = d; - d = d + x2 | 0; - c2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - r = d; - g = c2; - e = z[s2 + 21 | 0] | z[s2 + 22 | 0] << 8; - a2 = te(V2, j, ea2, j); - c2 = U; - d = a2; - a2 = te(_, $2, fa2, 0); - i3 = d + a2 | 0; - d = U + c2 | 0; - d = a2 >>> 0 > i3 >>> 0 ? d + 1 | 0 : d; - a2 = te(da2, j, ha2, 0); - i3 = a2 + i3 | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(ia2, 0, G2, 0); - d = a2 + i3 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(ba2, 0, ja2, j); - i3 = a2 + d | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(aa, 0, ma2, j); - d = c2 + i3 | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(ca2, j, la2, 0); - i3 = c2 + d | 0; - d = U + a2 | 0; - d = c2 >>> 0 > i3 >>> 0 ? d + 1 | 0 : d; - a2 = te(Z, t2, oa2, 0); - i3 = a2 + i3 | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(P2, j, na2, j); - d = a2 + i3 | 0; - c2 = U + c2 | 0; - a2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - c2 = d; - d = d + e | 0; - c2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - a2 = z[s2 + 23 | 0]; - e = d; - d = a2 << 16 & 2031616; - e = e + d | 0; - a2 = c2; - a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - d = a2; - a2 = a2 - ((e >>> 0 < 4293918720) - 1 | 0) | 0; - o2 = a2; - c2 = a2 >>> 21 | 0; - i3 = e - -1048576 | 0; - a2 = (a2 & 2097151) << 11 | i3 >>> 21; - r = a2 + r | 0; - c2 = c2 + g | 0; - g = r; - c2 = g >>> 0 < a2 >>> 0 ? c2 + 1 | 0 : c2; - a2 = c2 + k | 0; - k = g + q | 0; - a2 = k >>> 0 < g >>> 0 ? a2 + 1 | 0 : a2; - B2 = g - -1048576 | 0; - g = c2 - ((g >>> 0 < 4293918720) - 1 | 0) | 0; - C2 = g; - c2 = B2 & -2097152; - D2 = k - c2 | 0; - L2 = a2 - ((c2 >>> 0 > k >>> 0) + g | 0) | 0; - r = e; - k = d; - a2 = te(Ja2, Ka2, 470296, 0); - c2 = U; - d = a2; - a2 = te(Ha2, Ga2, 666643, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(Na2, Ma2, 654183, 0); - e = a2 + d | 0; - a2 = U + c2 | 0; - E2 = e; - g = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(_, $2, ea2, j); - a2 = U; - d = c2; - c2 = te(ba2, 0, fa2, 0); - d = d + c2 | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = d; - d = te(ha2, 0, G2, 0); - e = c2 + d | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(ia2, 0, la2, 0); - e = a2 + e | 0; - d = U + c2 | 0; - d = a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - a2 = te(da2, j, ja2, j); - e = a2 + e | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = te(aa, 0, oa2, 0); - e = d + e | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(ca2, j, ma2, j); - d = c2 + e | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = d; - d = te(Z, t2, na2, j); - e = c2 + d | 0; - c2 = U + a2 | 0; - x2 = e; - d = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - a2 = z[s2 + 19 | 0]; - c2 = 0; - q = z[s2 + 15 | 0] | z[s2 + 16 | 0] << 8 | (z[s2 + 17 | 0] << 16 | z[s2 + 18 | 0] << 24); - v2 = a2 << 8 | q >>> 24; - e = z[s2 + 20 | 0]; - a2 = 0; - e = e << 16; - M2 = a2 | c2; - c2 = e | v2; - d = (M2 >>> 3 | 0) + d | 0; - c2 = (M2 & 7) << 29 | c2 >>> 3; - e = c2 + x2 | 0; - x2 = e; - e = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - v2 = q >>> 6 & 2097151; - a2 = te(ba2, 0, ea2, j); - c2 = U; - d = a2; - a2 = te(da2, j, fa2, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(ha2, 0, la2, 0); - q = a2 + d | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > q >>> 0 ? a2 + 1 | 0 : a2; - d = te(ia2, 0, ma2, j); - q = d + q | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > q >>> 0 ? c2 + 1 | 0 : c2; - d = te(ja2, j, G2, 0); - q = d + q | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > q >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(aa, 0, na2, j); - q = c2 + q | 0; - d = U + a2 | 0; - d = c2 >>> 0 > q >>> 0 ? d + 1 | 0 : d; - a2 = te(ca2, j, oa2, 0); - q = a2 + q | 0; - c2 = U + d | 0; - a2 = a2 >>> 0 > q >>> 0 ? c2 + 1 | 0 : c2; - pa2 = q + v2 | 0; - a2 = pa2 >>> 0 < q >>> 0 ? a2 + 1 | 0 : a2; - xa2 = a2; - a2 = a2 - ((pa2 >>> 0 < 4293918720) - 1 | 0) | 0; - Va2 = a2; - va2 = pa2 - -1048576 | 0; - d = (a2 & 2097151) << 11 | va2 >>> 21; - ya2 = d + x2 | 0; - a2 = (a2 >>> 21 | 0) + e | 0; - a2 = d >>> 0 > ya2 >>> 0 ? a2 + 1 | 0 : a2; - za2 = a2; - a2 = a2 - ((ya2 >>> 0 < 4293918720) - 1 | 0) | 0; - Wa2 = a2; - ra2 = ya2 - -1048576 | 0; - d = (a2 & 2097151) << 11 | ra2 >>> 21; - e = d + E2 | 0; - a2 = (a2 >>> 21 | 0) + g | 0; - c2 = (d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2) + k | 0; - d = e + r | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - a2 = i3 & -2097152; - k = d - a2 | 0; - a2 = c2 - ((a2 >>> 0 > d >>> 0) + o2 | 0) | 0; - o2 = a2; - a2 = a2 - ((k >>> 0 < 4293918720) - 1 | 0) | 0; - Za2 = a2; - ta2 = k - -1048576 | 0; - d = (a2 & 2097151) << 11 | ta2 >>> 21; - g = d + D2 | 0; - a2 = (a2 >> 21) + L2 | 0; - a2 = d >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; - e = a2; - a2 = a2 - ((g >>> 0 < 4293918720) - 1 | 0) | 0; - Oa2 = a2; - E2 = g - -1048576 | 0; - ua2 = (a2 & 2097151) << 11 | E2 >>> 21; - r = a2 >> 21; - a2 = p & -2097152; - M2 = A2 - a2 | 0; - F2 = m2 - ((a2 >>> 0 > A2 >>> 0) + F2 | 0) | 0; - a2 = te(Q2, 0, W2, 0); - c2 = U; - wa2 = c2; - D2 = a2; - q = a2 - -1048576 | 0; - c2 = c2 - ((a2 >>> 0 < 4293918720) - 1 | 0) | 0; - qa2 = c2; - a2 = c2 >>> 21 | 0; - Pa2 = a2; - Fa2 = (c2 & 2097151) << 11 | q >>> 21; - a2 = te(Fa2, a2, -683901, -1); - d = a2 + l | 0; - c2 = U + h | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = n2 & -2097152; - p = d - a2 | 0; - i3 = c2 - ((a2 >>> 0 > d >>> 0) + K2 | 0) | 0; - c2 = te(Y, 0, aa, 0); - a2 = U; - d = c2; - c2 = te(Q2, 0, ia2, 0); - d = d + c2 | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(R2, j, ca2, j); - d = c2 + d | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = d; - d = te(V2, j, Z, t2); - h = c2 + d | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(S2, 0, ba2, 0); - h = a2 + h | 0; - d = U + c2 | 0; - d = a2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - a2 = te(P2, j, _, $2); - h = a2 + h | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - d = te(W2, 0, G2, 0); - h = d + h | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(X, j, da2, j); - d = c2 + h | 0; - a2 = U + a2 | 0; - l = d; - h = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - a2 = te(R2, j, ia2, 0); - c2 = U; - d = a2; - a2 = te(Q2, 0, ha2, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(V2, j, aa, 0); - m2 = a2 + d | 0; - d = U + c2 | 0; - d = a2 >>> 0 > m2 >>> 0 ? d + 1 | 0 : d; - a2 = te(Y, 0, ca2, j); - m2 = a2 + m2 | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; - d = te(Z, t2, _, $2); - m2 = d + m2 | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > m2 >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(S2, 0, da2, j); - d = c2 + m2 | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = d; - d = te(P2, j, ba2, 0); - m2 = c2 + d | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(W2, 0, la2, 0); - m2 = a2 + m2 | 0; - d = U + c2 | 0; - d = a2 >>> 0 > m2 >>> 0 ? d + 1 | 0 : d; - a2 = te(X, j, G2, 0); - x2 = a2 + m2 | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > x2 >>> 0 ? c2 + 1 | 0 : c2; - v2 = c2; - a2 = c2 - ((x2 >>> 0 < 4293918720) - 1 | 0) | 0; - Ca2 = a2; - A2 = x2 - -1048576 | 0; - c2 = (a2 & 2097151) << 11 | A2 >>> 21; - K2 = c2 + l | 0; - a2 = (a2 >>> 21 | 0) + h | 0; - a2 = c2 >>> 0 > K2 >>> 0 ? a2 + 1 | 0 : a2; - n2 = a2; - a2 = a2 - ((K2 >>> 0 < 4293918720) - 1 | 0) | 0; - O2 = a2; - d = a2 >>> 21 | 0; - m2 = K2 - -1048576 | 0; - a2 = (a2 & 2097151) << 11 | m2 >>> 21; - L2 = a2 + p | 0; - c2 = d + i3 | 0; - c2 = a2 >>> 0 > L2 >>> 0 ? c2 + 1 | 0 : c2; - p = c2; - a2 = c2 - ((L2 >>> 0 < 4293918720) - 1 | 0) | 0; - Ba2 = a2; - i3 = L2 - -1048576 | 0; - h = (a2 & 2097151) << 11 | i3 >>> 21; - c2 = h + M2 | 0; - a2 = (a2 >> 21) + F2 | 0; - a2 = c2 >>> 0 < h >>> 0 ? a2 + 1 | 0 : a2; - Qa2 = a2; - Ra2 = c2; - a2 = te(c2, a2, -683901, -1); - d = a2 + ua2 | 0; - c2 = U + r | 0; - ua2 = d; - r = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(R2, j, ea2, j); - c2 = U; - d = a2; - a2 = te(Y, 0, fa2, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(_, $2, ha2, 0); - h = a2 + d | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(ba2, 0, ia2, 0); - h = c2 + h | 0; - d = U + a2 | 0; - d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - c2 = te(V2, j, ja2, j); - h = c2 + h | 0; - a2 = U + d | 0; - a2 = c2 >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - d = te(aa, 0, G2, 0); - h = d + h | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(ca2, j, da2, j); - d = a2 + h | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(Z, t2, la2, 0); - h = a2 + d | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(S2, 0, oa2, 0); - h = c2 + h | 0; - d = U + a2 | 0; - d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - c2 = te(P2, j, ma2, j); - h = c2 + h | 0; - a2 = U + d | 0; - a2 = c2 >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - d = te(X, j, na2, j); - h = d + h | 0; - c2 = U + a2 | 0; - F2 = h; - d = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - a2 = z[s2 + 27 | 0]; - c2 = 0; - l = a2 << 8 | N2 >>> 24; - h = z[s2 + 28 | 0]; - a2 = 0; - h = h << 16; - c2 = a2 | c2; - a2 = h | l; - h = ((c2 & 3) << 30 | a2 >>> 2) & 2097151; - a2 = h + F2 | 0; - c2 = d; - l = a2; - h = a2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - M2 = te(La2, Ia2, 470296, 0); - F2 = U; - d = (J2 & 2097151) << 11 | I2 >>> 21; - c2 = q & -2097152; - a2 = d + (D2 - c2 | 0) | 0; - c2 = wa2 - ((qa2 & 524287) + (c2 >>> 0 > D2 >>> 0) | 0) + (J2 >>> 21) | 0; - c2 = a2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - Sa2 = c2; - Ta2 = a2; - c2 = te(a2, c2, 666643, 0); - d = c2 + M2 | 0; - a2 = U + F2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(Ha2, Ga2, 654183, 0); - q = c2 + d | 0; - d = U + a2 | 0; - d = c2 >>> 0 > q >>> 0 ? d + 1 | 0 : d; - c2 = te(Ja2, Ka2, -997805, -1); - q = c2 + q | 0; - a2 = U + d | 0; - a2 = c2 >>> 0 > q >>> 0 ? a2 + 1 | 0 : a2; - d = te(Na2, Ma2, 136657, 0); - q = d + q | 0; - c2 = U + a2 | 0; - a2 = (C2 & 2097151) << 11 | B2 >>> 21; - B2 = a2 + q | 0; - c2 = (C2 >>> 21 | 0) + (d >>> 0 > q >>> 0 ? c2 + 1 | 0 : c2) | 0; - wa2 = l - -1048576 | 0; - q = h - ((l >>> 0 < 4293918720) - 1 | 0) | 0; - qa2 = q; - a2 = (a2 >>> 0 > B2 >>> 0 ? c2 + 1 | 0 : c2) + h | 0; - h = l + B2 | 0; - a2 = h >>> 0 < B2 >>> 0 ? a2 + 1 | 0 : a2; - d = wa2 & -2097152; - c2 = h - d | 0; - a2 = a2 - ((d >>> 0 > h >>> 0) + q | 0) | 0; - d = a2 + r | 0; - l = c2 + ua2 | 0; - d = l >>> 0 < c2 >>> 0 ? d + 1 | 0 : d; - h = a2 - ((c2 >>> 0 < 4293918720) - 1 | 0) | 0; - M2 = h; - F2 = c2 - -1048576 | 0; - c2 = F2 & -2097152; - a2 = l - c2 | 0; - D2 = d - ((c2 >>> 0 > l >>> 0) + h | 0) | 0; - N2 = a2; - h = g; - g = e; - a2 = i3 & -2097152; - Ea2 = L2 - a2 | 0; - q = p - ((a2 >>> 0 > L2 >>> 0) + Ba2 | 0) | 0; - a2 = te(Ta2, Sa2, -683901, -1); - c2 = U; - d = a2; - a2 = te(Fa2, Pa2, 136657, 0); - e = d + a2 | 0; - d = U + c2 | 0; - c2 = n2 + (a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) | 0; - d = e + K2 | 0; - c2 = d >>> 0 < K2 >>> 0 ? c2 + 1 | 0 : c2; - a2 = m2 & -2097152; - m2 = d - a2 | 0; - p = c2 - ((a2 >>> 0 > d >>> 0) + O2 | 0) | 0; - c2 = te(Fa2, Pa2, -997805, -1); - d = c2 + x2 | 0; - a2 = U + v2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(Ta2, Sa2, 136657, 0); - e = c2 + d | 0; - d = U + a2 | 0; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - a2 = te(La2, Ia2, -683901, -1); - e = a2 + e | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - a2 = A2 & -2097152; - i3 = e - a2 | 0; - r = c2 - ((a2 >>> 0 > e >>> 0) + Ca2 | 0) | 0; - c2 = te(Y, 0, ia2, 0); - a2 = U; - d = c2; - c2 = te(R2, j, ha2, 0); - d = d + c2 | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(Q2, 0, ja2, j); - e = c2 + d | 0; - d = U + a2 | 0; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - a2 = te(_, $2, aa, 0); - e = a2 + e | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = te(V2, j, ca2, j); - e = d + e | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - d = te(Z, t2, ba2, 0); - e = d + e | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = te(S2, 0, G2, 0); - e = d + e | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(P2, j, da2, j); - e = c2 + e | 0; - d = U + a2 | 0; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - a2 = te(W2, 0, ma2, j); - e = a2 + e | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = te(X, j, la2, 0); - e = d + e | 0; - a2 = U + c2 | 0; - l = e; - e = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - a2 = te(Y, 0, ha2, 0); - c2 = U; - d = a2; - a2 = te(Q2, 0, fa2, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(V2, j, ia2, 0); - n2 = a2 + d | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > n2 >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(R2, j, ja2, j); - n2 = c2 + n2 | 0; - d = U + a2 | 0; - d = c2 >>> 0 > n2 >>> 0 ? d + 1 | 0 : d; - a2 = te(aa, 0, ba2, 0); - n2 = a2 + n2 | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; - d = te(_, $2, ca2, j); - n2 = d + n2 | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > n2 >>> 0 ? a2 + 1 | 0 : a2; - d = te(Z, t2, da2, j); - n2 = d + n2 | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; - d = te(S2, 0, la2, 0); - n2 = d + n2 | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > n2 >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(P2, j, G2, 0); - n2 = c2 + n2 | 0; - d = U + a2 | 0; - d = c2 >>> 0 > n2 >>> 0 ? d + 1 | 0 : d; - a2 = te(W2, 0, oa2, 0); - n2 = a2 + n2 | 0; - c2 = U + d | 0; - d = te(X, j, ma2, j); - Ba2 = d + n2 | 0; - a2 = U + (a2 >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2) | 0; - a2 = d >>> 0 > Ba2 >>> 0 ? a2 + 1 | 0 : a2; - L2 = a2; - a2 = a2 - ((Ba2 >>> 0 < 4293918720) - 1 | 0) | 0; - ab2 = a2; - J2 = Ba2 - -1048576 | 0; - d = (a2 & 2097151) << 11 | J2 >>> 21; - ua2 = d + l | 0; - a2 = (a2 >>> 21 | 0) + e | 0; - a2 = d >>> 0 > ua2 >>> 0 ? a2 + 1 | 0 : a2; - I2 = a2; - a2 = a2 - ((ua2 >>> 0 < 4293918720) - 1 | 0) | 0; - bb2 = a2; - C2 = ua2 - -1048576 | 0; - d = (a2 & 2097151) << 11 | C2 >>> 21; - K2 = d + i3 | 0; - a2 = (a2 >>> 21 | 0) + r | 0; - a2 = d >>> 0 > K2 >>> 0 ? a2 + 1 | 0 : a2; - B2 = a2; - a2 = a2 - ((K2 >>> 0 < 4293918720) - 1 | 0) | 0; - cb2 = a2; - v2 = K2 - -1048576 | 0; - d = (a2 & 2097151) << 11 | v2 >>> 21; - i3 = d + m2 | 0; - a2 = (a2 >> 21) + p | 0; - a2 = d >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; - e = a2; - a2 = a2 - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; - p = a2; - d = i3 - -1048576 | 0; - r = (a2 & 2097151) << 11 | d >>> 21; - l = r + Ea2 | 0; - a2 = (a2 >> 21) + q | 0; - a2 = l >>> 0 < r >>> 0 ? a2 + 1 | 0 : a2; - Ca2 = a2; - O2 = l; - a2 = te(l, a2, -683901, -1); - c2 = U; - l = a2; - a2 = te(Ra2, Qa2, 136657, 0); - l = l + a2 | 0; - c2 = U + c2 | 0; - a2 = (a2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2) + g | 0; - g = h + l | 0; - a2 = g >>> 0 < l >>> 0 ? a2 + 1 | 0 : a2; - c2 = E2 & -2097152; - _a2 = g - c2 | 0; - $a2 = a2 - ((c2 >>> 0 > g >>> 0) + Oa2 | 0) | 0; - r = k; - l = o2; - k = te(O2, Ca2, 136657, 0); - g = U; - c2 = d & -2097152; - a2 = i3 - c2 | 0; - Ea2 = a2; - e = e - ((c2 >>> 0 > i3 >>> 0) + p | 0) | 0; - Ua2 = e; - d = te(Ra2, Qa2, -997805, -1); - k = d + k | 0; - c2 = U + g | 0; - c2 = d >>> 0 > k >>> 0 ? c2 + 1 | 0 : c2; - d = te(a2, e, -683901, -1); - e = d + k | 0; - a2 = U + c2 | 0; - Oa2 = e; - h = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - a2 = te(Na2, Ma2, 470296, 0); - c2 = U; - d = a2; - a2 = te(Ja2, Ka2, 666643, 0); - e = d + a2 | 0; - d = U + c2 | 0; - c2 = za2 + (a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) | 0; - a2 = e + ya2 | 0; - c2 = a2 >>> 0 < ya2 >>> 0 ? c2 + 1 | 0 : c2; - E2 = a2; - g = c2; - c2 = te(Na2, Ma2, 666643, 0); - d = c2 + pa2 | 0; - a2 = U + xa2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = va2 & -2097152; - m2 = d - c2 | 0; - x2 = a2 - ((c2 >>> 0 > d >>> 0) + Va2 | 0) | 0; - c2 = te(da2, j, ea2, j); - a2 = U; - d = c2; - c2 = te(fa2, 0, G2, 0); - d = d + c2 | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = d; - d = te(ha2, 0, ma2, j); - e = c2 + d | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = te(ia2, 0, oa2, 0); - e = d + e | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(ja2, j, la2, 0); - e = c2 + e | 0; - d = U + a2 | 0; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - a2 = te(ca2, j, na2, j); - e = a2 + e | 0; - c2 = U + d | 0; - i3 = e; - e = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - a2 = z[s2 + 14 | 0]; - c2 = 0; - p = z[s2 + 10 | 0] | z[s2 + 11 | 0] << 8 | (z[s2 + 12 | 0] << 16 | z[s2 + 13 | 0] << 24); - k = a2 << 8 | p >>> 24; - a2 = z[s2 + 15 | 0]; - d = 0; - a2 = k | a2 << 16; - c2 = c2 | d; - c2 = ((c2 & 1) << 31 | a2 >>> 1) & 2097151; - d = c2 + i3 | 0; - a2 = e; - i3 = d; - e = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - k = p >>> 4 & 2097151; - a2 = te(ea2, j, G2, 0); - c2 = U; - d = a2; - a2 = te(fa2, 0, la2, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(ha2, 0, oa2, 0); - d = a2 + d | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(ia2, 0, na2, j); - p = a2 + d | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > p >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(ja2, j, ma2, j); - p = c2 + p | 0; - d = U + a2 | 0; - a2 = c2 >>> 0 > p >>> 0 ? d + 1 | 0 : d; - va2 = k + p | 0; - a2 = va2 >>> 0 < p >>> 0 ? a2 + 1 | 0 : a2; - o2 = a2; - a2 = a2 - ((va2 >>> 0 < 4293918720) - 1 | 0) | 0; - db2 = a2; - d = a2 >>> 21 | 0; - q = va2 - -1048576 | 0; - a2 = (a2 & 2097151) << 11 | q >>> 21; - za2 = a2 + i3 | 0; - c2 = d + e | 0; - c2 = a2 >>> 0 > za2 >>> 0 ? c2 + 1 | 0 : c2; - A2 = c2; - a2 = c2 - ((za2 >>> 0 < 4293918720) - 1 | 0) | 0; - eb2 = a2; - n2 = za2 - -1048576 | 0; - c2 = (a2 & 2097151) << 11 | n2 >>> 21; - m2 = c2 + m2 | 0; - a2 = (a2 >>> 21 | 0) + x2 | 0; - a2 = c2 >>> 0 > m2 >>> 0 ? a2 + 1 | 0 : a2; - p = a2; - a2 = a2 - ((m2 >>> 0 < 4293918720) - 1 | 0) | 0; - fb2 = a2; - d = a2 >> 21; - i3 = m2 - -1048576 | 0; - a2 = (a2 & 2097151) << 11 | i3 >>> 21; - e = a2 + E2 | 0; - c2 = d + g | 0; - c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = ra2 & -2097152; - a2 = e - d | 0; - c2 = c2 - ((d >>> 0 > e >>> 0) + Wa2 | 0) | 0; - Va2 = c2; - ra2 = a2; - k = a2 - -1048576 | 0; - a2 = c2 - ((a2 >>> 0 < 4293918720) - 1 | 0) | 0; - Wa2 = a2; - c2 = a2 >> 21; - a2 = (a2 & 2097151) << 11 | k >>> 21; - e = a2 + Oa2 | 0; - d = c2 + h | 0; - c2 = (a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) + l | 0; - a2 = e; - e = e + r | 0; - c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = ta2 & -2097152; - a2 = e - d | 0; - c2 = c2 - ((d >>> 0 > e >>> 0) + Za2 | 0) | 0; - pa2 = c2; - l = a2; - g = a2 - -1048576 | 0; - a2 = c2 - ((a2 >>> 0 < 4293918720) - 1 | 0) | 0; - xa2 = a2; - c2 = a2 >> 21; - a2 = (a2 & 2097151) << 11 | g >>> 21; - h = a2 + _a2 | 0; - d = c2 + $a2 | 0; - d = a2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - a2 = d - ((h >>> 0 < 4293918720) - 1 | 0) | 0; - ta2 = a2; - E2 = N2 - -1048576 | 0; - x2 = D2 - ((N2 >>> 0 < 4293918720) - 1 | 0) | 0; - e = h - -1048576 | 0; - r = (a2 & 2097151) << 11 | e >>> 21; - N2 = r + N2 | 0; - a2 = (a2 >> 21) + D2 | 0; - c2 = E2 & -2097152; - Za2 = N2 - c2 | 0; - _a2 = (r >>> 0 > N2 >>> 0 ? a2 + 1 | 0 : a2) - ((c2 >>> 0 > N2 >>> 0) + x2 | 0) | 0; - a2 = e & -2097152; - $a2 = h - a2 | 0; - Oa2 = d - ((a2 >>> 0 > h >>> 0) + ta2 | 0) | 0; - a2 = g & -2097152; - ya2 = l - a2 | 0; - N2 = pa2 - ((a2 >>> 0 > l >>> 0) + xa2 | 0) | 0; - a2 = te(O2, Ca2, -997805, -1); - c2 = U; - d = a2; - a2 = te(Ra2, Qa2, 654183, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(Ea2, Ua2, 136657, 0); - e = a2 + d | 0; - a2 = U + c2 | 0; - c2 = Va2 + (d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2) | 0; - d = e + ra2 | 0; - c2 = d >>> 0 < ra2 >>> 0 ? c2 + 1 | 0 : c2; - a2 = k & -2097152; - pa2 = d - a2 | 0; - xa2 = c2 - ((a2 >>> 0 > d >>> 0) + Wa2 | 0) | 0; - a2 = v2 & -2097152; - ra2 = K2 - a2 | 0; - D2 = B2 - ((a2 >>> 0 > K2 >>> 0) + cb2 | 0) | 0; - c2 = te(Ta2, Sa2, -997805, -1); - a2 = U; - d = c2; - c2 = te(Fa2, Pa2, 654183, 0); - d = d + c2 | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = d; - d = te(La2, Ia2, 136657, 0); - e = c2 + d | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(Ha2, Ga2, -683901, -1); - e = a2 + e | 0; - d = U + c2 | 0; - c2 = I2 + (a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) | 0; - d = e + ua2 | 0; - c2 = d >>> 0 < ua2 >>> 0 ? c2 + 1 | 0 : c2; - a2 = C2 & -2097152; - v2 = d - a2 | 0; - B2 = c2 - ((a2 >>> 0 > d >>> 0) + bb2 | 0) | 0; - c2 = te(Ta2, Sa2, 654183, 0); - a2 = U; - d = c2; - c2 = te(Fa2, Pa2, 470296, 0); - d = d + c2 | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(La2, Ia2, -997805, -1); - e = c2 + d | 0; - d = U + a2 | 0; - c2 = L2 + (c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) | 0; - a2 = e + Ba2 | 0; - c2 = a2 >>> 0 < Ba2 >>> 0 ? c2 + 1 | 0 : c2; - d = a2; - a2 = te(Ha2, Ga2, 136657, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(Ja2, Ka2, -683901, -1); - e = a2 + d | 0; - a2 = U + c2 | 0; - c2 = J2 & -2097152; - k = e - c2 | 0; - g = (d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2) - ((c2 >>> 0 > e >>> 0) + ab2 | 0) | 0; - e = (z[s2 + 28 | 0] | z[s2 + 29 | 0] << 8 | (z[s2 + 30 | 0] << 16 | z[s2 + 31 | 0] << 24)) >>> 7 | 0; - a2 = te(Q2, 0, ea2, j); - c2 = U; - d = a2; - a2 = te(R2, j, fa2, 0); - h = d + a2 | 0; - d = U + c2 | 0; - d = a2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - a2 = te(V2, j, ha2, 0); - h = a2 + h | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - d = te(_, $2, ia2, 0); - h = d + h | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - d = te(Y, 0, ja2, j); - h = d + h | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - d = te(aa, 0, da2, j); - h = d + h | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(ba2, 0, ca2, j); - h = c2 + h | 0; - d = U + a2 | 0; - d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - a2 = te(Z, t2, G2, 0); - h = a2 + h | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - d = te(S2, 0, ma2, j); - h = d + h | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - d = te(P2, j, la2, 0); - h = d + h | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - d = te(W2, 0, na2, j); - h = d + h | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(X, j, oa2, 0); - h = c2 + h | 0; - d = U + a2 | 0; - d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - c2 = d; - a2 = e + h | 0; - c2 = a2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - d = (qa2 & 2097151) << 11 | wa2 >>> 21; - I2 = d + a2 | 0; - a2 = (qa2 >>> 21 | 0) + c2 | 0; - a2 = d >>> 0 > I2 >>> 0 ? a2 + 1 | 0 : a2; - r = a2; - c2 = a2 - ((I2 >>> 0 < 4293918720) - 1 | 0) | 0; - ta2 = c2; - a2 = c2 >>> 21 | 0; - t2 = I2 - -1048576 | 0; - c2 = (c2 & 2097151) << 11 | t2 >>> 21; - C2 = c2 + k | 0; - d = a2 + g | 0; - d = c2 >>> 0 > C2 >>> 0 ? d + 1 | 0 : d; - l = d; - c2 = d - ((C2 >>> 0 < 4293918720) - 1 | 0) | 0; - wa2 = c2; - a2 = c2 >> 21; - h = C2 - -1048576 | 0; - c2 = (c2 & 2097151) << 11 | h >>> 21; - v2 = c2 + v2 | 0; - a2 = a2 + B2 | 0; - a2 = c2 >>> 0 > v2 >>> 0 ? a2 + 1 | 0 : a2; - k = a2; - c2 = a2 - ((v2 >>> 0 < 4293918720) - 1 | 0) | 0; - J2 = c2; - a2 = c2 >> 21; - g = v2 - -1048576 | 0; - e = (c2 & 2097151) << 11 | g >>> 21; - c2 = e + ra2 | 0; - d = a2 + D2 | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - qa2 = d; - D2 = c2; - a2 = te(c2, d, -683901, -1); - d = a2 + pa2 | 0; - c2 = U + xa2 | 0; - B2 = d; - e = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - c2 = te(Ra2, Qa2, 470296, 0); - m2 = c2 + m2 | 0; - a2 = U + p | 0; - a2 = c2 >>> 0 > m2 >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(O2, Ca2, 654183, 0); - d = i3 & -2097152; - i3 = c2 + (m2 - d | 0) | 0; - a2 = U + (a2 - ((d >>> 0 > m2 >>> 0) + fb2 | 0) | 0) | 0; - a2 = c2 >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; - d = te(Ea2, Ua2, -997805, -1); - i3 = d + i3 | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2; - a2 = g & -2097152; - d = v2 - a2 | 0; - L2 = d; - k = k - ((a2 >>> 0 > v2 >>> 0) + J2 | 0) | 0; - G2 = k; - g = te(D2, qa2, 136657, 0); - i3 = g + i3 | 0; - a2 = U + c2 | 0; - d = te(d, k, -683901, -1); - p = d + i3 | 0; - c2 = U + (g >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2) | 0; - c2 = d >>> 0 > p >>> 0 ? c2 + 1 | 0 : c2; - k = c2; - a2 = c2 - ((p >>> 0 < 4293918720) - 1 | 0) | 0; - J2 = a2; - g = p - -1048576 | 0; - c2 = (a2 & 2097151) << 11 | g >>> 21; - i3 = c2 + B2 | 0; - a2 = (a2 >> 21) + e | 0; - a2 = c2 >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; - c2 = a2 - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; - v2 = c2; - e = i3 - -1048576 | 0; - m2 = (c2 & 2097151) << 11 | e >>> 21; - B2 = m2 + ya2 | 0; - c2 = (c2 >> 21) + N2 | 0; - ya2 = B2; - B2 = m2 >>> 0 > B2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = e & -2097152; - N2 = i3 - c2 | 0; - Ba2 = a2 - ((c2 >>> 0 > i3 >>> 0) + v2 | 0) | 0; - a2 = g & -2097152; - pa2 = p - a2 | 0; - xa2 = k - ((a2 >>> 0 > p >>> 0) + J2 | 0) | 0; - a2 = te(Ra2, Qa2, 666643, 0); - d = A2 + U | 0; - g = a2 + za2 | 0; - d = g >>> 0 < za2 >>> 0 ? d + 1 | 0 : d; - a2 = te(O2, Ca2, 470296, 0); - c2 = n2 & -2097152; - e = a2 + (g - c2 | 0) | 0; - c2 = U + (d - ((c2 >>> 0 > g >>> 0) + eb2 | 0) | 0) | 0; - c2 = a2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = te(Ea2, Ua2, 654183, 0); - e = d + e | 0; - a2 = U + c2 | 0; - i3 = e; - e = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - a2 = h & -2097152; - g = C2 - a2 | 0; - k = l - ((a2 >>> 0 > C2 >>> 0) + wa2 | 0) | 0; - a2 = te(Ta2, Sa2, 470296, 0); - c2 = U; - d = a2; - a2 = te(Fa2, Pa2, 666643, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(La2, Ia2, 654183, 0); - d = a2 + d | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(Ha2, Ga2, -997805, -1); - h = a2 + d | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(Ja2, Ka2, 136657, 0); - d = c2 + h | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(Na2, Ma2, -683901, -1); - h = c2 + d | 0; - d = U + a2 | 0; - c2 = r + (c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d) | 0; - h = h + I2 | 0; - c2 = h >>> 0 < I2 >>> 0 ? c2 + 1 | 0 : c2; - d = (M2 & 2097151) << 11 | F2 >>> 21; - a2 = t2 & -2097152; - C2 = d + (h - a2 | 0) | 0; - a2 = (c2 - ((a2 >>> 0 > h >>> 0) + ta2 | 0) | 0) + (M2 >> 21) | 0; - a2 = d >>> 0 > C2 >>> 0 ? a2 + 1 | 0 : a2; - v2 = a2; - a2 = a2 - ((C2 >>> 0 < 4293918720) - 1 | 0) | 0; - ra2 = a2; - c2 = g; - n2 = C2 - -1048576 | 0; - g = (a2 & 2097151) << 11 | n2 >>> 21; - d = c2 + g | 0; - a2 = (a2 >> 21) + k | 0; - a2 = d >>> 0 < g >>> 0 ? a2 + 1 | 0 : a2; - J2 = a2; - I2 = d; - a2 = te(d, a2, -683901, -1); - d = a2 + i3 | 0; - c2 = U + e | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(D2, qa2, -997805, -1); - e = a2 + d | 0; - a2 = U + c2 | 0; - a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(L2, G2, 136657, 0); - e = c2 + e | 0; - d = U + a2 | 0; - F2 = e; - l = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - a2 = q & -2097152; - i3 = va2 - a2 | 0; - r = o2 - ((a2 >>> 0 > va2 >>> 0) + db2 | 0) | 0; - c2 = te(ea2, j, la2, 0); - a2 = U; - d = c2; - c2 = te(fa2, 0, ma2, j); - d = d + c2 | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(ha2, 0, na2, j); - d = c2 + d | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(ja2, j, oa2, 0); - e = c2 + d | 0; - d = U + a2 | 0; - c2 = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - a2 = (z[s2 + 7 | 0] | z[s2 + 8 | 0] << 8 | (z[s2 + 9 | 0] << 16 | z[s2 + 10 | 0] << 24)) >>> 7 & 2097151; - d = a2 + e | 0; - t2 = d; - h = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(ea2, j, ma2, j); - c2 = U; - d = a2; - a2 = te(fa2, 0, oa2, 0); - d = d + a2 | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = d; - d = te(ja2, j, na2, j); - e = a2 + d | 0; - a2 = U + c2 | 0; - k = e; - e = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = z[s2 + 6 | 0]; - a2 = 0; - ta2 = z[s2 + 2 | 0] | z[s2 + 3 | 0] << 8 | (z[s2 + 4 | 0] << 16 | z[s2 + 5 | 0] << 24); - g = c2 << 8 | ta2 >>> 24; - d = a2; - a2 = z[s2 + 7 | 0]; - c2 = 0; - a2 = a2 << 16 | g; - c2 = c2 | d; - a2 = ((c2 & 3) << 30 | a2 >>> 2) & 2097151; - k = a2 + k | 0; - d = e; - d = a2 >>> 0 > k >>> 0 ? d + 1 | 0 : d; - g = d; - a2 = d - ((k >>> 0 < 4293918720) - 1 | 0) | 0; - ua2 = a2; - A2 = k - -1048576 | 0; - d = (a2 & 2097151) << 11 | A2 >>> 21; - o2 = d + t2 | 0; - a2 = (a2 >>> 21 | 0) + h | 0; - a2 = d >>> 0 > o2 >>> 0 ? a2 + 1 | 0 : a2; - m2 = a2; - a2 = a2 - ((o2 >>> 0 < 4293918720) - 1 | 0) | 0; - wa2 = a2; - c2 = a2 >>> 21 | 0; - p = o2 - -1048576 | 0; - a2 = (a2 & 2097151) << 11 | p >>> 21; - e = a2 + i3 | 0; - d = c2 + r | 0; - d = a2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - c2 = te(O2, Ca2, 666643, 0); - e = c2 + e | 0; - a2 = U + d | 0; - a2 = c2 >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(Ea2, Ua2, 470296, 0); - d = c2 + e | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = d; - d = te(I2, J2, 136657, 0); - e = c2 + d | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(D2, qa2, 654183, 0); - d = a2 + e | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(L2, G2, -997805, -1); - i3 = a2 + d | 0; - d = U + c2 | 0; - d = a2 >>> 0 > i3 >>> 0 ? d + 1 | 0 : d; - r = d; - a2 = d - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; - M2 = a2; - t2 = i3 - -1048576 | 0; - d = (a2 & 2097151) << 11 | t2 >>> 21; - e = d + F2 | 0; - a2 = (a2 >> 21) + l | 0; - a2 = d >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - d = a2 - ((e >>> 0 < 4293918720) - 1 | 0) | 0; - F2 = d; - l = e - -1048576 | 0; - h = (d & 2097151) << 11 | l >>> 21; - q = h + pa2 | 0; - d = (d >> 21) + xa2 | 0; - K2 = q; - q = h >>> 0 > q >>> 0 ? d + 1 | 0 : d; - h = e; - c2 = a2; - a2 = n2 & -2097152; - n2 = (x2 & 2097151) << 11 | E2 >>> 21; - e = (C2 - a2 | 0) + n2 | 0; - a2 = (v2 - ((a2 >>> 0 > C2 >>> 0) + ra2 | 0) | 0) + (x2 >> 21) | 0; - a2 = e >>> 0 < n2 >>> 0 ? a2 + 1 | 0 : a2; - x2 = a2; - a2 = a2 - ((e >>> 0 < 4293918720) - 1 | 0) | 0; - pa2 = a2; - d = a2 >> 21; - C2 = d; - v2 = e - -1048576 | 0; - O2 = (a2 & 2097151) << 11 | v2 >>> 21; - a2 = te(O2, d, -683901, -1); - d = a2 + h | 0; - c2 = U + c2 | 0; - c2 = a2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - a2 = l & -2097152; - xa2 = d - a2 | 0; - va2 = c2 - ((a2 >>> 0 > d >>> 0) + F2 | 0) | 0; - c2 = te(O2, C2, 136657, 0); - d = c2 + i3 | 0; - a2 = U + r | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = t2 & -2097152; - za2 = d - c2 | 0; - M2 = a2 - ((c2 >>> 0 > d >>> 0) + M2 | 0) | 0; - c2 = te(Ea2, Ua2, 666643, 0); - d = p & -2097152; - h = c2 + (o2 - d | 0) | 0; - a2 = U + (m2 - ((d >>> 0 > o2 >>> 0) + wa2 | 0) | 0) | 0; - a2 = c2 >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - d = te(I2, J2, -997805, -1); - h = d + h | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(D2, qa2, 470296, 0); - h = a2 + h | 0; - d = U + c2 | 0; - d = a2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - c2 = te(L2, G2, 654183, 0); - h = c2 + h | 0; - a2 = U + d | 0; - F2 = h; - r = c2 >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - d = ta2 >>> 5 & 2097151; - a2 = te(ea2, j, oa2, 0); - c2 = U; - l = a2; - a2 = te(fa2, 0, na2, j); - h = l + a2 | 0; - c2 = U + c2 | 0; - a2 = a2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - c2 = d + h | 0; - a2 = c2 >>> 0 < h >>> 0 ? a2 + 1 | 0 : a2; - l = c2; - d = a2; - c2 = te(ea2, j, na2, j); - a2 = z[s2 + 2 | 0]; - a2 = a2 << 16 & 2031616 | (z[s2 | 0] | z[s2 + 1 | 0] << 8); - o2 = c2 + a2 | 0; - c2 = U; - c2 = a2 >>> 0 > o2 >>> 0 ? c2 + 1 | 0 : c2; - n2 = c2; - c2 = c2 - ((o2 >>> 0 < 4293918720) - 1 | 0) | 0; - ra2 = c2; - a2 = c2 >>> 21 | 0; - m2 = o2 - -1048576 | 0; - c2 = (c2 & 2097151) << 11 | m2 >>> 21; - E2 = c2 + l | 0; - a2 = a2 + d | 0; - a2 = c2 >>> 0 > E2 >>> 0 ? a2 + 1 | 0 : a2; - p = a2; - c2 = a2 - ((E2 >>> 0 < 4293918720) - 1 | 0) | 0; - ta2 = c2; - i3 = E2 - -1048576 | 0; - d = (c2 & 2097151) << 11 | i3 >>> 21; - h = d + k | 0; - c2 = (c2 >>> 21 | 0) + g | 0; - c2 = d >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - d = te(I2, J2, 654183, 0); - g = A2 & -2097152; - k = d + (h - g | 0) | 0; - a2 = U + (c2 - ((g >>> 0 > h >>> 0) + ua2 | 0) | 0) | 0; - a2 = d >>> 0 > k >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(D2, qa2, 666643, 0); - d = c2 + k | 0; - a2 = U + a2 | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = d; - d = te(L2, G2, 470296, 0); - t2 = c2 + d | 0; - c2 = U + a2 | 0; - c2 = d >>> 0 > t2 >>> 0 ? c2 + 1 | 0 : c2; - l = c2; - c2 = c2 - ((t2 >>> 0 < 4293918720) - 1 | 0) | 0; - wa2 = c2; - a2 = c2 >> 21; - h = t2 - -1048576 | 0; - c2 = (c2 & 2097151) << 11 | h >>> 21; - k = c2 + F2 | 0; - d = a2 + r | 0; - d = c2 >>> 0 > k >>> 0 ? d + 1 | 0 : d; - c2 = d - ((k >>> 0 < 4293918720) - 1 | 0) | 0; - A2 = c2; - g = k - -1048576 | 0; - r = (c2 & 2097151) << 11 | g >>> 21; - D2 = r + za2 | 0; - c2 = (c2 >> 21) + M2 | 0; - qa2 = D2; - r = r >>> 0 > D2 >>> 0 ? c2 + 1 | 0 : c2; - a2 = te(O2, C2, -997805, -1); - k = a2 + k | 0; - c2 = U + d | 0; - c2 = a2 >>> 0 > k >>> 0 ? c2 + 1 | 0 : c2; - a2 = g & -2097152; - M2 = k - a2 | 0; - F2 = c2 - ((a2 >>> 0 > k >>> 0) + A2 | 0) | 0; - c2 = te(O2, C2, 654183, 0); - d = c2 + t2 | 0; - a2 = U + l | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - c2 = h & -2097152; - D2 = d - c2 | 0; - A2 = a2 - ((c2 >>> 0 > d >>> 0) + wa2 | 0) | 0; - a2 = te(I2, J2, 470296, 0); - c2 = i3 & -2097152; - g = a2 + (E2 - c2 | 0) | 0; - d = U + (p - ((c2 >>> 0 > E2 >>> 0) + ta2 | 0) | 0) | 0; - d = a2 >>> 0 > g >>> 0 ? d + 1 | 0 : d; - c2 = te(L2, G2, 666643, 0); - g = c2 + g | 0; - a2 = U + d | 0; - k = g; - d = c2 >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; - c2 = te(I2, J2, 666643, 0); - g = m2 & -2097152; - i3 = c2 + (o2 - g | 0) | 0; - a2 = U + (n2 - ((ra2 & 4095) + (g >>> 0 > o2 >>> 0) | 0) | 0) | 0; - a2 = c2 >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; - t2 = a2; - a2 = a2 - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; - n2 = a2; - l = i3 - -1048576 | 0; - g = (a2 & 2097151) << 11 | l >>> 21; - h = g + k | 0; - a2 = (a2 >> 21) + d | 0; - a2 = g >>> 0 > h >>> 0 ? a2 + 1 | 0 : a2; - d = a2; - a2 = a2 - ((h >>> 0 < 4293918720) - 1 | 0) | 0; - m2 = a2; - k = h - -1048576 | 0; - g = (a2 & 2097151) << 11 | k >>> 21; - p = g + D2 | 0; - a2 = (a2 >> 21) + A2 | 0; - g = g >>> 0 > p >>> 0 ? a2 + 1 | 0 : a2; - a2 = te(O2, C2, 470296, 0); - c2 = a2 + h | 0; - d = U + d | 0; - d = a2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; - a2 = k & -2097152; - h = c2 - a2 | 0; - k = d - ((a2 >>> 0 > c2 >>> 0) + m2 | 0) | 0; - c2 = te(O2, C2, 666643, 0); - d = l & -2097152; - A2 = c2 + (i3 - d | 0) | 0; - a2 = U + (t2 - ((d >>> 0 > i3 >>> 0) + n2 | 0) | 0) | 0; - a2 = c2 >>> 0 > A2 >>> 0 ? a2 + 1 | 0 : a2; - d = a2 >> 21; - a2 = (a2 & 2097151) << 11 | A2 >>> 21; - n2 = a2 + h | 0; - c2 = d + k | 0; - c2 = a2 >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; - a2 = c2 >> 21; - c2 = (c2 & 2097151) << 11 | n2 >>> 21; - m2 = c2 + p | 0; - a2 = a2 + g | 0; - a2 = c2 >>> 0 > m2 >>> 0 ? a2 + 1 | 0 : a2; - c2 = a2 >> 21; - a2 = (a2 & 2097151) << 11 | m2 >>> 21; - g = a2 + M2 | 0; - c2 = c2 + F2 | 0; - c2 = a2 >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; - a2 = c2 >> 21; - c2 = (c2 & 2097151) << 11 | g >>> 21; - p = c2 + qa2 | 0; - d = a2 + r | 0; - d = c2 >>> 0 > p >>> 0 ? d + 1 | 0 : d; - c2 = d >> 21; - d = (d & 2097151) << 11 | p >>> 21; - i3 = d + xa2 | 0; - a2 = c2 + va2 | 0; - a2 = d >>> 0 > i3 >>> 0 ? a2 + 1 | 0 : a2; - d = a2 >> 21; - a2 = (a2 & 2097151) << 11 | i3 >>> 21; - r = a2 + K2 | 0; - c2 = d + q | 0; - c2 = a2 >>> 0 > r >>> 0 ? c2 + 1 | 0 : c2; - a2 = c2 >> 21; - c2 = (c2 & 2097151) << 11 | r >>> 21; - t2 = c2 + N2 | 0; - a2 = a2 + Ba2 | 0; - a2 = c2 >>> 0 > t2 >>> 0 ? a2 + 1 | 0 : a2; - c2 = a2 >> 21; - a2 = (a2 & 2097151) << 11 | t2 >>> 21; - l = a2 + ya2 | 0; - c2 = c2 + B2 | 0; - c2 = a2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2; - a2 = c2 >> 21; - c2 = (c2 & 2097151) << 11 | l >>> 21; - h = c2 + $a2 | 0; - d = a2 + Oa2 | 0; - d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - c2 = d >> 21; - d = (d & 2097151) << 11 | h >>> 21; - k = d + Za2 | 0; - a2 = c2 + _a2 | 0; - c2 = v2 & -2097152; - q = e - c2 | 0; - a2 = d >>> 0 > k >>> 0 ? a2 + 1 | 0 : a2; - v2 = q + ((a2 & 2097151) << 11 | k >>> 21) | 0; - a2 = (x2 - ((c2 >>> 0 > e >>> 0) + pa2 | 0) | 0) + (a2 >> 21) | 0; - a2 = q >>> 0 > v2 >>> 0 ? a2 + 1 | 0 : a2; - B2 = (a2 & 2097151) << 11 | v2 >>> 21; - c2 = a2 >> 21; - x2 = c2; - a2 = te(B2, c2, 666643, 0); - c2 = A2 & 2097151; - A2 = a2 + c2 | 0; - a2 = U; - a2 = c2 >>> 0 > A2 >>> 0 ? a2 + 1 | 0 : a2; - e = a2; - w[f | 0] = A2; - w[f + 1 | 0] = (a2 & 255) << 24 | A2 >>> 8; - a2 = n2 & 2097151; - c2 = te(B2, x2, 470296, 0) + a2 | 0; - d = U; - q = (e & 2097151) << 11 | A2 >>> 21; - n2 = q + c2 | 0; - a2 = (e >> 21) + (a2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d) | 0; - a2 = n2 >>> 0 < q >>> 0 ? a2 + 1 | 0 : a2; - w[f + 4 | 0] = (a2 & 2047) << 21 | n2 >>> 11; - c2 = a2; - d = n2; - w[f + 3 | 0] = (a2 & 7) << 29 | d >>> 3; - w[f + 2 | 0] = ((e & 65535) << 16 | A2 >>> 16) & 31 | d << 5; - e = m2 & 2097151; - m2 = te(B2, x2, 654183, 0) + e | 0; - a2 = U; - e = e >>> 0 > m2 >>> 0 ? a2 + 1 | 0 : a2; - n2 = (c2 & 2097151) << 11 | d >>> 21; - m2 = n2 + m2 | 0; - c2 = (c2 >> 21) + e | 0; - c2 = m2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - a2 = c2; - w[f + 6 | 0] = (a2 & 63) << 26 | m2 >>> 6; - e = m2; - w[f + 5 | 0] = e << 2 | (d & 1572864) >>> 19; - d = g & 2097151; - g = te(B2, x2, -997805, -1) + d | 0; - c2 = U; - c2 = d >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; - d = a2; - a2 = a2 >> 21; - m2 = (d & 2097151) << 11 | e >>> 21; - g = m2 + g | 0; - d = a2 + c2 | 0; - d = g >>> 0 < m2 >>> 0 ? d + 1 | 0 : d; - w[f + 9 | 0] = (d & 511) << 23 | g >>> 9; - w[f + 8 | 0] = (d & 1) << 31 | g >>> 1; - w[f + 7 | 0] = g << 7 | (e & 2080768) >>> 14; - c2 = p & 2097151; - e = te(B2, x2, 136657, 0) + c2 | 0; - a2 = U; - a2 = c2 >>> 0 > e >>> 0 ? a2 + 1 | 0 : a2; - c2 = d; - d = c2 >> 21; - p = (c2 & 2097151) << 11 | g >>> 21; - e = p + e | 0; - c2 = a2 + d | 0; - c2 = e >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - w[f + 12 | 0] = (c2 & 4095) << 20 | e >>> 12; - d = e; - w[f + 11 | 0] = (c2 & 15) << 28 | d >>> 4; - w[f + 10 | 0] = d << 4 | (g & 1966080) >>> 17; - e = i3 & 2097151; - g = te(B2, x2, -683901, -1) + e | 0; - a2 = U; - a2 = e >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; - e = c2; - c2 = c2 >> 21; - i3 = g; - g = (e & 2097151) << 11 | d >>> 21; - e = i3 + g | 0; - c2 = a2 + c2 | 0; - c2 = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - w[f + 14 | 0] = (c2 & 127) << 25 | e >>> 7; - w[f + 13 | 0] = e << 1 | (d & 1048576) >>> 20; - a2 = c2 >> 21; - c2 = (c2 & 2097151) << 11 | e >>> 21; - g = c2 + (r & 2097151) | 0; - d = c2 >>> 0 > g >>> 0 ? a2 + 1 | 0 : a2; - w[f + 17 | 0] = (d & 1023) << 22 | g >>> 10; - w[f + 16 | 0] = (d & 3) << 30 | g >>> 2; - w[f + 15 | 0] = g << 6 | (e & 2064384) >>> 15; - a2 = d >> 21; - c2 = (d & 2097151) << 11 | g >>> 21; - d = c2 + (t2 & 2097151) | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - w[f + 20 | 0] = (a2 & 8191) << 19 | d >>> 13; - w[f + 19 | 0] = (a2 & 31) << 27 | d >>> 5; - c2 = l & 2097151; - l = (a2 & 2097151) << 11 | d >>> 21; - e = c2 + l | 0; - c2 = a2 >> 21; - c2 = e >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - l = e; - w[f + 21 | 0] = e; - w[f + 18 | 0] = d << 3 | (g & 1835008) >>> 18; - w[f + 22 | 0] = (c2 & 255) << 24 | e >>> 8; - g = (c2 & 2097151) << 11 | e >>> 21; - e = g + (h & 2097151) | 0; - d = c2 >> 21; - d = e >>> 0 < g >>> 0 ? d + 1 | 0 : d; - w[f + 25 | 0] = (d & 2047) << 21 | e >>> 11; - w[f + 24 | 0] = (d & 7) << 29 | e >>> 3; - w[f + 23 | 0] = ((c2 & 65535) << 16 | l >>> 16) & 31 | e << 5; - a2 = d >> 21; - c2 = (d & 2097151) << 11 | e >>> 21; - d = c2 + (k & 2097151) | 0; - a2 = c2 >>> 0 > d >>> 0 ? a2 + 1 | 0 : a2; - w[f + 27 | 0] = (a2 & 63) << 26 | d >>> 6; - w[f + 26 | 0] = d << 2 | (e & 1572864) >>> 19; - c2 = a2; - a2 = a2 >> 21; - k = (c2 & 2097151) << 11 | d >>> 21; - g = v2 & 2097151; - e = k + g | 0; - c2 = e >>> 0 < g >>> 0 ? a2 + 1 | 0 : a2; - w[f + 31 | 0] = (c2 & 131071) << 15 | e >>> 17; - a2 = e; - w[f + 30 | 0] = (c2 & 511) << 23 | a2 >>> 9; - w[f + 28 | 0] = a2 << 7 | (d & 2080768) >>> 14; - w[f + 29 | 0] = k + v2 >>> 1; - ga(u, 64); - ga(s2, 64); - if (b2) { - y[b2 >> 2] = 64; - y[b2 + 4 >> 2] = 0; - } - T = H2 + 560 | 0; - return 0; - } - function Ra(a2, b2, c2, d) { - var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, T2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0; - while (1) { - e = i3 << 3; - g = e + c2 | 0; - e = b2 + e | 0; - f = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); - u = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); - l = f << 24 | (f & 65280) << 8; - h = f & 16711680; - p = h << 24; - h = h >>> 8 | 0; - j = f & -16777216; - e = j >>> 24 | 0; - y[g >> 2] = p | j << 8 | (((u & 255) << 24 | f >>> 8) & -16777216 | ((u & 16777215) << 8 | f >>> 24) & 16711680 | (u >>> 8 & 65280 | u >>> 24)); - e = e | h | l; - y[g + 4 >> 2] = e; - i3 = i3 + 1 | 0; - if ((i3 | 0) != 16) { - continue; - } - break; - } - b2 = y[a2 + 60 >> 2]; - y[d + 56 >> 2] = y[a2 + 56 >> 2]; - y[d + 60 >> 2] = b2; - b2 = y[a2 + 52 >> 2]; - y[d + 48 >> 2] = y[a2 + 48 >> 2]; - y[d + 52 >> 2] = b2; - b2 = y[a2 + 44 >> 2]; - y[d + 40 >> 2] = y[a2 + 40 >> 2]; - y[d + 44 >> 2] = b2; - b2 = y[a2 + 36 >> 2]; - y[d + 32 >> 2] = y[a2 + 32 >> 2]; - y[d + 36 >> 2] = b2; - b2 = y[a2 + 28 >> 2]; - y[d + 24 >> 2] = y[a2 + 24 >> 2]; - y[d + 28 >> 2] = b2; - b2 = y[a2 + 20 >> 2]; - y[d + 16 >> 2] = y[a2 + 16 >> 2]; - y[d + 20 >> 2] = b2; - b2 = y[a2 + 12 >> 2]; - y[d + 8 >> 2] = y[a2 + 8 >> 2]; - y[d + 12 >> 2] = b2; - b2 = y[a2 + 4 >> 2]; - y[d >> 2] = y[a2 >> 2]; - y[d + 4 >> 2] = b2; - while (1) { - g = y[d + 56 >> 2]; - h = y[d + 60 >> 2]; - B2 = K2 << 3; - u = B2 + c2 | 0; - b2 = u; - e = y[b2 >> 2]; - b2 = y[b2 + 4 >> 2]; - f = y[d + 36 >> 2]; - s2 = f; - m2 = y[d + 32 >> 2]; - f = ve(m2, f, 50); - i3 = U; - f = ve(m2, s2, 46) ^ f; - i3 = U ^ i3; - f = ve(m2, s2, 23) ^ f; - e = f + e | 0; - b2 = (U ^ i3) + b2 | 0; - b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - f = B2 + 38064 | 0; - i3 = y[f >> 2]; - e = i3 + e | 0; - b2 = y[f + 4 >> 2] + b2 | 0; - b2 = e >>> 0 < i3 >>> 0 ? b2 + 1 | 0 : b2; - p = y[d + 48 >> 2]; - w2 = y[d + 40 >> 2]; - i3 = (p ^ w2) & m2 ^ p; - f = i3 + e | 0; - r = y[d + 52 >> 2]; - n2 = y[d + 44 >> 2]; - e = ((r ^ n2) & s2 ^ r) + b2 | 0; - b2 = (f >>> 0 < i3 >>> 0 ? e + 1 | 0 : e) + h | 0; - g = f + g | 0; - b2 = g >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - f = y[d + 24 >> 2]; - i3 = f + g | 0; - e = y[d + 28 >> 2] + b2 | 0; - e = f >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; - x2 = e; - y[d + 24 >> 2] = i3; - y[d + 28 >> 2] = e; - e = y[d + 4 >> 2]; - v2 = e; - f = y[d >> 2]; - e = ve(f, e, 36); - h = U; - e = ve(f, v2, 30) ^ e; - h = U ^ h; - j = g + (ve(f, v2, 25) ^ e) | 0; - e = b2 + (U ^ h) | 0; - e = g >>> 0 > j >>> 0 ? e + 1 | 0 : e; - b2 = j; - h = y[d + 16 >> 2]; - g = y[d + 8 >> 2]; - j = f & (h | g) | g & h; - l = b2 + j | 0; - b2 = e; - e = y[d + 20 >> 2]; - k = y[d + 12 >> 2]; - b2 = b2 + (v2 & (e | k) | e & k) | 0; - b2 = j >>> 0 > l >>> 0 ? b2 + 1 | 0 : b2; - j = b2; - y[d + 56 >> 2] = l; - y[d + 60 >> 2] = b2; - o2 = h; - q = e; - t2 = B2 | 8; - C2 = t2 + c2 | 0; - b2 = C2; - A2 = y[b2 >> 2]; - F2 = y[b2 + 4 >> 2]; - h = (m2 ^ w2) & i3 ^ w2; - b2 = h + p | 0; - e = ((s2 ^ n2) & x2 ^ n2) + r | 0; - e = b2 >>> 0 < h >>> 0 ? e + 1 | 0 : e; - h = ve(i3, x2, 50); - p = U; - h = ve(i3, x2, 46) ^ h; - p = U ^ p; - r = ve(i3, x2, 23) ^ h; - h = r + b2 | 0; - b2 = (U ^ p) + e | 0; - b2 = (h >>> 0 < r >>> 0 ? b2 + 1 | 0 : b2) + F2 | 0; - e = h + A2 | 0; - b2 = e >>> 0 < h >>> 0 ? b2 + 1 | 0 : b2; - h = e; - e = t2 + 38064 | 0; - p = y[e >> 2]; - h = h + p | 0; - e = y[e + 4 >> 2] + b2 | 0; - b2 = h >>> 0 < p >>> 0 ? e + 1 | 0 : e; - e = b2 + q | 0; - p = h + o2 | 0; - e = p >>> 0 < h >>> 0 ? e + 1 | 0 : e; - r = e; - y[d + 16 >> 2] = p; - y[d + 20 >> 2] = e; - b2 = b2 + ((k | v2) & j | k & v2) | 0; - e = h + ((f | g) & l | f & g) | 0; - b2 = e >>> 0 < h >>> 0 ? b2 + 1 | 0 : b2; - h = ve(l, j, 36); - o2 = U; - h = ve(l, j, 30) ^ h; - o2 = U ^ o2; - q = e; - e = ve(l, j, 25) ^ h; - h = q + e | 0; - b2 = (U ^ o2) + b2 | 0; - b2 = e >>> 0 > h >>> 0 ? b2 + 1 | 0 : b2; - o2 = b2; - y[d + 48 >> 2] = h; - y[d + 52 >> 2] = b2; - q = g; - t2 = k; - g = B2 | 16; - e = g + c2 | 0; - k = y[e >> 2]; - b2 = k + w2 | 0; - e = y[e + 4 >> 2] + n2 | 0; - e = b2 >>> 0 < k >>> 0 ? e + 1 | 0 : e; - n2 = b2; - b2 = g + 38064 | 0; - k = y[b2 >> 2]; - g = n2 + k | 0; - b2 = y[b2 + 4 >> 2] + e | 0; - b2 = g >>> 0 < k >>> 0 ? b2 + 1 | 0 : b2; - e = g; - g = (i3 ^ m2) & p ^ m2; - e = e + g | 0; - b2 = ((s2 ^ x2) & r ^ s2) + b2 | 0; - b2 = e >>> 0 < g >>> 0 ? b2 + 1 | 0 : b2; - g = ve(p, r, 50); - k = U; - g = ve(p, r, 46) ^ g; - k = U ^ k; - w2 = ve(p, r, 23) ^ g; - g = w2 + e | 0; - e = (U ^ k) + b2 | 0; - k = g; - w2 = g >>> 0 < w2 >>> 0 ? e + 1 | 0 : e; - e = w2 + t2 | 0; - g = g + q | 0; - e = k >>> 0 > g >>> 0 ? e + 1 | 0 : e; - t2 = e; - y[d + 8 >> 2] = g; - y[d + 12 >> 2] = e; - b2 = ve(h, o2, 36); - e = U; - b2 = ve(h, o2, 30) ^ b2; - e = U ^ e; - n2 = ve(h, o2, 25) ^ b2; - q = n2 + ((f | l) & h | f & l) | 0; - b2 = ((j | v2) & o2 | j & v2) + (U ^ e) | 0; - e = w2 + (q >>> 0 < n2 >>> 0 ? b2 + 1 | 0 : b2) | 0; - w2 = k + q | 0; - e = w2 >>> 0 < k >>> 0 ? e + 1 | 0 : e; - k = e; - y[d + 40 >> 2] = w2; - y[d + 44 >> 2] = e; - q = f; - e = m2; - f = B2 | 24; - b2 = f + c2 | 0; - m2 = y[b2 >> 2]; - e = e + m2 | 0; - b2 = y[b2 + 4 >> 2] + s2 | 0; - b2 = e >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; - n2 = e; - e = f + 38064 | 0; - m2 = y[e >> 2]; - f = n2 + m2 | 0; - e = y[e + 4 >> 2] + b2 | 0; - e = f >>> 0 < m2 >>> 0 ? e + 1 | 0 : e; - b2 = f; - f = i3 ^ (i3 ^ p) & g; - b2 = b2 + f | 0; - e = (x2 ^ (r ^ x2) & t2) + e | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = ve(g, t2, 50); - m2 = U; - f = ve(g, t2, 46) ^ f; - m2 = U ^ m2; - s2 = ve(g, t2, 23) ^ f; - f = s2 + b2 | 0; - b2 = (U ^ m2) + e | 0; - b2 = f >>> 0 < s2 >>> 0 ? b2 + 1 | 0 : b2; - e = b2 + v2 | 0; - v2 = f + q | 0; - e = v2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - s2 = e; - y[d >> 2] = v2; - y[d + 4 >> 2] = e; - e = ve(w2, k, 36); - m2 = U; - e = ve(w2, k, 30) ^ e; - q = U ^ m2; - n2 = ve(w2, k, 25) ^ e; - m2 = n2 + ((h | l) & w2 | h & l) | 0; - e = ((j | o2) & k | j & o2) + (U ^ q) | 0; - b2 = b2 + (m2 >>> 0 < n2 >>> 0 ? e + 1 | 0 : e) | 0; - q = f + m2 | 0; - b2 = q >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - m2 = b2; - y[d + 32 >> 2] = q; - y[d + 36 >> 2] = b2; - b2 = B2 | 32; - e = b2 + c2 | 0; - f = y[e >> 2]; - e = x2 + y[e + 4 >> 2] | 0; - f = f + i3 | 0; - e = f >>> 0 < i3 >>> 0 ? e + 1 | 0 : e; - b2 = b2 + 38064 | 0; - i3 = y[b2 >> 2]; - f = i3 + f | 0; - b2 = y[b2 + 4 >> 2] + e | 0; - b2 = f >>> 0 < i3 >>> 0 ? b2 + 1 | 0 : b2; - e = f; - f = p ^ (g ^ p) & v2; - e = e + f | 0; - b2 = (r ^ (r ^ t2) & s2) + b2 | 0; - b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - f = ve(v2, s2, 50); - i3 = U; - f = ve(v2, s2, 46) ^ f; - i3 = U ^ i3; - x2 = ve(v2, s2, 23) ^ f; - f = x2 + e | 0; - e = (U ^ i3) + b2 | 0; - e = f >>> 0 < x2 >>> 0 ? e + 1 | 0 : e; - n2 = e; - b2 = e; - e = ve(q, m2, 36); - i3 = U; - e = ve(q, m2, 30) ^ e; - x2 = U ^ i3; - A2 = ve(q, m2, 25) ^ e; - i3 = A2 + ((h | w2) & q | h & w2) | 0; - e = ((o2 | k) & m2 | o2 & k) + (U ^ x2) | 0; - b2 = (i3 >>> 0 < A2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - x2 = f + i3 | 0; - b2 = x2 >>> 0 < i3 >>> 0 ? b2 + 1 | 0 : b2; - i3 = b2; - y[d + 24 >> 2] = x2; - y[d + 28 >> 2] = b2; - e = j + n2 | 0; - j = f + l | 0; - e = j >>> 0 < f >>> 0 ? e + 1 | 0 : e; - n2 = e; - y[d + 56 >> 2] = j; - y[d + 60 >> 2] = e; - e = B2 | 40; - b2 = e + c2 | 0; - f = y[b2 >> 2]; - b2 = r + y[b2 + 4 >> 2] | 0; - f = f + p | 0; - b2 = f >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2; - e = e + 38064 | 0; - l = y[e >> 2]; - f = l + f | 0; - e = y[e + 4 >> 2] + b2 | 0; - e = f >>> 0 < l >>> 0 ? e + 1 | 0 : e; - b2 = f; - f = g ^ (g ^ v2) & j; - b2 = b2 + f | 0; - e = (t2 ^ (s2 ^ t2) & n2) + e | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = ve(j, n2, 50); - l = U; - f = ve(j, n2, 46) ^ f; - l = U ^ l; - p = ve(j, n2, 23) ^ f; - f = p + b2 | 0; - b2 = (U ^ l) + e | 0; - b2 = f >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2; - e = ve(x2, i3, 36); - l = U; - e = ve(x2, i3, 30) ^ e; - p = U ^ l; - r = ve(x2, i3, 25) ^ e; - l = r + ((q | w2) & x2 | q & w2) | 0; - e = ((k | m2) & i3 | k & m2) + (U ^ p) | 0; - e = (l >>> 0 < r >>> 0 ? e + 1 | 0 : e) + b2 | 0; - p = f + l | 0; - e = p >>> 0 < l >>> 0 ? e + 1 | 0 : e; - l = e; - y[d + 16 >> 2] = p; - y[d + 20 >> 2] = e; - b2 = b2 + o2 | 0; - e = h; - h = f + h | 0; - b2 = e >>> 0 > h >>> 0 ? b2 + 1 | 0 : b2; - r = b2; - y[d + 48 >> 2] = h; - y[d + 52 >> 2] = b2; - b2 = B2 | 48; - e = b2 + c2 | 0; - f = y[e >> 2]; - e = t2 + y[e + 4 >> 2] | 0; - f = f + g | 0; - e = f >>> 0 < g >>> 0 ? e + 1 | 0 : e; - b2 = b2 + 38064 | 0; - g = y[b2 >> 2]; - f = g + f | 0; - b2 = y[b2 + 4 >> 2] + e | 0; - b2 = f >>> 0 < g >>> 0 ? b2 + 1 | 0 : b2; - e = f; - f = v2 ^ (j ^ v2) & h; - e = e + f | 0; - b2 = (s2 ^ (s2 ^ n2) & r) + b2 | 0; - b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - f = ve(h, r, 50); - g = U; - f = ve(h, r, 46) ^ f; - g = U ^ g; - o2 = ve(h, r, 23) ^ f; - f = o2 + e | 0; - e = (U ^ g) + b2 | 0; - e = f >>> 0 < o2 >>> 0 ? e + 1 | 0 : e; - t2 = e; - b2 = e; - e = ve(p, l, 36); - g = U; - e = ve(p, l, 30) ^ e; - o2 = U ^ g; - A2 = ve(p, l, 25) ^ e; - g = A2 + ((q | x2) & p | q & x2) | 0; - e = ((i3 | m2) & l | i3 & m2) + (U ^ o2) | 0; - b2 = (g >>> 0 < A2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - e = g; - g = f + g | 0; - b2 = e >>> 0 > g >>> 0 ? b2 + 1 | 0 : b2; - o2 = b2; - y[d + 8 >> 2] = g; - y[d + 12 >> 2] = b2; - e = k + t2 | 0; - A2 = f + w2 | 0; - e = A2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - t2 = e; - y[d + 40 >> 2] = A2; - y[d + 44 >> 2] = e; - e = B2 | 56; - b2 = e + c2 | 0; - f = y[b2 >> 2]; - b2 = s2 + y[b2 + 4 >> 2] | 0; - f = f + v2 | 0; - b2 = f >>> 0 < v2 >>> 0 ? b2 + 1 | 0 : b2; - e = e + 38064 | 0; - k = y[e >> 2]; - f = k + f | 0; - e = y[e + 4 >> 2] + b2 | 0; - e = f >>> 0 < k >>> 0 ? e + 1 | 0 : e; - b2 = f; - f = j ^ (h ^ j) & A2; - b2 = b2 + f | 0; - e = (n2 ^ (r ^ n2) & t2) + e | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = ve(A2, t2, 50); - k = U; - f = ve(A2, t2, 46) ^ f; - k = U ^ k; - w2 = ve(A2, t2, 23) ^ f; - f = w2 + b2 | 0; - b2 = (U ^ k) + e | 0; - b2 = f >>> 0 < w2 >>> 0 ? b2 + 1 | 0 : b2; - e = ve(g, o2, 36); - k = U; - e = ve(g, o2, 30) ^ e; - w2 = U ^ k; - v2 = ve(g, o2, 25) ^ e; - k = v2 + ((p | x2) & g | p & x2) | 0; - e = ((i3 | l) & o2 | i3 & l) + (U ^ w2) | 0; - e = (k >>> 0 < v2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - w2 = f + k | 0; - e = w2 >>> 0 < k >>> 0 ? e + 1 | 0 : e; - k = e; - y[d >> 2] = w2; - y[d + 4 >> 2] = e; - b2 = b2 + m2 | 0; - v2 = f + q | 0; - b2 = v2 >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - s2 = b2; - y[d + 32 >> 2] = v2; - y[d + 36 >> 2] = b2; - b2 = B2 | 64; - e = b2 + c2 | 0; - f = y[e >> 2]; - e = n2 + y[e + 4 >> 2] | 0; - f = f + j | 0; - e = f >>> 0 < j >>> 0 ? e + 1 | 0 : e; - b2 = b2 + 38064 | 0; - j = y[b2 >> 2]; - f = j + f | 0; - b2 = y[b2 + 4 >> 2] + e | 0; - b2 = f >>> 0 < j >>> 0 ? b2 + 1 | 0 : b2; - e = f; - f = h ^ (h ^ A2) & v2; - e = e + f | 0; - b2 = (r ^ (r ^ t2) & s2) + b2 | 0; - b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - f = ve(v2, s2, 50); - j = U; - f = ve(v2, s2, 46) ^ f; - j = U ^ j; - m2 = ve(v2, s2, 23) ^ f; - f = m2 + e | 0; - e = (U ^ j) + b2 | 0; - e = f >>> 0 < m2 >>> 0 ? e + 1 | 0 : e; - q = e; - b2 = e; - e = ve(w2, k, 36); - j = U; - e = ve(w2, k, 30) ^ e; - m2 = U ^ j; - n2 = ve(w2, k, 25) ^ e; - j = n2 + ((g | p) & w2 | g & p) | 0; - e = ((l | o2) & k | l & o2) + (U ^ m2) | 0; - b2 = (j >>> 0 < n2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - m2 = f + j | 0; - b2 = m2 >>> 0 < j >>> 0 ? b2 + 1 | 0 : b2; - j = b2; - y[d + 56 >> 2] = m2; - y[d + 60 >> 2] = b2; - e = i3 + q | 0; - i3 = f + x2 | 0; - e = i3 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - n2 = e; - y[d + 24 >> 2] = i3; - y[d + 28 >> 2] = e; - e = B2 | 72; - F2 = e + c2 | 0; - b2 = F2; - f = y[b2 >> 2]; - b2 = r + y[b2 + 4 >> 2] | 0; - f = f + h | 0; - b2 = f >>> 0 < h >>> 0 ? b2 + 1 | 0 : b2; - e = e + 38064 | 0; - h = y[e >> 2]; - f = h + f | 0; - e = y[e + 4 >> 2] + b2 | 0; - e = f >>> 0 < h >>> 0 ? e + 1 | 0 : e; - b2 = f; - f = A2 ^ (v2 ^ A2) & i3; - b2 = b2 + f | 0; - e = (t2 ^ (s2 ^ t2) & n2) + e | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = ve(i3, n2, 50); - h = U; - f = ve(i3, n2, 46) ^ f; - h = U ^ h; - q = ve(i3, n2, 23) ^ f; - f = q + b2 | 0; - b2 = (U ^ h) + e | 0; - b2 = f >>> 0 < q >>> 0 ? b2 + 1 | 0 : b2; - e = ve(m2, j, 36); - h = U; - e = ve(m2, j, 30) ^ e; - q = U ^ h; - x2 = ve(m2, j, 25) ^ e; - h = x2 + ((g | w2) & m2 | g & w2) | 0; - e = ((o2 | k) & j | o2 & k) + (U ^ q) | 0; - e = (h >>> 0 < x2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - q = f + h | 0; - e = q >>> 0 < h >>> 0 ? e + 1 | 0 : e; - h = e; - y[d + 48 >> 2] = q; - y[d + 52 >> 2] = e; - b2 = b2 + l | 0; - l = f + p | 0; - b2 = l >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - r = b2; - y[d + 16 >> 2] = l; - y[d + 20 >> 2] = b2; - f = B2 | 80; - Q2 = f + c2 | 0; - e = Q2; - p = y[e >> 2]; - b2 = p + A2 | 0; - e = y[e + 4 >> 2] + t2 | 0; - e = b2 >>> 0 < p >>> 0 ? e + 1 | 0 : e; - t2 = b2; - b2 = f + 38064 | 0; - p = y[b2 >> 2]; - f = t2 + p | 0; - b2 = y[b2 + 4 >> 2] + e | 0; - b2 = f >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2; - e = f; - f = v2 ^ (i3 ^ v2) & l; - e = e + f | 0; - b2 = (s2 ^ (s2 ^ n2) & r) + b2 | 0; - b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - f = ve(l, r, 50); - p = U; - f = ve(l, r, 46) ^ f; - p = U ^ p; - x2 = ve(l, r, 23) ^ f; - f = x2 + e | 0; - e = (U ^ p) + b2 | 0; - e = f >>> 0 < x2 >>> 0 ? e + 1 | 0 : e; - t2 = e; - b2 = e; - e = ve(q, h, 36); - p = U; - e = ve(q, h, 30) ^ e; - x2 = U ^ p; - A2 = ve(q, h, 25) ^ e; - p = A2 + ((m2 | w2) & q | m2 & w2) | 0; - e = ((j | k) & h | j & k) + (U ^ x2) | 0; - b2 = (p >>> 0 < A2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - x2 = f + p | 0; - b2 = x2 >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2; - p = b2; - y[d + 40 >> 2] = x2; - y[d + 44 >> 2] = b2; - e = o2 + t2 | 0; - o2 = f + g | 0; - e = o2 >>> 0 < g >>> 0 ? e + 1 | 0 : e; - t2 = e; - y[d + 8 >> 2] = o2; - y[d + 12 >> 2] = e; - b2 = B2 | 88; - e = b2 + 38064 | 0; - R2 = b2 + c2 | 0; - b2 = R2; - g = y[b2 >> 2]; - f = y[e >> 2] + g | 0; - b2 = y[e + 4 >> 2] + y[b2 + 4 >> 2] | 0; - e = s2 + (f >>> 0 < g >>> 0 ? b2 + 1 | 0 : b2) | 0; - b2 = f + v2 | 0; - e = b2 >>> 0 < v2 >>> 0 ? e + 1 | 0 : e; - f = i3 ^ (i3 ^ l) & o2; - b2 = f + b2 | 0; - e = (n2 ^ (r ^ n2) & t2) + e | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = ve(o2, t2, 50); - g = U; - f = ve(o2, t2, 46) ^ f; - g = U ^ g; - v2 = ve(o2, t2, 23) ^ f; - f = v2 + b2 | 0; - b2 = (U ^ g) + e | 0; - b2 = f >>> 0 < v2 >>> 0 ? b2 + 1 | 0 : b2; - e = ve(x2, p, 36); - g = U; - e = ve(x2, p, 30) ^ e; - v2 = U ^ g; - s2 = ve(x2, p, 25) ^ e; - g = s2 + ((m2 | q) & x2 | m2 & q) | 0; - e = ((h | j) & p | h & j) + (U ^ v2) | 0; - e = (g >>> 0 < s2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - s2 = g; - g = f + g | 0; - e = s2 >>> 0 > g >>> 0 ? e + 1 | 0 : e; - v2 = e; - y[d + 32 >> 2] = g; - y[d + 36 >> 2] = e; - b2 = b2 + k | 0; - k = f + w2 | 0; - b2 = k >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - w2 = b2; - y[d >> 2] = k; - y[d + 4 >> 2] = b2; - b2 = B2 | 96; - e = b2 + 38064 | 0; - S2 = b2 + c2 | 0; - b2 = S2; - s2 = y[b2 >> 2]; - f = y[e >> 2] + s2 | 0; - e = y[e + 4 >> 2] + y[b2 + 4 >> 2] | 0; - b2 = n2 + (f >>> 0 < s2 >>> 0 ? e + 1 | 0 : e) | 0; - e = f + i3 | 0; - b2 = e >>> 0 < i3 >>> 0 ? b2 + 1 | 0 : b2; - i3 = l ^ (l ^ o2) & k; - f = i3 + e | 0; - e = (r ^ (r ^ t2) & w2) + b2 | 0; - e = f >>> 0 < i3 >>> 0 ? e + 1 | 0 : e; - b2 = ve(k, w2, 50); - i3 = U; - b2 = ve(k, w2, 46) ^ b2; - i3 = U ^ i3; - n2 = f; - f = ve(k, w2, 23) ^ b2; - b2 = n2 + f | 0; - e = (U ^ i3) + e | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - n2 = e; - f = b2; - b2 = ve(g, v2, 36); - i3 = U; - b2 = ve(g, v2, 30) ^ b2; - s2 = U ^ i3; - A2 = ve(g, v2, 25) ^ b2; - i3 = A2 + ((q | x2) & g | q & x2) | 0; - b2 = ((h | p) & v2 | h & p) + (U ^ s2) | 0; - e = (i3 >>> 0 < A2 >>> 0 ? b2 + 1 | 0 : b2) + e | 0; - s2 = f + i3 | 0; - e = s2 >>> 0 < i3 >>> 0 ? e + 1 | 0 : e; - i3 = e; - y[d + 24 >> 2] = s2; - y[d + 28 >> 2] = e; - e = j + n2 | 0; - m2 = f + m2 | 0; - e = m2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - j = e; - y[d + 56 >> 2] = m2; - y[d + 60 >> 2] = e; - b2 = B2 | 104; - e = b2 + 38064 | 0; - T2 = b2 + c2 | 0; - b2 = T2; - n2 = y[b2 >> 2]; - f = y[e >> 2] + n2 | 0; - b2 = y[e + 4 >> 2] + y[b2 + 4 >> 2] | 0; - e = r + (f >>> 0 < n2 >>> 0 ? b2 + 1 | 0 : b2) | 0; - b2 = f + l | 0; - e = b2 >>> 0 < l >>> 0 ? e + 1 | 0 : e; - l = o2 ^ (o2 ^ k) & m2; - f = l + b2 | 0; - b2 = (t2 ^ (t2 ^ w2) & j) + e | 0; - b2 = f >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; - e = ve(m2, j, 50); - l = U; - e = ve(m2, j, 46) ^ e; - l = U ^ l; - r = ve(m2, j, 23) ^ e; - f = r + f | 0; - e = (U ^ l) + b2 | 0; - e = f >>> 0 < r >>> 0 ? e + 1 | 0 : e; - n2 = e; - b2 = e; - e = ve(s2, i3, 36); - l = U; - e = ve(s2, i3, 30) ^ e; - r = U ^ l; - A2 = ve(s2, i3, 25) ^ e; - l = A2 + ((g | x2) & s2 | g & x2) | 0; - e = ((p | v2) & i3 | p & v2) + (U ^ r) | 0; - b2 = (l >>> 0 < A2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - r = f + l | 0; - b2 = r >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; - l = b2; - y[d + 16 >> 2] = r; - y[d + 20 >> 2] = b2; - b2 = h + n2 | 0; - q = f + q | 0; - b2 = q >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - h = b2; - y[d + 48 >> 2] = q; - y[d + 52 >> 2] = b2; - b2 = B2 | 112; - e = b2 + 38064 | 0; - A2 = b2 + c2 | 0; - f = A2; - n2 = y[f >> 2]; - b2 = y[e >> 2] + n2 | 0; - e = y[e + 4 >> 2] + y[f + 4 >> 2] | 0; - e = t2 + (b2 >>> 0 < n2 >>> 0 ? e + 1 | 0 : e) | 0; - b2 = b2 + o2 | 0; - e = b2 >>> 0 < o2 >>> 0 ? e + 1 | 0 : e; - f = k ^ (k ^ m2) & q; - b2 = f + b2 | 0; - e = (w2 ^ (j ^ w2) & h) + e | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = ve(q, h, 50); - o2 = U; - f = ve(q, h, 46) ^ f; - o2 = U ^ o2; - t2 = ve(q, h, 23) ^ f; - f = t2 + b2 | 0; - b2 = (U ^ o2) + e | 0; - b2 = f >>> 0 < t2 >>> 0 ? b2 + 1 | 0 : b2; - n2 = b2; - e = b2; - b2 = ve(r, l, 36); - o2 = U; - b2 = ve(r, l, 30) ^ b2; - t2 = U ^ o2; - G2 = ve(r, l, 25) ^ b2; - o2 = G2 + ((g | s2) & r | g & s2) | 0; - b2 = ((i3 | v2) & l | i3 & v2) + (U ^ t2) | 0; - e = (o2 >>> 0 < G2 >>> 0 ? b2 + 1 | 0 : b2) + e | 0; - t2 = f + o2 | 0; - e = t2 >>> 0 < o2 >>> 0 ? e + 1 | 0 : e; - o2 = e; - y[d + 8 >> 2] = t2; - y[d + 12 >> 2] = e; - e = p + n2 | 0; - p = f + x2 | 0; - e = p >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = e; - y[d + 40 >> 2] = p; - y[d + 44 >> 2] = e; - b2 = B2 | 120; - e = b2 + 38064 | 0; - V2 = b2 + c2 | 0; - b2 = V2; - n2 = y[b2 >> 2]; - x2 = y[e >> 2] + n2 | 0; - e = y[e + 4 >> 2] + y[b2 + 4 >> 2] | 0; - b2 = w2 + (n2 >>> 0 > x2 >>> 0 ? e + 1 | 0 : e) | 0; - e = k + x2 | 0; - b2 = (j ^ (h ^ j) & f) + (e >>> 0 < k >>> 0 ? b2 + 1 | 0 : b2) | 0; - h = ve(p, f, 50); - j = U; - h = ve(p, f, 46) ^ h; - j = U ^ j; - k = m2 ^ (m2 ^ q) & p; - e = k + e | 0; - h = ve(p, f, 23) ^ h; - f = e + h | 0; - e = (U ^ j) + (e >>> 0 < k >>> 0 ? b2 + 1 | 0 : b2) | 0; - e = f >>> 0 < h >>> 0 ? e + 1 | 0 : e; - h = f; - j = e; - b2 = e; - e = ve(t2, o2, 36); - p = U; - e = ve(t2, o2, 30) ^ e; - k = U ^ p; - w2 = ve(t2, o2, 25) ^ e; - p = w2 + ((r | s2) & t2 | r & s2) | 0; - e = ((i3 | l) & o2 | i3 & l) + (U ^ k) | 0; - b2 = (p >>> 0 < w2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - f = f + p | 0; - b2 = f >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2; - y[d >> 2] = f; - y[d + 4 >> 2] = b2; - e = j + v2 | 0; - k = g; - g = g + h | 0; - e = k >>> 0 > g >>> 0 ? e + 1 | 0 : e; - y[d + 32 >> 2] = g; - y[d + 36 >> 2] = e; - if ((K2 | 0) != 64) { - K2 = K2 + 16 | 0; - h = (K2 << 3) + c2 | 0; - g = y[u >> 2]; - i3 = y[u + 4 >> 2]; - b2 = y[F2 >> 2]; - W2 = b2; - e = y[F2 + 4 >> 2]; - X = e; - f = y[A2 + 4 >> 2]; - w2 = f; - F2 = y[A2 >> 2]; - f = ve(F2, f, 45); - j = U; - l = ((w2 & 63) << 26 | F2 >>> 6) ^ (ve(F2, w2, 3) ^ f); - f = l + b2 | 0; - b2 = (U ^ j ^ w2 >>> 6) + e | 0; - e = (f >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2) + i3 | 0; - b2 = f + g | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = y[C2 + 4 >> 2]; - g = f; - j = y[C2 >> 2]; - f = ve(j, f, 63); - i3 = U; - l = ((g & 127) << 25 | j >>> 7) ^ (ve(j, g, 56) ^ f); - f = l + b2 | 0; - e = (U ^ i3 ^ g >>> 7) + e | 0; - x2 = f; - y[h >> 2] = f; - e = f >>> 0 < l >>> 0 ? e + 1 | 0 : e; - y[h + 4 >> 2] = e; - b2 = y[u + 20 >> 2]; - l = b2; - k = y[u + 16 >> 2]; - h = b2; - H2 = y[u + 88 >> 2]; - b2 = y[u + 92 >> 2]; - G2 = b2; - i3 = b2; - p = e; - b2 = ve(f, e, 45); - v2 = U; - n2 = ve(f, e, 3) ^ b2; - b2 = e; - e = e >>> 6 | 0; - m2 = n2 ^ ((b2 & 63) << 26 | f >>> 6); - f = m2 + H2 | 0; - b2 = (e ^ (U ^ v2)) + i3 | 0; - e = (f >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2) + h | 0; - b2 = f + k | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = y[u + 28 >> 2]; - h = f; - i3 = y[u + 24 >> 2]; - f = ve(i3, f, 63); - o2 = U; - f = ((h & 127) << 25 | i3 >>> 7) ^ (ve(i3, h, 56) ^ f); - m2 = f + b2 | 0; - b2 = (U ^ o2 ^ h >>> 7) + e | 0; - b2 = f >>> 0 > m2 >>> 0 ? b2 + 1 | 0 : b2; - o2 = b2; - y[u + 144 >> 2] = m2; - y[u + 148 >> 2] = b2; - r = y[u + 80 >> 2]; - b2 = r + j | 0; - I2 = y[u + 84 >> 2]; - e = I2 + g | 0; - v2 = y[u + 120 >> 2]; - f = y[u + 124 >> 2]; - g = ve(v2, f, 45); - j = U; - q = ((f & 63) << 26 | v2 >>> 6) ^ (ve(v2, f, 3) ^ g); - g = q + b2 | 0; - e = (U ^ j ^ f >>> 6) + (b2 >>> 0 < r >>> 0 ? e + 1 | 0 : e) | 0; - b2 = g >>> 0 < q >>> 0 ? e + 1 | 0 : e; - e = ve(k, l, 63); - j = U; - n2 = g; - g = ((l & 127) << 25 | k >>> 7) ^ (ve(k, l, 56) ^ e); - t2 = n2 + g | 0; - b2 = (U ^ j ^ l >>> 7) + b2 | 0; - b2 = g >>> 0 > t2 >>> 0 ? b2 + 1 | 0 : b2; - l = b2; - y[u + 136 >> 2] = t2; - y[u + 140 >> 2] = b2; - b2 = y[u + 36 >> 2]; - q = b2; - n2 = y[u + 32 >> 2]; - k = n2; - L2 = y[u + 104 >> 2]; - e = y[u + 108 >> 2]; - M2 = e; - g = e; - e = ve(m2, o2, 45); - j = U; - e = ve(m2, o2, 3) ^ e; - s2 = U ^ j; - A2 = ((o2 & 63) << 26 | m2 >>> 6) ^ e; - j = A2 + L2 | 0; - e = (o2 >>> 6 ^ s2) + g | 0; - b2 = (j >>> 0 < A2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - e = j + k | 0; - b2 = e >>> 0 < j >>> 0 ? b2 + 1 | 0 : b2; - g = y[u + 44 >> 2]; - j = g; - k = y[u + 40 >> 2]; - g = ve(k, g, 63); - s2 = U; - g = ve(k, j, 56) ^ g; - A2 = U ^ s2; - g = ((j & 127) << 25 | k >>> 7) ^ g; - s2 = g + e | 0; - e = (j >>> 7 ^ A2) + b2 | 0; - e = g >>> 0 > s2 >>> 0 ? e + 1 | 0 : e; - g = e; - y[u + 160 >> 2] = s2; - y[u + 164 >> 2] = e; - N2 = y[u + 96 >> 2]; - b2 = y[u + 100 >> 2]; - O2 = b2; - e = b2; - b2 = ve(t2, l, 45); - A2 = U; - b2 = ve(t2, l, 3) ^ b2; - B2 = U ^ A2; - C2 = ((l & 63) << 26 | t2 >>> 6) ^ b2; - A2 = C2 + N2 | 0; - e = (l >>> 6 ^ B2) + e | 0; - b2 = (A2 >>> 0 < C2 >>> 0 ? e + 1 | 0 : e) + h | 0; - e = i3 + A2 | 0; - b2 = e >>> 0 < A2 >>> 0 ? b2 + 1 | 0 : b2; - h = ve(n2, q, 63); - i3 = U; - h = ((q & 127) << 25 | n2 >>> 7) ^ (ve(n2, q, 56) ^ h); - n2 = h + e | 0; - e = (U ^ i3 ^ q >>> 7) + b2 | 0; - e = h >>> 0 > n2 >>> 0 ? e + 1 | 0 : e; - h = e; - y[u + 152 >> 2] = n2; - y[u + 156 >> 2] = e; - b2 = y[u + 52 >> 2]; - B2 = b2; - C2 = y[u + 48 >> 2]; - q = C2; - e = b2; - b2 = ve(s2, g, 45); - i3 = U; - b2 = ve(s2, g, 3) ^ b2; - A2 = U ^ i3; - D2 = ((g & 63) << 26 | s2 >>> 6) ^ b2; - i3 = D2 + v2 | 0; - b2 = (g >>> 6 ^ A2) + f | 0; - e = (i3 >>> 0 < D2 >>> 0 ? b2 + 1 | 0 : b2) + e | 0; - b2 = i3 + q | 0; - e = b2 >>> 0 < i3 >>> 0 ? e + 1 | 0 : e; - i3 = y[u + 60 >> 2]; - D2 = i3; - q = y[u + 56 >> 2]; - i3 = ve(q, i3, 63); - A2 = U; - i3 = ve(q, D2, 56) ^ i3; - J2 = U ^ A2; - i3 = ((D2 & 127) << 25 | q >>> 7) ^ i3; - A2 = i3 + b2 | 0; - e = (D2 >>> 7 ^ J2) + e | 0; - e = i3 >>> 0 > A2 >>> 0 ? e + 1 | 0 : e; - i3 = e; - y[u + 176 >> 2] = A2; - y[u + 180 >> 2] = e; - P2 = y[u + 112 >> 2]; - b2 = y[u + 116 >> 2]; - J2 = b2; - e = ve(n2, h, 45); - E2 = U; - e = ve(n2, h, 3) ^ e; - Y = U ^ E2; - e = ((h & 63) << 26 | n2 >>> 6) ^ e; - E2 = e + P2 | 0; - b2 = (h >>> 6 ^ Y) + b2 | 0; - e = (e >>> 0 > E2 >>> 0 ? b2 + 1 | 0 : b2) + j | 0; - b2 = k + E2 | 0; - e = b2 >>> 0 < E2 >>> 0 ? e + 1 | 0 : e; - j = ve(C2, B2, 63); - k = U; - E2 = b2; - b2 = B2 >>> 7 | 0; - j = ((B2 & 127) << 25 | C2 >>> 7) ^ (ve(C2, B2, 56) ^ j); - B2 = E2 + j | 0; - e = (b2 ^ (U ^ k)) + e | 0; - e = j >>> 0 > B2 >>> 0 ? e + 1 | 0 : e; - j = e; - y[u + 168 >> 2] = B2; - y[u + 172 >> 2] = e; - e = p + D2 | 0; - k = q + x2 | 0; - b2 = k >>> 0 < q >>> 0 ? e + 1 | 0 : e; - e = ve(B2, j, 45); - q = U; - C2 = ((j & 63) << 26 | B2 >>> 6) ^ (ve(B2, j, 3) ^ e); - k = C2 + k | 0; - b2 = (U ^ q ^ j >>> 6) + b2 | 0; - b2 = k >>> 0 < C2 >>> 0 ? b2 + 1 | 0 : b2; - e = u - -64 | 0; - C2 = y[e >> 2]; - e = y[e + 4 >> 2]; - D2 = e; - e = ve(C2, e, 63); - q = U; - e = ve(C2, D2, 56) ^ e; - E2 = U ^ q; - q = k; - k = ((D2 & 127) << 25 | C2 >>> 7) ^ e; - q = q + k | 0; - b2 = (D2 >>> 7 ^ E2) + b2 | 0; - b2 = k >>> 0 > q >>> 0 ? b2 + 1 | 0 : b2; - k = b2; - y[u + 184 >> 2] = q; - y[u + 188 >> 2] = b2; - e = l + D2 | 0; - b2 = t2 + C2 | 0; - e = b2 >>> 0 < C2 >>> 0 ? e + 1 | 0 : e; - l = ve(A2, i3, 45); - t2 = U; - l = ve(A2, i3, 3) ^ l; - C2 = U ^ t2; - l = ((i3 & 63) << 26 | A2 >>> 6) ^ l; - t2 = l + b2 | 0; - b2 = (i3 >>> 6 ^ C2) + e | 0; - C2 = l >>> 0 > t2 >>> 0 ? b2 + 1 | 0 : b2; - b2 = y[u + 72 >> 2]; - e = y[u + 76 >> 2]; - l = ve(b2, e, 63); - D2 = U; - E2 = ve(b2, e, 56) ^ l; - l = e; - e = e >>> 7 | 0; - b2 = E2 ^ ((l & 127) << 25 | b2 >>> 7); - t2 = b2 + t2 | 0; - e = (e ^ (U ^ D2)) + C2 | 0; - e = b2 >>> 0 > t2 >>> 0 ? e + 1 | 0 : e; - l = e; - y[u + 192 >> 2] = t2; - y[u + 196 >> 2] = e; - b2 = ve(r, I2, 63); - e = U; - C2 = ((I2 & 127) << 25 | r >>> 7) ^ (ve(r, I2, 56) ^ b2); - r = C2 + W2 | 0; - e = (U ^ e ^ I2 >>> 7) + X | 0; - b2 = o2 + (r >>> 0 < C2 >>> 0 ? e + 1 | 0 : e) | 0; - e = m2 + r | 0; - b2 = e >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; - o2 = ve(q, k, 45); - m2 = U; - o2 = ve(q, k, 3) ^ o2; - r = U ^ m2; - o2 = ((k & 63) << 26 | q >>> 6) ^ o2; - m2 = o2 + e | 0; - e = (k >>> 6 ^ r) + b2 | 0; - e = o2 >>> 0 > m2 >>> 0 ? e + 1 | 0 : e; - o2 = e; - y[u + 200 >> 2] = m2; - y[u + 204 >> 2] = e; - C2 = y[Q2 >> 2]; - e = y[Q2 + 4 >> 2]; - b2 = ve(H2, G2, 63); - r = U; - b2 = ve(H2, G2, 56) ^ b2; - I2 = U ^ r; - r = n2; - n2 = ((G2 & 127) << 25 | H2 >>> 7) ^ b2; - r = r + n2 | 0; - b2 = (G2 >>> 7 ^ I2) + h | 0; - e = (r >>> 0 < n2 >>> 0 ? b2 + 1 | 0 : b2) + e | 0; - b2 = r + C2 | 0; - e = b2 >>> 0 < r >>> 0 ? e + 1 | 0 : e; - h = ve(t2, l, 45); - r = U; - h = ve(t2, l, 3) ^ h; - n2 = U ^ r; - h = ((l & 63) << 26 | t2 >>> 6) ^ h; - r = h + b2 | 0; - e = (l >>> 6 ^ n2) + e | 0; - e = h >>> 0 > r >>> 0 ? e + 1 | 0 : e; - h = e; - y[u + 208 >> 2] = r; - y[u + 212 >> 2] = e; - n2 = y[R2 >> 2]; - C2 = y[R2 + 4 >> 2]; - b2 = ve(N2, O2, 63); - e = U; - H2 = ((O2 & 127) << 25 | N2 >>> 7) ^ (ve(N2, O2, 56) ^ b2); - s2 = H2 + s2 | 0; - b2 = (U ^ e ^ O2 >>> 7) + g | 0; - e = (s2 >>> 0 < H2 >>> 0 ? b2 + 1 | 0 : b2) + C2 | 0; - b2 = s2 + n2 | 0; - e = b2 >>> 0 < s2 >>> 0 ? e + 1 | 0 : e; - g = ve(m2, o2, 45); - s2 = U; - n2 = b2; - b2 = o2 >>> 6 | 0; - g = ((o2 & 63) << 26 | m2 >>> 6) ^ (ve(m2, o2, 3) ^ g); - o2 = n2 + g | 0; - e = (b2 ^ (U ^ s2)) + e | 0; - e = g >>> 0 > o2 >>> 0 ? e + 1 | 0 : e; - g = e; - y[u + 216 >> 2] = o2; - y[u + 220 >> 2] = e; - s2 = y[S2 >> 2]; - b2 = y[S2 + 4 >> 2]; - e = ve(L2, M2, 63); - m2 = U; - e = ve(L2, M2, 56) ^ e; - n2 = U ^ m2; - D2 = B2; - B2 = ((M2 & 127) << 25 | L2 >>> 7) ^ e; - m2 = D2 + B2 | 0; - e = (M2 >>> 7 ^ n2) + j | 0; - b2 = (m2 >>> 0 < B2 >>> 0 ? e + 1 | 0 : e) + b2 | 0; - e = m2 + s2 | 0; - b2 = e >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; - j = ve(r, h, 45); - m2 = U; - n2 = e; - e = h >>> 6 | 0; - h = ((h & 63) << 26 | r >>> 6) ^ (ve(r, h, 3) ^ j); - j = n2 + h | 0; - e = (e ^ (U ^ m2)) + b2 | 0; - e = h >>> 0 > j >>> 0 ? e + 1 | 0 : e; - h = e; - y[u + 224 >> 2] = j; - y[u + 228 >> 2] = e; - r = y[T2 >> 2]; - s2 = y[T2 + 4 >> 2]; - b2 = ve(P2, J2, 63); - e = U; - n2 = ((J2 & 127) << 25 | P2 >>> 7) ^ (ve(P2, J2, 56) ^ b2); - m2 = n2 + A2 | 0; - e = (U ^ e ^ J2 >>> 7) + i3 | 0; - b2 = (m2 >>> 0 < n2 >>> 0 ? e + 1 | 0 : e) + s2 | 0; - e = m2 + r | 0; - b2 = e >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; - i3 = ve(o2, g, 45); - m2 = U; - n2 = e; - e = g >>> 6 | 0; - g = ((g & 63) << 26 | o2 >>> 6) ^ (ve(o2, g, 3) ^ i3); - i3 = n2 + g | 0; - e = (e ^ (U ^ m2)) + b2 | 0; - e = g >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; - g = e; - y[u + 232 >> 2] = i3; - y[u + 236 >> 2] = e; - b2 = ve(v2, f, 63); - e = U; - n2 = ve(v2, f, 56) ^ b2; - b2 = f >>> 7 | 0; - o2 = n2 ^ ((f & 127) << 25 | v2 >>> 7); - f = o2 + F2 | 0; - b2 = (b2 ^ (U ^ e)) + w2 | 0; - e = k + (f >>> 0 < o2 >>> 0 ? b2 + 1 | 0 : b2) | 0; - b2 = f + q | 0; - e = b2 >>> 0 < q >>> 0 ? e + 1 | 0 : e; - f = ve(j, h, 45); - o2 = U; - k = b2; - b2 = h >>> 6 | 0; - h = ((h & 63) << 26 | j >>> 6) ^ (ve(j, h, 3) ^ f); - f = k + h | 0; - e = (b2 ^ (U ^ o2)) + e | 0; - y[u + 240 >> 2] = f; - y[u + 244 >> 2] = f >>> 0 < h >>> 0 ? e + 1 | 0 : e; - h = y[V2 >> 2]; - j = y[V2 + 4 >> 2]; - b2 = ve(x2, p, 63); - e = U; - b2 = ve(x2, p, 56) ^ b2; - o2 = U ^ e; - e = p >>> 7 | 0; - p = ((p & 127) << 25 | x2 >>> 7) ^ b2; - f = p + t2 | 0; - b2 = (e ^ o2) + l | 0; - e = (f >>> 0 < p >>> 0 ? b2 + 1 | 0 : b2) + j | 0; - b2 = f + h | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = ve(i3, g, 45); - h = U; - k = b2; - b2 = g >>> 6 | 0; - g = ((g & 63) << 26 | i3 >>> 6) ^ (ve(i3, g, 3) ^ f); - f = k + g | 0; - e = (b2 ^ (U ^ h)) + e | 0; - y[u + 248 >> 2] = f; - y[u + 252 >> 2] = f >>> 0 < g >>> 0 ? e + 1 | 0 : e; - continue; - } - break; - } - e = b2 + y[a2 + 4 >> 2] | 0; - b2 = f + y[a2 >> 2] | 0; - e = b2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - y[a2 >> 2] = b2; - y[a2 + 4 >> 2] = e; - b2 = y[a2 + 12 >> 2] + y[d + 12 >> 2] | 0; - e = y[d + 8 >> 2]; - c2 = e + y[a2 + 8 >> 2] | 0; - y[a2 + 8 >> 2] = c2; - y[a2 + 12 >> 2] = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - e = y[a2 + 20 >> 2] + y[d + 20 >> 2] | 0; - c2 = y[d + 16 >> 2]; - b2 = c2 + y[a2 + 16 >> 2] | 0; - y[a2 + 16 >> 2] = b2; - y[a2 + 20 >> 2] = b2 >>> 0 < c2 >>> 0 ? e + 1 | 0 : e; - e = y[a2 + 28 >> 2] + y[d + 28 >> 2] | 0; - c2 = y[d + 24 >> 2]; - b2 = c2 + y[a2 + 24 >> 2] | 0; - y[a2 + 24 >> 2] = b2; - y[a2 + 28 >> 2] = b2 >>> 0 < c2 >>> 0 ? e + 1 | 0 : e; - b2 = y[a2 + 36 >> 2] + y[d + 36 >> 2] | 0; - e = y[d + 32 >> 2]; - c2 = e + y[a2 + 32 >> 2] | 0; - y[a2 + 32 >> 2] = c2; - y[a2 + 36 >> 2] = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - e = y[a2 + 44 >> 2] + y[d + 44 >> 2] | 0; - c2 = y[d + 40 >> 2]; - b2 = c2 + y[a2 + 40 >> 2] | 0; - y[a2 + 40 >> 2] = b2; - y[a2 + 44 >> 2] = b2 >>> 0 < c2 >>> 0 ? e + 1 | 0 : e; - b2 = y[a2 + 52 >> 2] + y[d + 52 >> 2] | 0; - e = y[d + 48 >> 2]; - c2 = e + y[a2 + 48 >> 2] | 0; - y[a2 + 48 >> 2] = c2; - y[a2 + 52 >> 2] = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - e = y[a2 + 60 >> 2] + y[d + 60 >> 2] | 0; - c2 = y[d + 56 >> 2]; - b2 = c2 + y[a2 + 56 >> 2] | 0; - y[a2 + 56 >> 2] = b2; - y[a2 + 60 >> 2] = b2 >>> 0 < c2 >>> 0 ? e + 1 | 0 : e; - } - function jb(a2) { - var b2 = 0, c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, y2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, T2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0; - q = z[a2 + 44 | 0] | z[a2 + 45 | 0] << 8 | (z[a2 + 46 | 0] << 16 | z[a2 + 47 | 0] << 24); - e = q >>> 5 & 2097151; - I2 = (z[a2 + 60 | 0] | z[a2 + 61 | 0] << 8 | (z[a2 + 62 | 0] << 16 | z[a2 + 63 | 0] << 24)) >>> 3 | 0; - d = te(I2, 0, -683901, -1); - b2 = z[a2 + 44 | 0]; - c2 = b2 << 16 & 2031616 | (z[a2 + 42 | 0] | z[a2 + 43 | 0] << 8); - k = d + c2 | 0; - b2 = U; - b2 = c2 >>> 0 > k >>> 0 ? b2 + 1 | 0 : b2; - i3 = b2; - b2 = b2 - ((k >>> 0 < 4293918720) - 1 | 0) | 0; - n2 = b2; - d = b2 >> 21; - c2 = e; - g = k - -1048576 | 0; - e = (b2 & 2097151) << 11 | g >>> 21; - b2 = c2 + e | 0; - c2 = d; - c2 = b2 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - x2 = c2; - H2 = b2; - o2 = te(b2, c2, -683901, -1); - j = U; - J2 = (z[a2 + 49 | 0] | z[a2 + 50 | 0] << 8 | (z[a2 + 51 | 0] << 16 | z[a2 + 52 | 0] << 24)) >>> 7 & 2097151; - h = te(J2, 0, -997805, -1); - b2 = z[a2 + 27 | 0]; - d = 0; - p = z[a2 + 23 | 0] | z[a2 + 24 | 0] << 8 | (z[a2 + 25 | 0] << 16 | z[a2 + 26 | 0] << 24); - e = b2 << 8 | p >>> 24; - b2 = z[a2 + 28 | 0]; - c2 = 0; - b2 = e | b2 << 16; - c2 = c2 | d; - c2 = ((c2 & 3) << 30 | b2 >>> 2) & 2097151; - d = c2 + h | 0; - b2 = U; - b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - l = z[a2 + 52 | 0] | z[a2 + 53 | 0] << 8 | (z[a2 + 54 | 0] << 16 | z[a2 + 55 | 0] << 24); - F2 = l >>> 4 & 2097151; - c2 = te(F2, 0, 654183, 0); - d = c2 + d | 0; - b2 = U + b2 | 0; - h = d; - d = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - c2 = z[a2 + 48 | 0]; - b2 = 0; - f = c2 << 8 | q >>> 24; - e = z[a2 + 49 | 0]; - e = e << 16; - q = b2 | b2; - c2 = e | f; - K2 = ((q & 3) << 30 | c2 >>> 2) & 2097151; - b2 = te(K2, 0, 136657, 0); - c2 = b2 + h | 0; - d = U + d | 0; - d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; - L2 = (z[a2 + 57 | 0] | z[a2 + 58 | 0] << 8 | (z[a2 + 59 | 0] << 16 | z[a2 + 60 | 0] << 24)) >>> 6 & 2097151; - b2 = te(L2, 0, 666643, 0); - e = b2 + c2 | 0; - c2 = U + d | 0; - h = e; - d = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - b2 = z[a2 + 56 | 0]; - c2 = 0; - f = b2 << 8 | l >>> 24; - e = z[a2 + 57 | 0]; - b2 = 0; - e = e << 16; - l = b2 | c2; - c2 = e | f; - M2 = ((l & 1) << 31 | c2 >>> 1) & 2097151; - c2 = te(M2, 0, 470296, 0); - e = c2 + h | 0; - b2 = U + d | 0; - d = e; - b2 = d >>> 0 < c2 >>> 0 ? b2 + 1 | 0 : b2; - c2 = b2 + j | 0; - e = d + o2 | 0; - c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - r = d - -1048576 | 0; - d = b2 - ((d >>> 0 < 4293918720) - 1 | 0) | 0; - y2 = d; - b2 = r & -2097152; - j = e - b2 | 0; - o2 = c2 - ((b2 >>> 0 > e >>> 0) + d | 0) | 0; - c2 = te(J2, 0, 654183, 0); - d = c2 + (p >>> 5 & 2097151) | 0; - b2 = U; - b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - d = te(F2, 0, 470296, 0); - e = c2 + d | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(K2, N2, -997805, -1); - d = b2 + e | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = d; - d = te(M2, O2, 666643, 0); - e = b2 + d | 0; - b2 = U + c2 | 0; - f = e; - e = d >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; - d = te(J2, 0, 470296, 0); - b2 = z[a2 + 23 | 0]; - b2 = b2 << 16 & 2031616 | (z[a2 + 21 | 0] | z[a2 + 22 | 0] << 8); - h = d + b2 | 0; - d = U; - d = b2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - c2 = te(F2, 0, 666643, 0); - h = c2 + h | 0; - b2 = U + d | 0; - d = te(K2, N2, 654183, 0); - p = d + h | 0; - c2 = U + (c2 >>> 0 > h >>> 0 ? b2 + 1 | 0 : b2) | 0; - c2 = d >>> 0 > p >>> 0 ? c2 + 1 | 0 : c2; - l = c2; - c2 = c2 - ((p >>> 0 < 4293918720) - 1 | 0) | 0; - E2 = c2; - b2 = c2 >>> 21 | 0; - h = p - -1048576 | 0; - c2 = (c2 & 2097151) << 11 | h >>> 21; - f = c2 + f | 0; - b2 = b2 + e | 0; - b2 = c2 >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; - d = b2; - c2 = b2 - ((f >>> 0 < 4293918720) - 1 | 0) | 0; - m2 = c2; - b2 = j; - e = f - -1048576 | 0; - j = (c2 & 2097151) << 11 | e >>> 21; - s2 = b2 + j | 0; - c2 = (c2 >> 21) + o2 | 0; - c2 = j >>> 0 > s2 >>> 0 ? c2 + 1 | 0 : c2; - j = c2 - ((s2 >>> 0 < 4293918720) - 1 | 0) | 0; - q = j; - o2 = s2 - -1048576 | 0; - b2 = o2 & -2097152; - G2 = s2 - b2 | 0; - P2 = c2 - ((b2 >>> 0 > s2 >>> 0) + j | 0) | 0; - b2 = te(H2, x2, 136657, 0); - c2 = b2 + f | 0; - d = U + d | 0; - d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; - b2 = e & -2097152; - v2 = c2 - b2 | 0; - t2 = d - ((b2 >>> 0 > c2 >>> 0) + m2 | 0) | 0; - b2 = g & -2097152; - s2 = k - b2 | 0; - n2 = i3 - ((b2 >>> 0 > k >>> 0) + n2 | 0) | 0; - i3 = te(I2, 0, 136657, 0); - b2 = z[a2 + 40 | 0]; - c2 = 0; - g = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); - e = b2 << 8 | g >>> 24; - b2 = z[a2 + 41 | 0]; - d = 0; - b2 = e | b2 << 16; - d = c2 | d; - c2 = d >>> 3 | 0; - d = (d & 7) << 29 | b2 >>> 3; - e = d + i3 | 0; - b2 = c2 + U | 0; - b2 = d >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; - c2 = te(L2, 0, -683901, -1); - d = c2 + e | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - f = d; - c2 = te(I2, 0, -997805, -1); - e = c2 + (g >>> 6 & 2097151) | 0; - d = U; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - c2 = e; - e = te(L2, 0, 136657, 0); - g = c2 + e | 0; - c2 = U + d | 0; - d = te(M2, O2, -683901, -1); - A2 = d + g | 0; - c2 = U + (e >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2) | 0; - c2 = d >>> 0 > A2 >>> 0 ? c2 + 1 | 0 : c2; - j = c2; - d = c2 - ((A2 >>> 0 < 4293918720) - 1 | 0) | 0; - S2 = d; - c2 = d >> 21; - k = A2 - -1048576 | 0; - d = (d & 2097151) << 11 | k >>> 21; - m2 = d + f | 0; - b2 = b2 + c2 | 0; - b2 = d >>> 0 > m2 >>> 0 ? b2 + 1 | 0 : b2; - g = b2; - b2 = b2 - ((m2 >>> 0 < 4293918720) - 1 | 0) | 0; - B2 = b2; - c2 = b2 >> 21; - f = m2 - -1048576 | 0; - d = (b2 & 2097151) << 11 | f >>> 21; - b2 = d + s2 | 0; - c2 = c2 + n2 | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - D2 = c2; - C2 = b2; - c2 = te(b2, c2, -683901, -1); - d = c2 + v2 | 0; - b2 = U + t2 | 0; - u = d; - e = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - b2 = h & -2097152; - s2 = p - b2 | 0; - n2 = l - ((E2 & 4095) + (b2 >>> 0 > p >>> 0) | 0) | 0; - p = te(J2, 0, 666643, 0); - c2 = z[a2 + 19 | 0]; - b2 = 0; - l = z[a2 + 15 | 0] | z[a2 + 16 | 0] << 8 | (z[a2 + 17 | 0] << 16 | z[a2 + 18 | 0] << 24); - h = c2 << 8 | l >>> 24; - d = b2; - b2 = z[a2 + 20 | 0]; - c2 = 0; - b2 = b2 << 16; - d = c2 | d; - c2 = b2 | h; - c2 = (d & 7) << 29 | c2 >>> 3; - h = c2 + p | 0; - d = U + (d >>> 3 | 0) | 0; - d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - b2 = te(K2, N2, 470296, 0); - h = b2 + h | 0; - c2 = U + d | 0; - b2 = b2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - d = te(K2, N2, 666643, 0); - v2 = d + (l >>> 6 & 2097151) | 0; - c2 = U; - c2 = d >>> 0 > v2 >>> 0 ? c2 + 1 | 0 : c2; - p = c2; - d = c2 - ((v2 >>> 0 < 4293918720) - 1 | 0) | 0; - T2 = d; - c2 = d >>> 21 | 0; - i3 = v2 - -1048576 | 0; - d = (d & 2097151) << 11 | i3 >>> 21; - t2 = d + h | 0; - b2 = b2 + c2 | 0; - b2 = d >>> 0 > t2 >>> 0 ? b2 + 1 | 0 : b2; - l = b2; - b2 = b2 - ((t2 >>> 0 < 4293918720) - 1 | 0) | 0; - V2 = b2; - c2 = b2 >>> 21 | 0; - h = t2 - -1048576 | 0; - b2 = (b2 & 2097151) << 11 | h >>> 21; - d = b2 + s2 | 0; - c2 = c2 + n2 | 0; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = d; - d = te(H2, x2, -997805, -1); - n2 = b2 + d | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 > n2 >>> 0 ? b2 + 1 | 0 : b2; - d = f & -2097152; - c2 = m2 - d | 0; - E2 = c2; - f = g - ((d >>> 0 > m2 >>> 0) + B2 | 0) | 0; - Q2 = f; - d = te(C2, D2, 136657, 0); - g = d + n2 | 0; - b2 = U + b2 | 0; - b2 = d >>> 0 > g >>> 0 ? b2 + 1 | 0 : b2; - d = te(c2, f, -683901, -1); - n2 = d + g | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; - g = c2; - b2 = c2 - ((n2 >>> 0 < 4293918720) - 1 | 0) | 0; - B2 = b2; - f = n2 - -1048576 | 0; - c2 = (b2 & 2097151) << 11 | f >>> 21; - m2 = c2 + u | 0; - b2 = (b2 >> 21) + e | 0; - b2 = c2 >>> 0 > m2 >>> 0 ? b2 + 1 | 0 : b2; - c2 = b2 - ((m2 >>> 0 < 4293918720) - 1 | 0) | 0; - u = c2; - e = m2 - -1048576 | 0; - s2 = (c2 & 2097151) << 11 | e >>> 21; - G2 = s2 + G2 | 0; - c2 = (c2 >> 21) + P2 | 0; - W2 = G2; - s2 = s2 >>> 0 > G2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = e & -2097152; - X = m2 - c2 | 0; - Y = b2 - ((c2 >>> 0 > m2 >>> 0) + u | 0) | 0; - b2 = f & -2097152; - G2 = n2 - b2 | 0; - P2 = g - ((b2 >>> 0 > n2 >>> 0) + B2 | 0) | 0; - b2 = te(H2, x2, 654183, 0); - c2 = h & -2097152; - d = b2 + (t2 - c2 | 0) | 0; - c2 = U + (l - ((V2 & 2147483647) + (c2 >>> 0 > t2 >>> 0) | 0) | 0) | 0; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(C2, D2, -997805, -1); - d = b2 + d | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = d; - d = te(E2, Q2, 136657, 0); - e = b2 + d | 0; - b2 = U + c2 | 0; - u = e; - g = d >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; - b2 = k & -2097152; - t2 = A2 - b2 | 0; - m2 = j - ((b2 >>> 0 > A2 >>> 0) + S2 | 0) | 0; - l = te(F2, 0, -683901, -1); - c2 = z[a2 + 35 | 0]; - b2 = 0; - h = z[a2 + 31 | 0] | z[a2 + 32 | 0] << 8 | (z[a2 + 33 | 0] << 16 | z[a2 + 34 | 0] << 24); - e = c2 << 8 | h >>> 24; - d = b2; - b2 = z[a2 + 36 | 0]; - c2 = 0; - b2 = b2 << 16 | e; - c2 = c2 | d; - b2 = ((c2 & 1) << 31 | b2 >>> 1) & 2097151; - c2 = b2 + l | 0; - d = U; - d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; - b2 = te(I2, 0, 654183, 0); - e = b2 + c2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = te(L2, 0, -997805, -1); - e = d + e | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; - c2 = te(M2, O2, 136657, 0); - d = c2 + e | 0; - b2 = U + b2 | 0; - f = d; - e = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - b2 = te(J2, 0, -683901, -1); - d = b2 + (h >>> 4 & 2097151) | 0; - c2 = U; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(F2, 0, 136657, 0); - h = b2 + d | 0; - d = U + c2 | 0; - d = b2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - b2 = te(I2, 0, 470296, 0); - h = b2 + h | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - d = te(L2, 0, 654183, 0); - h = d + h | 0; - b2 = U + c2 | 0; - c2 = te(M2, O2, -997805, -1); - j = c2 + h | 0; - b2 = U + (d >>> 0 > h >>> 0 ? b2 + 1 | 0 : b2) | 0; - b2 = c2 >>> 0 > j >>> 0 ? b2 + 1 | 0 : b2; - l = b2; - c2 = b2 - ((j >>> 0 < 4293918720) - 1 | 0) | 0; - Z = c2; - b2 = c2 >> 21; - h = j - -1048576 | 0; - c2 = (c2 & 2097151) << 11 | h >>> 21; - k = c2 + f | 0; - d = b2 + e | 0; - d = c2 >>> 0 > k >>> 0 ? d + 1 | 0 : d; - c2 = d - ((k >>> 0 < 4293918720) - 1 | 0) | 0; - n2 = c2; - b2 = c2 >> 21; - f = k - -1048576 | 0; - e = (c2 & 2097151) << 11 | f >>> 21; - c2 = e + t2 | 0; - b2 = b2 + m2 | 0; - b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - B2 = b2; - e = u; - u = c2; - b2 = te(c2, b2, -683901, -1); - e = e + b2 | 0; - c2 = U + g | 0; - m2 = e; - e = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(H2, x2, 470296, 0); - c2 = i3 & -2097152; - g = b2 + (v2 - c2 | 0) | 0; - c2 = U + (p - ((T2 & 2047) + (c2 >>> 0 > v2 >>> 0) | 0) | 0) | 0; - c2 = b2 >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; - b2 = g; - g = te(C2, D2, 654183, 0); - i3 = b2 + g | 0; - b2 = U + c2 | 0; - b2 = g >>> 0 > i3 >>> 0 ? b2 + 1 | 0 : b2; - g = te(E2, Q2, -997805, -1); - i3 = g + i3 | 0; - c2 = U + b2 | 0; - c2 = g >>> 0 > i3 >>> 0 ? c2 + 1 | 0 : c2; - b2 = f & -2097152; - f = k - b2 | 0; - A2 = f; - g = d - ((b2 >>> 0 > k >>> 0) + n2 | 0) | 0; - R2 = g; - d = te(u, B2, 136657, 0); - i3 = d + i3 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 > i3 >>> 0 ? b2 + 1 | 0 : b2; - d = te(f, g, -683901, -1); - p = d + i3 | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 > p >>> 0 ? c2 + 1 | 0 : c2; - g = c2; - b2 = c2 - ((p >>> 0 < 4293918720) - 1 | 0) | 0; - t2 = b2; - f = p - -1048576 | 0; - c2 = (b2 & 2097151) << 11 | f >>> 21; - i3 = c2 + m2 | 0; - b2 = (b2 >> 21) + e | 0; - b2 = c2 >>> 0 > i3 >>> 0 ? b2 + 1 | 0 : b2; - c2 = b2 - ((i3 >>> 0 < 4293918720) - 1 | 0) | 0; - m2 = c2; - e = i3 - -1048576 | 0; - k = (c2 & 2097151) << 11 | e >>> 21; - n2 = k + G2 | 0; - c2 = (c2 >> 21) + P2 | 0; - S2 = n2; - n2 = k >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = e & -2097152; - T2 = i3 - c2 | 0; - V2 = b2 - ((c2 >>> 0 > i3 >>> 0) + m2 | 0) | 0; - b2 = f & -2097152; - G2 = p - b2 | 0; - P2 = g - ((b2 >>> 0 > p >>> 0) + t2 | 0) | 0; - g = te(H2, x2, 666643, 0); - c2 = z[a2 + 14 | 0]; - b2 = 0; - m2 = z[a2 + 10 | 0] | z[a2 + 11 | 0] << 8 | (z[a2 + 12 | 0] << 16 | z[a2 + 13 | 0] << 24); - e = c2 << 8 | m2 >>> 24; - d = b2; - b2 = z[a2 + 15 | 0]; - c2 = 0; - b2 = b2 << 16 | e; - c2 = c2 | d; - b2 = ((c2 & 1) << 31 | b2 >>> 1) & 2097151; - c2 = b2 + g | 0; - d = U; - d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; - b2 = c2; - c2 = te(C2, D2, 470296, 0); - e = b2 + c2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; - c2 = te(E2, Q2, 654183, 0); - d = c2 + e | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - d = te(u, B2, -997805, -1); - e = c2 + d | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(A2, R2, 136657, 0); - d = b2 + e | 0; - c2 = U + c2 | 0; - p = d; - e = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = h & -2097152; - h = j - b2 | 0; - g = l - ((b2 >>> 0 > j >>> 0) + Z | 0) | 0; - d = te(J2, 0, 136657, 0); - b2 = U; - c2 = (z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24)) >>> 7 & 2097151; - d = c2 + d | 0; - b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - d = te(F2, 0, -997805, -1); - f = c2 + d | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(K2, N2, -683901, -1); - d = b2 + f | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(I2, 0, 666643, 0); - f = b2 + d | 0; - d = U + c2 | 0; - d = b2 >>> 0 > f >>> 0 ? d + 1 | 0 : d; - c2 = te(L2, 0, 470296, 0); - f = c2 + f | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; - c2 = te(M2, O2, 654183, 0); - d = c2 + f | 0; - b2 = U + b2 | 0; - f = (y2 & 2097151) << 11 | r >>> 21; - r = f + d | 0; - c2 = (y2 >> 21) + (c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2) | 0; - c2 = f >>> 0 > r >>> 0 ? c2 + 1 | 0 : c2; - k = c2; - b2 = c2 - ((r >>> 0 < 4293918720) - 1 | 0) | 0; - y2 = b2; - i3 = r - -1048576 | 0; - f = (b2 & 2097151) << 11 | i3 >>> 21; - c2 = f + h | 0; - b2 = (b2 >> 21) + g | 0; - b2 = c2 >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - v2 = b2; - t2 = c2; - c2 = te(c2, b2, -683901, -1); - d = c2 + p | 0; - b2 = U + e | 0; - f = d; - e = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - b2 = te(C2, D2, 666643, 0); - d = b2 + (m2 >>> 4 & 2097151) | 0; - c2 = U; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(E2, Q2, 470296, 0); - d = b2 + d | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(u, B2, 654183, 0); - g = b2 + d | 0; - d = U + c2 | 0; - d = b2 >>> 0 > g >>> 0 ? d + 1 | 0 : d; - c2 = te(A2, R2, -997805, -1); - g = c2 + g | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 > g >>> 0 ? b2 + 1 | 0 : b2; - c2 = te(t2, v2, 136657, 0); - j = c2 + g | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 > j >>> 0 ? b2 + 1 | 0 : b2; - l = b2; - c2 = b2 - ((j >>> 0 < 4293918720) - 1 | 0) | 0; - D2 = c2; - b2 = f; - h = j - -1048576 | 0; - f = (c2 & 2097151) << 11 | h >>> 21; - d = b2 + f | 0; - c2 = (c2 >> 21) + e | 0; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - e = c2 - ((d >>> 0 < 4293918720) - 1 | 0) | 0; - C2 = e; - b2 = e >> 21; - g = d - -1048576 | 0; - e = (e & 2097151) << 11 | g >>> 21; - f = e + G2 | 0; - b2 = b2 + P2 | 0; - H2 = f; - p = e >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; - f = d; - d = c2; - c2 = i3 & -2097152; - i3 = (q & 2097151) << 11 | o2 >>> 21; - e = (r - c2 | 0) + i3 | 0; - c2 = (k - ((c2 >>> 0 > r >>> 0) + y2 | 0) | 0) + (q >> 21) | 0; - c2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - c2 = c2 - ((e >>> 0 < 4293918720) - 1 | 0) | 0; - F2 = c2; - b2 = c2 >> 21; - o2 = b2; - y2 = e - -1048576 | 0; - x2 = (c2 & 2097151) << 11 | y2 >>> 21; - b2 = te(x2, b2, -683901, -1); - c2 = b2 + f | 0; - d = U + d | 0; - d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; - b2 = g & -2097152; - N2 = c2 - b2 | 0; - O2 = d - ((b2 >>> 0 > c2 >>> 0) + C2 | 0) | 0; - b2 = te(x2, o2, 136657, 0); - c2 = l + U | 0; - d = b2 + j | 0; - c2 = d >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - b2 = h & -2097152; - C2 = d - b2 | 0; - r = c2 - ((b2 >>> 0 > d >>> 0) + D2 | 0) | 0; - c2 = te(E2, Q2, 666643, 0); - d = U; - b2 = (z[a2 + 7 | 0] | z[a2 + 8 | 0] << 8 | (z[a2 + 9 | 0] << 16 | z[a2 + 10 | 0] << 24)) >>> 7 & 2097151; - c2 = b2 + c2 | 0; - d = b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; - b2 = te(u, B2, 470296, 0); - f = b2 + c2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(A2, R2, 654183, 0); - d = b2 + f | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = d; - d = te(t2, v2, -997805, -1); - f = b2 + d | 0; - b2 = U + c2 | 0; - i3 = f; - f = d >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; - l = te(u, B2, 666643, 0); - c2 = z[a2 + 6 | 0]; - b2 = 0; - D2 = z[a2 + 2 | 0] | z[a2 + 3 | 0] << 8 | (z[a2 + 4 | 0] << 16 | z[a2 + 5 | 0] << 24); - g = c2 << 8 | D2 >>> 24; - d = b2; - b2 = z[a2 + 7 | 0]; - c2 = 0; - b2 = b2 << 16 | g; - c2 = c2 | d; - c2 = ((c2 & 3) << 30 | b2 >>> 2) & 2097151; - d = c2 + l | 0; - b2 = U; - b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - c2 = te(A2, R2, 470296, 0); - g = c2 + d | 0; - d = U + b2 | 0; - d = c2 >>> 0 > g >>> 0 ? d + 1 | 0 : d; - c2 = te(t2, v2, 654183, 0); - k = c2 + g | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 > k >>> 0 ? b2 + 1 | 0 : b2; - l = b2; - b2 = b2 - ((k >>> 0 < 4293918720) - 1 | 0) | 0; - q = b2; - d = b2 >> 21; - h = k - -1048576 | 0; - b2 = (b2 & 2097151) << 11 | h >>> 21; - g = b2 + i3 | 0; - c2 = d + f | 0; - c2 = b2 >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2 - ((g >>> 0 < 4293918720) - 1 | 0) | 0; - j = b2; - f = g - -1048576 | 0; - i3 = (b2 & 2097151) << 11 | f >>> 21; - u = i3 + C2 | 0; - b2 = (b2 >> 21) + r | 0; - C2 = u; - i3 = i3 >>> 0 > u >>> 0 ? b2 + 1 | 0 : b2; - b2 = te(x2, o2, -997805, -1); - d = b2 + g | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = f & -2097152; - E2 = d - b2 | 0; - B2 = c2 - ((b2 >>> 0 > d >>> 0) + j | 0) | 0; - c2 = te(x2, o2, 654183, 0); - b2 = l + U | 0; - d = c2 + k | 0; - b2 = d >>> 0 < k >>> 0 ? b2 + 1 | 0 : b2; - c2 = h & -2097152; - u = d - c2 | 0; - r = b2 - ((c2 >>> 0 > d >>> 0) + q | 0) | 0; - b2 = te(A2, R2, 666643, 0); - d = b2 + (D2 >>> 5 & 2097151) | 0; - c2 = U; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(t2, v2, 470296, 0); - d = b2 + d | 0; - c2 = U + c2 | 0; - g = d; - d = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - f = te(t2, v2, 666643, 0); - b2 = z[a2 + 2 | 0]; - c2 = b2 << 16 & 2031616 | (z[a2 | 0] | z[a2 + 1 | 0] << 8); - j = f + c2 | 0; - b2 = U; - b2 = c2 >>> 0 > j >>> 0 ? b2 + 1 | 0 : b2; - l = b2; - b2 = b2 - ((j >>> 0 < 4293918720) - 1 | 0) | 0; - v2 = b2; - h = j - -1048576 | 0; - f = (b2 & 2097151) << 11 | h >>> 21; - k = f + g | 0; - b2 = (b2 >> 21) + d | 0; - b2 = f >>> 0 > k >>> 0 ? b2 + 1 | 0 : b2; - d = b2; - b2 = b2 - ((k >>> 0 < 4293918720) - 1 | 0) | 0; - q = b2; - g = k - -1048576 | 0; - f = (b2 & 2097151) << 11 | g >>> 21; - t2 = f + u | 0; - b2 = (b2 >> 21) + r | 0; - f = f >>> 0 > t2 >>> 0 ? b2 + 1 | 0 : b2; - b2 = te(x2, o2, 470296, 0); - d = d + U | 0; - c2 = b2 + k | 0; - d = c2 >>> 0 < k >>> 0 ? d + 1 | 0 : d; - b2 = g & -2097152; - k = c2 - b2 | 0; - g = d - ((b2 >>> 0 > c2 >>> 0) + q | 0) | 0; - c2 = te(x2, o2, 666643, 0); - d = h & -2097152; - r = c2 + (j - d | 0) | 0; - b2 = U + (l - ((d >>> 0 > j >>> 0) + v2 | 0) | 0) | 0; - b2 = c2 >>> 0 > r >>> 0 ? b2 + 1 | 0 : b2; - d = b2 >> 21; - b2 = (b2 & 2097151) << 11 | r >>> 21; - q = b2 + k | 0; - c2 = d + g | 0; - c2 = b2 >>> 0 > q >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2 >> 21; - c2 = (c2 & 2097151) << 11 | q >>> 21; - o2 = c2 + t2 | 0; - b2 = b2 + f | 0; - b2 = c2 >>> 0 > o2 >>> 0 ? b2 + 1 | 0 : b2; - c2 = b2 >> 21; - b2 = (b2 & 2097151) << 11 | o2 >>> 21; - f = b2 + E2 | 0; - c2 = c2 + B2 | 0; - c2 = b2 >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2 >> 21; - c2 = (c2 & 2097151) << 11 | f >>> 21; - j = c2 + C2 | 0; - d = b2 + i3 | 0; - d = c2 >>> 0 > j >>> 0 ? d + 1 | 0 : d; - c2 = d >> 21; - d = (d & 2097151) << 11 | j >>> 21; - k = d + N2 | 0; - b2 = c2 + O2 | 0; - b2 = d >>> 0 > k >>> 0 ? b2 + 1 | 0 : b2; - d = b2 >> 21; - b2 = (b2 & 2097151) << 11 | k >>> 21; - g = b2 + H2 | 0; - c2 = d + p | 0; - p = g; - c2 = b2 >>> 0 > g >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2 >> 21; - c2 = (c2 & 2097151) << 11 | g >>> 21; - i3 = c2 + T2 | 0; - b2 = b2 + V2 | 0; - b2 = c2 >>> 0 > i3 >>> 0 ? b2 + 1 | 0 : b2; - c2 = b2 >> 21; - b2 = (b2 & 2097151) << 11 | i3 >>> 21; - l = b2 + S2 | 0; - c2 = c2 + n2 | 0; - c2 = b2 >>> 0 > l >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2 >> 21; - c2 = (c2 & 2097151) << 11 | l >>> 21; - h = c2 + X | 0; - d = b2 + Y | 0; - d = c2 >>> 0 > h >>> 0 ? d + 1 | 0 : d; - c2 = d >> 21; - d = (d & 2097151) << 11 | h >>> 21; - g = d + W2 | 0; - b2 = c2 + s2 | 0; - c2 = y2 & -2097152; - n2 = e - c2 | 0; - b2 = d >>> 0 > g >>> 0 ? b2 + 1 | 0 : b2; - y2 = n2 + ((b2 & 2097151) << 11 | g >>> 21) | 0; - b2 = (m2 - ((c2 >>> 0 > e >>> 0) + F2 | 0) | 0) + (b2 >> 21) | 0; - b2 = n2 >>> 0 > y2 >>> 0 ? b2 + 1 | 0 : b2; - s2 = (b2 & 2097151) << 11 | y2 >>> 21; - c2 = b2 >> 21; - m2 = c2; - b2 = te(s2, c2, 666643, 0); - c2 = r & 2097151; - r = b2 + c2 | 0; - b2 = U; - b2 = c2 >>> 0 > r >>> 0 ? b2 + 1 | 0 : b2; - e = b2; - w[a2 | 0] = r; - w[a2 + 1 | 0] = (b2 & 255) << 24 | r >>> 8; - b2 = q & 2097151; - c2 = te(s2, m2, 470296, 0) + b2 | 0; - d = U; - n2 = (e & 2097151) << 11 | r >>> 21; - q = n2 + c2 | 0; - b2 = (e >> 21) + (b2 >>> 0 > c2 >>> 0 ? d + 1 | 0 : d) | 0; - b2 = n2 >>> 0 > q >>> 0 ? b2 + 1 | 0 : b2; - w[a2 + 4 | 0] = (b2 & 2047) << 21 | q >>> 11; - c2 = b2; - d = q; - w[a2 + 3 | 0] = (b2 & 7) << 29 | d >>> 3; - w[a2 + 2 | 0] = ((e & 65535) << 16 | r >>> 16) & 31 | d << 5; - e = o2 & 2097151; - o2 = te(s2, m2, 654183, 0) + e | 0; - b2 = U; - e = e >>> 0 > o2 >>> 0 ? b2 + 1 | 0 : b2; - q = (c2 & 2097151) << 11 | d >>> 21; - o2 = q + o2 | 0; - c2 = (c2 >> 21) + e | 0; - c2 = o2 >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2; - w[a2 + 6 | 0] = (b2 & 63) << 26 | o2 >>> 6; - e = o2; - w[a2 + 5 | 0] = e << 2 | (d & 1572864) >>> 19; - d = f & 2097151; - f = te(s2, m2, -997805, -1) + d | 0; - c2 = U; - c2 = d >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; - d = b2; - b2 = b2 >> 21; - o2 = (d & 2097151) << 11 | e >>> 21; - f = o2 + f | 0; - d = b2 + c2 | 0; - d = f >>> 0 < o2 >>> 0 ? d + 1 | 0 : d; - w[a2 + 9 | 0] = (d & 511) << 23 | f >>> 9; - w[a2 + 8 | 0] = (d & 1) << 31 | f >>> 1; - w[a2 + 7 | 0] = f << 7 | (e & 2080768) >>> 14; - c2 = j & 2097151; - e = te(s2, m2, 136657, 0) + c2 | 0; - b2 = U; - b2 = c2 >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - d = c2 >> 21; - j = (c2 & 2097151) << 11 | f >>> 21; - e = j + e | 0; - c2 = b2 + d | 0; - c2 = e >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - w[a2 + 12 | 0] = (c2 & 4095) << 20 | e >>> 12; - d = e; - w[a2 + 11 | 0] = (c2 & 15) << 28 | d >>> 4; - w[a2 + 10 | 0] = d << 4 | (f & 1966080) >>> 17; - e = k & 2097151; - f = te(s2, m2, -683901, -1) + e | 0; - b2 = U; - b2 = e >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; - e = c2; - c2 = c2 >> 21; - u = f; - f = (e & 2097151) << 11 | d >>> 21; - e = u + f | 0; - c2 = b2 + c2 | 0; - c2 = e >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - w[a2 + 14 | 0] = (c2 & 127) << 25 | e >>> 7; - w[a2 + 13 | 0] = e << 1 | (d & 1048576) >>> 20; - b2 = c2 >> 21; - c2 = (c2 & 2097151) << 11 | e >>> 21; - f = c2 + (p & 2097151) | 0; - d = c2 >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; - w[a2 + 17 | 0] = (d & 1023) << 22 | f >>> 10; - w[a2 + 16 | 0] = (d & 3) << 30 | f >>> 2; - w[a2 + 15 | 0] = f << 6 | (e & 2064384) >>> 15; - b2 = d >> 21; - c2 = (d & 2097151) << 11 | f >>> 21; - d = c2 + (i3 & 2097151) | 0; - b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - w[a2 + 20 | 0] = (b2 & 8191) << 19 | d >>> 13; - w[a2 + 19 | 0] = (b2 & 31) << 27 | d >>> 5; - c2 = l & 2097151; - l = (b2 & 2097151) << 11 | d >>> 21; - e = c2 + l | 0; - c2 = b2 >> 21; - c2 = e >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - l = e; - w[a2 + 21 | 0] = e; - w[a2 + 18 | 0] = d << 3 | (f & 1835008) >>> 18; - w[a2 + 22 | 0] = (c2 & 255) << 24 | e >>> 8; - f = (c2 & 2097151) << 11 | e >>> 21; - e = f + (h & 2097151) | 0; - d = c2 >> 21; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - w[a2 + 25 | 0] = (d & 2047) << 21 | e >>> 11; - w[a2 + 24 | 0] = (d & 7) << 29 | e >>> 3; - w[a2 + 23 | 0] = ((c2 & 65535) << 16 | l >>> 16) & 31 | e << 5; - b2 = d >> 21; - c2 = (d & 2097151) << 11 | e >>> 21; - d = c2 + (g & 2097151) | 0; - b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - w[a2 + 27 | 0] = (b2 & 63) << 26 | d >>> 6; - w[a2 + 26 | 0] = d << 2 | (e & 1572864) >>> 19; - c2 = b2; - b2 = b2 >> 21; - g = (c2 & 2097151) << 11 | d >>> 21; - f = y2 & 2097151; - e = g + f | 0; - c2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - w[a2 + 31 | 0] = (c2 & 131071) << 15 | e >>> 17; - b2 = e; - w[a2 + 30 | 0] = (c2 & 511) << 23 | b2 >>> 9; - w[a2 + 28 | 0] = b2 << 7 | (d & 2080768) >>> 14; - w[a2 + 29 | 0] = g + y2 >>> 1; - } - function Td(a2, b2) { - a2 = a2 | 0; - b2 = b2 | 0; - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0, fa2 = 0, ga2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, ka2 = 0, na2 = 0, oa2 = 0, pa2 = 0, ra2 = 0, sa2 = 0, ta2 = 0, ua2 = 0, va2 = 0, wa2 = 0, xa2 = 0, za2 = 0, Aa2 = 0, Ba2 = 0, Ca2 = 0, Da2 = 0, Ea2 = 0, Ga2 = 0, Ha2 = 0, Ia2 = 0, Ja2 = 0, Ka2 = 0, La2 = 0, Ma2 = 0, Na2 = 0, Oa2 = 0; - g = T - 256 | 0; - T = g; - Ga2 = -1; - a: { - if (kb(b2)) { - break a; - } - c2 = g + 96 | 0; - if (Rb(c2, b2)) { - break a; - } - e = T - 2048 | 0; - T = e; - f = e + 640 | 0; - la(f, c2); - b2 = c2; - c2 = y[b2 + 36 >> 2]; - y[e + 352 >> 2] = y[b2 + 32 >> 2]; - y[e + 356 >> 2] = c2; - c2 = y[b2 + 28 >> 2]; - y[e + 344 >> 2] = y[b2 + 24 >> 2]; - y[e + 348 >> 2] = c2; - c2 = y[b2 + 20 >> 2]; - y[e + 336 >> 2] = y[b2 + 16 >> 2]; - y[e + 340 >> 2] = c2; - c2 = y[b2 + 12 >> 2]; - y[e + 328 >> 2] = y[b2 + 8 >> 2]; - y[e + 332 >> 2] = c2; - c2 = y[b2 + 4 >> 2]; - y[e + 320 >> 2] = y[b2 >> 2]; - y[e + 324 >> 2] = c2; - c2 = y[b2 + 44 >> 2]; - y[e + 360 >> 2] = y[b2 + 40 >> 2]; - y[e + 364 >> 2] = c2; - c2 = y[b2 + 52 >> 2]; - y[e + 368 >> 2] = y[b2 + 48 >> 2]; - y[e + 372 >> 2] = c2; - c2 = y[b2 + 60 >> 2]; - y[e + 376 >> 2] = y[b2 + 56 >> 2]; - y[e + 380 >> 2] = c2; - c2 = b2 - -64 | 0; - d = y[c2 + 4 >> 2]; - y[e + 384 >> 2] = y[c2 >> 2]; - y[e + 388 >> 2] = d; - c2 = y[b2 + 76 >> 2]; - y[e + 392 >> 2] = y[b2 + 72 >> 2]; - y[e + 396 >> 2] = c2; - c2 = y[b2 + 84 >> 2]; - y[e + 400 >> 2] = y[b2 + 80 >> 2]; - y[e + 404 >> 2] = c2; - c2 = y[b2 + 92 >> 2]; - y[e + 408 >> 2] = y[b2 + 88 >> 2]; - y[e + 412 >> 2] = c2; - c2 = y[b2 + 100 >> 2]; - y[e + 416 >> 2] = y[b2 + 96 >> 2]; - y[e + 420 >> 2] = c2; - c2 = y[b2 + 108 >> 2]; - y[e + 424 >> 2] = y[b2 + 104 >> 2]; - y[e + 428 >> 2] = c2; - c2 = y[b2 + 116 >> 2]; - y[e + 432 >> 2] = y[b2 + 112 >> 2]; - y[e + 436 >> 2] = c2; - b2 = e + 480 | 0; - c2 = e + 320 | 0; - ya(b2, c2); - d = e + 160 | 0; - i3 = e + 600 | 0; - ea(d, b2, i3); - j = e + 520 | 0; - k = e + 560 | 0; - ea(e + 200 | 0, j, k); - ea(e + 240 | 0, k, i3); - ea(e + 280 | 0, b2, j); - ma(b2, d, f); - ea(c2, b2, i3); - s2 = e + 360 | 0; - ea(s2, j, k); - t2 = e + 400 | 0; - ea(t2, k, i3); - n2 = e + 440 | 0; - ea(n2, b2, j); - f = e + 800 | 0; - la(f, c2); - ma(b2, d, f); - ea(c2, b2, i3); - ea(s2, j, k); - ea(t2, k, i3); - ea(n2, b2, j); - f = e + 960 | 0; - la(f, c2); - ma(b2, d, f); - ea(c2, b2, i3); - ea(s2, j, k); - ea(t2, k, i3); - ea(n2, b2, j); - f = e + 1120 | 0; - la(f, c2); - ma(b2, d, f); - ea(c2, b2, i3); - ea(s2, j, k); - ea(t2, k, i3); - ea(n2, b2, j); - f = e + 1280 | 0; - la(f, c2); - ma(b2, d, f); - ea(c2, b2, i3); - ea(s2, j, k); - ea(t2, k, i3); - ea(n2, b2, j); - f = e + 1440 | 0; - la(f, c2); - ma(b2, d, f); - ea(c2, b2, i3); - ea(s2, j, k); - ea(t2, k, i3); - ea(n2, b2, j); - f = e + 1600 | 0; - la(f, c2); - ma(b2, d, f); - ea(c2, b2, i3); - ea(s2, j, k); - ea(t2, k, i3); - ea(n2, b2, j); - la(e + 1760 | 0, c2); - y[e + 32 >> 2] = 0; - y[e + 36 >> 2] = 0; - y[e + 24 >> 2] = 0; - y[e + 28 >> 2] = 0; - y[e + 16 >> 2] = 0; - y[e + 20 >> 2] = 0; - y[e + 8 >> 2] = 0; - y[e + 12 >> 2] = 0; - y[e >> 2] = 0; - y[e + 4 >> 2] = 0; - y[e + 44 >> 2] = 0; - y[e + 48 >> 2] = 0; - y[e + 40 >> 2] = 1; - y[e + 52 >> 2] = 0; - y[e + 56 >> 2] = 0; - y[e + 60 >> 2] = 0; - y[e + 64 >> 2] = 0; - y[e + 68 >> 2] = 0; - y[e + 72 >> 2] = 0; - y[e + 76 >> 2] = 0; - y[e + 80 >> 2] = 1; - o(e + 84 | 0, 0, 76); - m2 = e + 120 | 0; - r = e + 2008 | 0; - p = e + 1968 | 0; - c2 = e + 80 | 0; - d = e + 40 | 0; - f = 252; - while (1) { - b2 = y[e + 36 >> 2]; - y[e + 1960 >> 2] = y[e + 32 >> 2]; - y[e + 1964 >> 2] = b2; - b2 = y[e + 28 >> 2]; - y[e + 1952 >> 2] = y[e + 24 >> 2]; - y[e + 1956 >> 2] = b2; - b2 = y[e + 20 >> 2]; - y[e + 1944 >> 2] = y[e + 16 >> 2]; - y[e + 1948 >> 2] = b2; - b2 = y[e + 12 >> 2]; - y[e + 1936 >> 2] = y[e + 8 >> 2]; - y[e + 1940 >> 2] = b2; - b2 = y[e + 4 >> 2]; - y[e + 1928 >> 2] = y[e >> 2]; - y[e + 1932 >> 2] = b2; - b2 = d; - h = y[b2 + 36 >> 2]; - y[p + 32 >> 2] = y[b2 + 32 >> 2]; - y[p + 36 >> 2] = h; - h = y[b2 + 28 >> 2]; - y[p + 24 >> 2] = y[b2 + 24 >> 2]; - y[p + 28 >> 2] = h; - h = y[b2 + 20 >> 2]; - y[p + 16 >> 2] = y[b2 + 16 >> 2]; - y[p + 20 >> 2] = h; - h = y[b2 + 12 >> 2]; - y[p + 8 >> 2] = y[b2 + 8 >> 2]; - y[p + 12 >> 2] = h; - h = y[b2 + 4 >> 2]; - y[p >> 2] = y[b2 >> 2]; - y[p + 4 >> 2] = h; - b2 = c2; - h = y[b2 + 36 >> 2]; - y[r + 32 >> 2] = y[b2 + 32 >> 2]; - y[r + 36 >> 2] = h; - h = y[b2 + 28 >> 2]; - y[r + 24 >> 2] = y[b2 + 24 >> 2]; - y[r + 28 >> 2] = h; - h = y[b2 + 20 >> 2]; - y[r + 16 >> 2] = y[b2 + 16 >> 2]; - y[r + 20 >> 2] = h; - h = y[b2 + 12 >> 2]; - y[r + 8 >> 2] = y[b2 + 8 >> 2]; - y[r + 12 >> 2] = h; - h = y[b2 + 4 >> 2]; - y[r >> 2] = y[b2 >> 2]; - y[r + 4 >> 2] = h; - b2 = f; - f = w[b2 + 33408 | 0]; - h = e + 480 | 0; - ya(h, e + 1928 | 0); - b: { - if ((f | 0) > 0) { - u = e + 320 | 0; - ea(u, h, i3); - ea(s2, j, k); - ea(t2, k, i3); - ea(n2, h, j); - ma(h, u, (e + 640 | 0) + E((f & 254) >>> 1 | 0, 160) | 0); - break b; - } - if ((f | 0) >= 0) { - break b; - } - u = e + 320 | 0; - h = e + 480 | 0; - ea(u, h, i3); - ea(s2, j, k); - ea(t2, k, i3); - ea(n2, h, j); - Qb(h, u, (e + 640 | 0) + E((0 - f & 254) >>> 1 | 0, 160) | 0); - } - h = e + 480 | 0; - ea(e, h, i3); - ea(d, j, k); - ea(c2, k, i3); - ea(m2, h, j); - f = b2 - 1 | 0; - if (b2) { - continue; - } - break; - } - b2 = y[e + 40 >> 2]; - c2 = y[e + 80 >> 2]; - d = y[e + 44 >> 2]; - f = y[e + 84 >> 2]; - i3 = y[e + 48 >> 2]; - j = y[e + 88 >> 2]; - k = y[e + 52 >> 2]; - r = y[e + 92 >> 2]; - p = y[e + 56 >> 2]; - s2 = y[e + 96 >> 2]; - t2 = y[e + 60 >> 2]; - n2 = y[e + 100 >> 2]; - m2 = y[e + 64 >> 2]; - u = y[e + 104 >> 2]; - C2 = y[e + 68 >> 2]; - x2 = y[e + 108 >> 2]; - B2 = y[e + 72 >> 2]; - M2 = y[e + 112 >> 2]; - y[e + 676 >> 2] = y[e + 76 >> 2] - y[e + 116 >> 2]; - y[e + 672 >> 2] = B2 - M2; - y[e + 668 >> 2] = C2 - x2; - y[e + 664 >> 2] = m2 - u; - y[e + 660 >> 2] = t2 - n2; - y[e + 656 >> 2] = p - s2; - y[e + 652 >> 2] = k - r; - y[e + 648 >> 2] = i3 - j; - y[e + 644 >> 2] = d - f; - y[e + 640 >> 2] = b2 - c2; - qa(h, e); - b2 = Fa(h, 32); - qa(h, e + 640 | 0); - c2 = Fa(h, 32); - T = e + 2048 | 0; - if (!(b2 & c2)) { - break a; - } - Ga2 = 0; - N2 = y[g + 172 >> 2]; - y[g + 36 >> 2] = 0 - N2; - s2 = y[g + 168 >> 2]; - y[g + 32 >> 2] = 0 - s2; - O2 = y[g + 164 >> 2]; - y[g + 28 >> 2] = 0 - O2; - j = y[g + 160 >> 2]; - y[g + 24 >> 2] = 0 - j; - P2 = y[g + 156 >> 2]; - y[g + 20 >> 2] = 0 - P2; - k = y[g + 152 >> 2]; - y[g + 16 >> 2] = 0 - k; - Q2 = y[g + 148 >> 2]; - y[g + 12 >> 2] = 0 - Q2; - r = y[g + 144 >> 2]; - y[g + 8 >> 2] = 0 - r; - R2 = y[g + 140 >> 2]; - y[g + 4 >> 2] = 0 - R2; - e = y[g + 136 >> 2]; - y[g >> 2] = 1 - e; - Za(g, g); - t2 = y[g + 4 >> 2]; - K2 = t2 >> 31; - B2 = P2 << 1; - da2 = B2 >> 31; - b2 = te(t2, K2, B2, da2); - c2 = U; - i3 = y[g >> 2]; - D2 = i3 >> 31; - F2 = j >> 31; - d = te(i3, D2, j, F2); - b2 = d + b2 | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - h = y[g + 8 >> 2]; - S2 = h >> 31; - G2 = k >> 31; - f = te(h, S2, k, G2); - d = f + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - C2 = y[g + 12 >> 2]; - X = C2 >> 31; - M2 = Q2 << 1; - fa2 = M2 >> 31; - d = te(C2, X, M2, fa2); - c2 = c2 + d | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - V2 = y[g + 16 >> 2]; - _ = V2 >> 31; - H2 = r >> 31; - d = te(V2, _, r, H2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - f = y[g + 20 >> 2]; - za2 = f; - ga2 = f >> 31; - $2 = R2 << 1; - ha2 = $2 >> 31; - p = te(f, ga2, $2, ha2); - c2 = p + c2 | 0; - d = U + b2 | 0; - d = c2 >>> 0 < p >>> 0 ? d + 1 | 0 : d; - x2 = y[g + 24 >> 2]; - Aa2 = x2; - va2 = x2 >> 31; - p = e + 1 | 0; - I2 = p >> 31; - e = te(x2, va2, p, I2); - b2 = e + c2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - ia2 = y[g + 28 >> 2]; - u = E(ia2, 19); - Y = u >> 31; - aa = N2 << 1; - ja2 = aa >> 31; - e = te(u, Y, aa, ja2); - d = e + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - Ha2 = y[g + 32 >> 2]; - m2 = E(Ha2, 19); - W2 = m2 >> 31; - J2 = s2 >> 31; - d = te(m2, W2, s2, J2); - c2 = c2 + d | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - Ia2 = y[g + 36 >> 2]; - n2 = E(Ia2, 19); - L2 = n2 >> 31; - ba2 = O2 << 1; - ka2 = ba2 >> 31; - d = te(n2, L2, ba2, ka2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - q = c2; - e = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - b2 = te(k, G2, t2, K2); - c2 = U; - na2 = P2 >> 31; - l = te(i3, D2, P2, na2); - b2 = l + b2 | 0; - d = U + c2 | 0; - d = b2 >>> 0 < l >>> 0 ? d + 1 | 0 : d; - oa2 = Q2 >> 31; - l = te(h, S2, Q2, oa2); - b2 = l + b2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - l = te(r, H2, C2, X); - d = l + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - pa2 = R2 >> 31; - d = te(V2, _, R2, pa2); - c2 = c2 + d | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - d = te(p, I2, f, ga2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - x2 = E(x2, 19); - ca2 = x2 >> 31; - ra2 = N2 >> 31; - l = te(x2, ca2, N2, ra2); - c2 = l + c2 | 0; - d = U + b2 | 0; - d = c2 >>> 0 < l >>> 0 ? d + 1 | 0 : d; - l = te(s2, J2, u, Y); - b2 = l + c2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - sa2 = O2 >> 31; - l = te(m2, W2, O2, sa2); - d = l + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - d = te(j, F2, n2, L2); - c2 = c2 + d | 0; - b2 = U + b2 | 0; - Ba2 = c2; - Z = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - b2 = te(t2, K2, M2, fa2); - d = U; - l = te(i3, D2, k, G2); - c2 = l + b2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; - l = te(r, H2, h, S2); - c2 = l + c2 | 0; - d = U + b2 | 0; - d = c2 >>> 0 < l >>> 0 ? d + 1 | 0 : d; - l = te(C2, X, $2, ha2); - b2 = l + c2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < l >>> 0 ? c2 + 1 | 0 : c2; - l = te(p, I2, V2, _); - d = l + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < l >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - l = E(f, 19); - ta2 = l >> 31; - d = te(l, ta2, aa, ja2); - c2 = c2 + d | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - d = te(s2, J2, x2, ca2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - f = te(u, Y, ba2, ka2); - c2 = f + c2 | 0; - d = U + b2 | 0; - d = c2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - f = te(j, F2, m2, W2); - b2 = f + c2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - f = te(n2, L2, B2, da2); - d = f + b2 | 0; - b2 = U + c2 | 0; - Ja2 = d; - b2 = d >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - Ka2 = b2; - d = d + 33554432 | 0; - b2 = d >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - La2 = d; - Ma2 = b2; - d = (b2 & 67108863) << 6 | d >>> 26; - f = d + Ba2 | 0; - b2 = (b2 >> 26) + Z | 0; - Ba2 = f; - b2 = d >>> 0 > f >>> 0 ? b2 + 1 | 0 : b2; - f = f + 16777216 | 0; - d = f >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - Na2 = f; - c2 = d >> 25; - f = (d & 33554431) << 7 | f >>> 25; - d = f + q | 0; - b2 = c2 + e | 0; - b2 = d >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - c2 = d + 33554432 | 0; - b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - A2 = c2; - f = b2; - y[g + 72 >> 2] = d - (c2 & -67108864); - b2 = te(t2, K2, $2, ha2); - c2 = U; - e = te(i3, D2, r, H2); - b2 = e + b2 | 0; - d = U + c2 | 0; - d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(p, I2, h, S2); - c2 = e + b2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - e = E(C2, 19); - ua2 = e >> 31; - d = te(e, ua2, aa, ja2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - Z = E(V2, 19); - wa2 = Z >> 31; - q = te(Z, wa2, s2, J2); - d = q + c2 | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - q = te(ba2, ka2, l, ta2); - d = q + d | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < q >>> 0 ? b2 + 1 | 0 : b2; - q = te(j, F2, x2, ca2); - c2 = q + d | 0; - d = U + b2 | 0; - d = c2 >>> 0 < q >>> 0 ? d + 1 | 0 : d; - q = te(u, Y, B2, da2); - c2 = q + c2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < q >>> 0 ? b2 + 1 | 0 : b2; - d = te(k, G2, m2, W2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - q = te(n2, L2, M2, fa2); - d = q + c2 | 0; - c2 = U + b2 | 0; - z2 = d; - Ca2 = d >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(p, I2, t2, K2); - c2 = U; - q = te(i3, D2, R2, pa2); - d = q + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < q >>> 0 ? b2 + 1 | 0 : b2; - c2 = E(h, 19); - q = c2; - xa2 = c2 >> 31; - v2 = te(c2, xa2, N2, ra2); - c2 = v2 + d | 0; - d = U + b2 | 0; - d = c2 >>> 0 < v2 >>> 0 ? d + 1 | 0 : d; - v2 = te(e, ua2, s2, J2); - c2 = v2 + c2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < v2 >>> 0 ? b2 + 1 | 0 : b2; - d = te(Z, wa2, O2, sa2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - v2 = te(j, F2, l, ta2); - d = v2 + c2 | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 < v2 >>> 0 ? c2 + 1 | 0 : c2; - v2 = te(x2, ca2, P2, na2); - d = v2 + d | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < v2 >>> 0 ? b2 + 1 | 0 : b2; - v2 = te(k, G2, u, Y); - c2 = v2 + d | 0; - d = U + b2 | 0; - d = c2 >>> 0 < v2 >>> 0 ? d + 1 | 0 : d; - v2 = te(m2, W2, Q2, oa2); - c2 = v2 + c2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < v2 >>> 0 ? b2 + 1 | 0 : b2; - d = te(r, H2, n2, L2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - Da2 = c2; - v2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - b2 = E(t2, 19); - b2 = te(b2, b2 >> 31, aa, ja2); - c2 = U; - d = te(i3, D2, p, I2); - b2 = d + b2 | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - q = te(q, xa2, s2, J2); - d = q + b2 | 0; - b2 = U + c2 | 0; - e = te(e, ua2, ba2, ka2); - c2 = e + d | 0; - d = U + (d >>> 0 < q >>> 0 ? b2 + 1 | 0 : b2) | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(j, F2, Z, wa2); - c2 = e + c2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - d = te(B2, da2, l, ta2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - e = te(k, G2, x2, ca2); - d = e + c2 | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - e = te(u, Y, M2, fa2); - d = e + d | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - e = te(r, H2, m2, W2); - c2 = e + d | 0; - d = U + b2 | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(n2, L2, $2, ha2); - c2 = e + c2 | 0; - b2 = U + d | 0; - q = c2; - b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - ua2 = b2; - c2 = c2 + 33554432 | 0; - b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - xa2 = c2; - Oa2 = b2; - d = b2 >> 26; - b2 = (b2 & 67108863) << 6 | c2 >>> 26; - e = b2 + Da2 | 0; - c2 = d + v2 | 0; - v2 = e; - c2 = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2; - e = e + 16777216 | 0; - b2 = e >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - Da2 = e; - e = (b2 & 33554431) << 7 | e >>> 25; - c2 = e + z2 | 0; - b2 = (b2 >> 25) + Ca2 | 0; - b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - d = c2; - c2 = c2 + 33554432 | 0; - b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - Ca2 = c2; - e = b2; - y[g + 56 >> 2] = d - (c2 & -67108864); - b2 = te(j, F2, t2, K2); - d = U; - z2 = te(i3, D2, O2, sa2); - c2 = z2 + b2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < z2 >>> 0 ? b2 + 1 | 0 : b2; - d = te(h, S2, P2, na2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - d = te(k, G2, C2, X); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - z2 = te(V2, _, Q2, oa2); - c2 = z2 + c2 | 0; - d = U + b2 | 0; - d = c2 >>> 0 < z2 >>> 0 ? d + 1 | 0 : d; - z2 = te(r, H2, za2, ga2); - b2 = z2 + c2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < z2 >>> 0 ? c2 + 1 | 0 : c2; - z2 = te(R2, pa2, Aa2, va2); - d = z2 + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < z2 >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - Ea2 = ia2 >> 31; - d = te(ia2, Ea2, p, I2); - c2 = c2 + d | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - d = te(m2, W2, N2, ra2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - d = c2; - c2 = te(s2, J2, n2, L2); - z2 = d + c2 | 0; - d = U + b2 | 0; - c2 = c2 >>> 0 > z2 >>> 0 ? d + 1 | 0 : d; - b2 = f >> 26; - f = (f & 67108863) << 6 | A2 >>> 26; - d = f + z2 | 0; - c2 = b2 + c2 | 0; - A2 = d; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2; - d = d + 16777216 | 0; - b2 = d >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - z2 = d; - f = b2; - y[g + 76 >> 2] = A2 - (d & -33554432); - b2 = te(r, H2, t2, K2); - c2 = U; - A2 = te(i3, D2, Q2, oa2); - b2 = A2 + b2 | 0; - d = U + c2 | 0; - d = b2 >>> 0 < A2 >>> 0 ? d + 1 | 0 : d; - A2 = te(h, S2, R2, pa2); - b2 = A2 + b2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < A2 >>> 0 ? c2 + 1 | 0 : c2; - A2 = te(p, I2, C2, X); - d = A2 + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < A2 >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - d = te(Z, wa2, N2, ra2); - c2 = c2 + d | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - d = te(s2, J2, l, ta2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - x2 = te(x2, ca2, O2, sa2); - c2 = x2 + c2 | 0; - d = U + b2 | 0; - u = te(j, F2, u, Y); - b2 = u + c2 | 0; - c2 = U + (c2 >>> 0 < x2 >>> 0 ? d + 1 | 0 : d) | 0; - m2 = te(m2, W2, P2, na2); - d = m2 + b2 | 0; - b2 = U + (b2 >>> 0 < u >>> 0 ? c2 + 1 | 0 : c2) | 0; - b2 = d >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - d = te(k, G2, n2, L2); - c2 = c2 + d | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - A2 = c2; - c2 = e >> 26; - d = (e & 67108863) << 6 | Ca2 >>> 26; - e = A2 + d | 0; - b2 = b2 + c2 | 0; - m2 = e; - b2 = d >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; - c2 = e + 16777216 | 0; - d = c2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - u = c2; - e = d; - y[g + 60 >> 2] = m2 - (c2 & -33554432); - b2 = te(t2, K2, ba2, ka2); - d = U; - m2 = te(i3, D2, s2, J2); - c2 = m2 + b2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; - d = te(j, F2, h, S2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - m2 = te(C2, X, B2, da2); - c2 = m2 + c2 | 0; - d = U + b2 | 0; - d = c2 >>> 0 < m2 >>> 0 ? d + 1 | 0 : d; - m2 = te(k, G2, V2, _); - b2 = m2 + c2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - m2 = te(M2, fa2, za2, ga2); - d = m2 + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < m2 >>> 0 ? b2 + 1 | 0 : b2; - c2 = d; - d = te(r, H2, Aa2, va2); - c2 = c2 + d | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - d = c2; - c2 = te($2, ha2, ia2, Ea2); - d = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 > d >>> 0 ? b2 + 1 | 0 : b2; - c2 = Ha2; - m2 = c2; - x2 = c2 >> 31; - B2 = te(c2, x2, p, I2); - c2 = B2 + d | 0; - d = U + b2 | 0; - n2 = te(n2, L2, aa, ja2); - b2 = n2 + c2 | 0; - c2 = U + (c2 >>> 0 < B2 >>> 0 ? d + 1 | 0 : d) | 0; - d = b2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = b2; - b2 = f >> 25; - f = (f & 33554431) << 7 | z2 >>> 25; - c2 = c2 + f | 0; - b2 = b2 + d | 0; - b2 = c2 >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - d = c2; - c2 = c2 + 33554432 | 0; - b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - n2 = c2; - f = b2; - y[g + 80 >> 2] = d - (c2 & -67108864); - B2 = Ba2 - (Na2 & -33554432) | 0; - c2 = e >> 25; - e = (e & 33554431) << 7 | u >>> 25; - b2 = La2 & -67108864; - d = e + (Ja2 - b2 | 0) | 0; - b2 = c2 + (Ka2 - ((b2 >>> 0 > Ja2 >>> 0) + Ma2 | 0) | 0) | 0; - b2 = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - c2 = d + 33554432 | 0; - b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - b2 = ((b2 & 67108863) << 6 | c2 >>> 26) + B2 | 0; - y[g + 68 >> 2] = b2; - y[g + 64 >> 2] = d - (c2 & -67108864); - b2 = te(s2, J2, t2, K2); - d = U; - e = te(i3, D2, N2, ra2); - c2 = e + b2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - e = te(h, S2, O2, sa2); - d = e + c2 | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - e = te(j, F2, C2, X); - b2 = e + d | 0; - d = U + c2 | 0; - d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(V2, _, P2, na2); - c2 = e + b2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - d = te(k, G2, za2, ga2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - d = te(Q2, oa2, Aa2, va2); - c2 = d + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - e = te(r, H2, ia2, Ea2); - d = e + c2 | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(m2, x2, R2, pa2); - e = b2 + d | 0; - d = U + c2 | 0; - d = b2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - c2 = e; - b2 = Ia2; - e = te(b2, b2 >> 31, p, I2); - c2 = c2 + e | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - d = c2; - c2 = f >> 26; - f = (f & 67108863) << 6 | n2 >>> 26; - d = d + f | 0; - b2 = b2 + c2 | 0; - b2 = d >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - c2 = d + 16777216 | 0; - b2 = c2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - y[g + 84 >> 2] = d - (c2 & -33554432); - f = v2 - (Da2 & -33554432) | 0; - d = xa2 & -67108864; - e = q - d | 0; - i3 = ua2 - ((d >>> 0 > q >>> 0) + Oa2 | 0) | 0; - d = b2; - b2 = b2 >> 25; - b2 = te((d & 33554431) << 7 | c2 >>> 25, b2, 19, 0); - d = b2 + e | 0; - c2 = U + i3 | 0; - b2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - c2 = d + 33554432 | 0; - b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - b2 = ((b2 & 67108863) << 6 | c2 >>> 26) + f | 0; - y[g + 52 >> 2] = b2; - y[g + 48 >> 2] = d - (c2 & -67108864); - qa(a2, g + 48 | 0); - } - T = g + 256 | 0; - return Ga2 | 0; - } - function Gb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0; - d = T - 800 | 0; - T = d; - g = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - i3 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - j = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - k = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - l = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); - m2 = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); - n2 = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); - p = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); - q = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); - r = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); - s2 = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); - t2 = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); - u = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); - v2 = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); - o2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - b2 = c2 - -64 | 0; - w2 = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); - y[b2 >> 2] = w2 ^ 33620224; - y[c2 + 56 >> 2] = 1496785429; - y[c2 + 60 >> 2] = 1652156816; - y[c2 + 48 >> 2] = 33620224; - y[c2 + 52 >> 2] = 218629379; - y[c2 + 40 >> 2] = 1110511904; - y[c2 + 44 >> 2] = -584534669; - y[c2 + 32 >> 2] = 1427652059; - y[c2 + 36 >> 2] = -248528275; - o2 = o2 ^ w2; - y[c2 >> 2] = o2; - y[c2 + 92 >> 2] = v2 ^ -584534669; - y[c2 + 88 >> 2] = u ^ 1110511904; - y[c2 + 84 >> 2] = t2 ^ -248528275; - y[c2 + 80 >> 2] = s2 ^ 1427652059; - y[c2 + 76 >> 2] = r ^ 1652156816; - y[c2 + 72 >> 2] = q ^ 1496785429; - y[c2 + 68 >> 2] = p ^ 218629379; - n2 = n2 ^ v2; - y[c2 + 28 >> 2] = n2; - m2 = m2 ^ u; - y[c2 + 24 >> 2] = m2; - l = l ^ t2; - y[c2 + 20 >> 2] = l; - k = k ^ s2; - y[c2 + 16 >> 2] = k; - j = j ^ r; - y[c2 + 12 >> 2] = j; - i3 = i3 ^ q; - y[c2 + 8 >> 2] = i3; - x2 = g ^ p; - y[c2 + 4 >> 2] = x2; - g = 0; - while (1) { - a2 = y[c2 + 92 >> 2]; - y[d + 792 >> 2] = y[c2 + 88 >> 2]; - y[d + 796 >> 2] = a2; - a2 = y[c2 + 84 >> 2]; - y[d + 784 >> 2] = y[c2 + 80 >> 2]; - y[d + 788 >> 2] = a2; - a2 = y[b2 + 4 >> 2]; - y[d + 752 >> 2] = y[b2 >> 2]; - y[d + 756 >> 2] = a2; - a2 = y[b2 + 12 >> 2]; - y[d + 760 >> 2] = y[b2 + 8 >> 2]; - y[d + 764 >> 2] = a2; - a2 = y[c2 + 84 >> 2]; - y[d + 736 >> 2] = y[c2 + 80 >> 2]; - y[d + 740 >> 2] = a2; - a2 = y[c2 + 92 >> 2]; - y[d + 744 >> 2] = y[c2 + 88 >> 2]; - y[d + 748 >> 2] = a2; - a2 = d + 768 | 0; - fa(a2, d + 752 | 0, d + 736 | 0); - e = y[d + 780 >> 2]; - y[c2 + 88 >> 2] = y[d + 776 >> 2]; - y[c2 + 92 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 80 >> 2] = y[d + 768 >> 2]; - y[c2 + 84 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 720 >> 2] = y[c2 + 48 >> 2]; - y[d + 724 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 728 >> 2] = y[c2 + 56 >> 2]; - y[d + 732 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[d + 704 >> 2] = y[b2 >> 2]; - y[d + 708 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[d + 712 >> 2] = y[b2 + 8 >> 2]; - y[d + 716 >> 2] = e; - fa(a2, d + 720 | 0, d + 704 | 0); - e = y[d + 780 >> 2]; - y[b2 + 8 >> 2] = y[d + 776 >> 2]; - y[b2 + 12 >> 2] = e; - e = y[d + 772 >> 2]; - y[b2 >> 2] = y[d + 768 >> 2]; - y[b2 + 4 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 688 >> 2] = y[c2 + 32 >> 2]; - y[d + 692 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 696 >> 2] = y[c2 + 40 >> 2]; - y[d + 700 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 672 >> 2] = y[c2 + 48 >> 2]; - y[d + 676 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 680 >> 2] = y[c2 + 56 >> 2]; - y[d + 684 >> 2] = e; - fa(a2, d + 688 | 0, d + 672 | 0); - e = y[d + 780 >> 2]; - y[c2 + 56 >> 2] = y[d + 776 >> 2]; - y[c2 + 60 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 48 >> 2] = y[d + 768 >> 2]; - y[c2 + 52 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 656 >> 2] = y[c2 + 16 >> 2]; - y[d + 660 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 664 >> 2] = y[c2 + 24 >> 2]; - y[d + 668 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 640 >> 2] = y[c2 + 32 >> 2]; - y[d + 644 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 648 >> 2] = y[c2 + 40 >> 2]; - y[d + 652 >> 2] = e; - fa(a2, d + 656 | 0, d + 640 | 0); - e = y[d + 780 >> 2]; - y[c2 + 40 >> 2] = y[d + 776 >> 2]; - y[c2 + 44 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 32 >> 2] = y[d + 768 >> 2]; - y[c2 + 36 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 624 >> 2] = y[c2 >> 2]; - y[d + 628 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 632 >> 2] = y[c2 + 8 >> 2]; - y[d + 636 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 608 >> 2] = y[c2 + 16 >> 2]; - y[d + 612 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 616 >> 2] = y[c2 + 24 >> 2]; - y[d + 620 >> 2] = e; - fa(a2, d + 624 | 0, d + 608 | 0); - e = y[d + 780 >> 2]; - y[c2 + 24 >> 2] = y[d + 776 >> 2]; - y[c2 + 28 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 16 >> 2] = y[d + 768 >> 2]; - y[c2 + 20 >> 2] = e; - e = y[d + 788 >> 2]; - y[d + 592 >> 2] = y[d + 784 >> 2]; - y[d + 596 >> 2] = e; - e = y[d + 796 >> 2]; - y[d + 600 >> 2] = y[d + 792 >> 2]; - y[d + 604 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 576 >> 2] = y[c2 >> 2]; - y[d + 580 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 584 >> 2] = y[c2 + 8 >> 2]; - y[d + 588 >> 2] = e; - fa(a2, d + 592 | 0, d + 576 | 0); - e = y[d + 768 >> 2]; - f = y[d + 772 >> 2]; - h = y[d + 776 >> 2]; - y[c2 + 12 >> 2] = y[d + 780 >> 2] ^ r; - y[c2 + 8 >> 2] = h ^ q; - y[c2 + 4 >> 2] = f ^ p; - y[c2 >> 2] = e ^ w2; - e = y[c2 + 92 >> 2]; - y[d + 792 >> 2] = y[c2 + 88 >> 2]; - y[d + 796 >> 2] = e; - e = y[c2 + 84 >> 2]; - y[d + 784 >> 2] = y[c2 + 80 >> 2]; - y[d + 788 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[d + 560 >> 2] = y[b2 >> 2]; - y[d + 564 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[d + 568 >> 2] = y[b2 + 8 >> 2]; - y[d + 572 >> 2] = e; - e = y[c2 + 92 >> 2]; - y[d + 552 >> 2] = y[c2 + 88 >> 2]; - y[d + 556 >> 2] = e; - e = y[c2 + 84 >> 2]; - y[d + 544 >> 2] = y[c2 + 80 >> 2]; - y[d + 548 >> 2] = e; - fa(a2, d + 560 | 0, d + 544 | 0); - e = y[d + 780 >> 2]; - y[c2 + 88 >> 2] = y[d + 776 >> 2]; - y[c2 + 92 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 80 >> 2] = y[d + 768 >> 2]; - y[c2 + 84 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 528 >> 2] = y[c2 + 48 >> 2]; - y[d + 532 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 536 >> 2] = y[c2 + 56 >> 2]; - y[d + 540 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[d + 512 >> 2] = y[b2 >> 2]; - y[d + 516 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[d + 520 >> 2] = y[b2 + 8 >> 2]; - y[d + 524 >> 2] = e; - fa(a2, d + 528 | 0, d + 512 | 0); - e = y[d + 780 >> 2]; - y[b2 + 8 >> 2] = y[d + 776 >> 2]; - y[b2 + 12 >> 2] = e; - e = y[d + 772 >> 2]; - y[b2 >> 2] = y[d + 768 >> 2]; - y[b2 + 4 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 496 >> 2] = y[c2 + 32 >> 2]; - y[d + 500 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 504 >> 2] = y[c2 + 40 >> 2]; - y[d + 508 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 480 >> 2] = y[c2 + 48 >> 2]; - y[d + 484 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 488 >> 2] = y[c2 + 56 >> 2]; - y[d + 492 >> 2] = e; - fa(a2, d + 496 | 0, d + 480 | 0); - e = y[d + 780 >> 2]; - y[c2 + 56 >> 2] = y[d + 776 >> 2]; - y[c2 + 60 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 48 >> 2] = y[d + 768 >> 2]; - y[c2 + 52 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 464 >> 2] = y[c2 + 16 >> 2]; - y[d + 468 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 472 >> 2] = y[c2 + 24 >> 2]; - y[d + 476 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 448 >> 2] = y[c2 + 32 >> 2]; - y[d + 452 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 456 >> 2] = y[c2 + 40 >> 2]; - y[d + 460 >> 2] = e; - fa(a2, d + 464 | 0, d + 448 | 0); - e = y[d + 780 >> 2]; - y[c2 + 40 >> 2] = y[d + 776 >> 2]; - y[c2 + 44 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 32 >> 2] = y[d + 768 >> 2]; - y[c2 + 36 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 432 >> 2] = y[c2 >> 2]; - y[d + 436 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 440 >> 2] = y[c2 + 8 >> 2]; - y[d + 444 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 416 >> 2] = y[c2 + 16 >> 2]; - y[d + 420 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 424 >> 2] = y[c2 + 24 >> 2]; - y[d + 428 >> 2] = e; - fa(a2, d + 432 | 0, d + 416 | 0); - e = y[d + 780 >> 2]; - y[c2 + 24 >> 2] = y[d + 776 >> 2]; - y[c2 + 28 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 16 >> 2] = y[d + 768 >> 2]; - y[c2 + 20 >> 2] = e; - e = y[d + 788 >> 2]; - y[d + 400 >> 2] = y[d + 784 >> 2]; - y[d + 404 >> 2] = e; - e = y[d + 796 >> 2]; - y[d + 408 >> 2] = y[d + 792 >> 2]; - y[d + 412 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 384 >> 2] = y[c2 >> 2]; - y[d + 388 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 392 >> 2] = y[c2 + 8 >> 2]; - y[d + 396 >> 2] = e; - fa(a2, d + 400 | 0, d + 384 | 0); - e = y[d + 768 >> 2]; - f = y[d + 772 >> 2]; - h = y[d + 776 >> 2]; - y[c2 + 12 >> 2] = y[d + 780 >> 2] ^ v2; - y[c2 + 8 >> 2] = h ^ u; - y[c2 + 4 >> 2] = f ^ t2; - y[c2 >> 2] = e ^ s2; - e = y[c2 + 92 >> 2]; - y[d + 792 >> 2] = y[c2 + 88 >> 2]; - y[d + 796 >> 2] = e; - e = y[c2 + 84 >> 2]; - y[d + 784 >> 2] = y[c2 + 80 >> 2]; - y[d + 788 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[d + 368 >> 2] = y[b2 >> 2]; - y[d + 372 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[d + 376 >> 2] = y[b2 + 8 >> 2]; - y[d + 380 >> 2] = e; - e = y[c2 + 92 >> 2]; - y[d + 360 >> 2] = y[c2 + 88 >> 2]; - y[d + 364 >> 2] = e; - e = y[c2 + 84 >> 2]; - y[d + 352 >> 2] = y[c2 + 80 >> 2]; - y[d + 356 >> 2] = e; - fa(a2, d + 368 | 0, d + 352 | 0); - e = y[d + 780 >> 2]; - y[c2 + 88 >> 2] = y[d + 776 >> 2]; - y[c2 + 92 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 80 >> 2] = y[d + 768 >> 2]; - y[c2 + 84 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 336 >> 2] = y[c2 + 48 >> 2]; - y[d + 340 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 344 >> 2] = y[c2 + 56 >> 2]; - y[d + 348 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[d + 320 >> 2] = y[b2 >> 2]; - y[d + 324 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[d + 328 >> 2] = y[b2 + 8 >> 2]; - y[d + 332 >> 2] = e; - fa(a2, d + 336 | 0, d + 320 | 0); - e = y[d + 780 >> 2]; - y[b2 + 8 >> 2] = y[d + 776 >> 2]; - y[b2 + 12 >> 2] = e; - e = y[d + 772 >> 2]; - y[b2 >> 2] = y[d + 768 >> 2]; - y[b2 + 4 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 304 >> 2] = y[c2 + 32 >> 2]; - y[d + 308 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 312 >> 2] = y[c2 + 40 >> 2]; - y[d + 316 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 288 >> 2] = y[c2 + 48 >> 2]; - y[d + 292 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 296 >> 2] = y[c2 + 56 >> 2]; - y[d + 300 >> 2] = e; - fa(a2, d + 304 | 0, d + 288 | 0); - e = y[d + 780 >> 2]; - y[c2 + 56 >> 2] = y[d + 776 >> 2]; - y[c2 + 60 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 48 >> 2] = y[d + 768 >> 2]; - y[c2 + 52 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 272 >> 2] = y[c2 + 16 >> 2]; - y[d + 276 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 280 >> 2] = y[c2 + 24 >> 2]; - y[d + 284 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 256 >> 2] = y[c2 + 32 >> 2]; - y[d + 260 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 264 >> 2] = y[c2 + 40 >> 2]; - y[d + 268 >> 2] = e; - fa(a2, d + 272 | 0, d + 256 | 0); - e = y[d + 780 >> 2]; - y[c2 + 40 >> 2] = y[d + 776 >> 2]; - y[c2 + 44 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 32 >> 2] = y[d + 768 >> 2]; - y[c2 + 36 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 240 >> 2] = y[c2 >> 2]; - y[d + 244 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 248 >> 2] = y[c2 + 8 >> 2]; - y[d + 252 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 224 >> 2] = y[c2 + 16 >> 2]; - y[d + 228 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 232 >> 2] = y[c2 + 24 >> 2]; - y[d + 236 >> 2] = e; - fa(a2, d + 240 | 0, d + 224 | 0); - e = y[d + 780 >> 2]; - y[c2 + 24 >> 2] = y[d + 776 >> 2]; - y[c2 + 28 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 16 >> 2] = y[d + 768 >> 2]; - y[c2 + 20 >> 2] = e; - e = y[d + 788 >> 2]; - y[d + 208 >> 2] = y[d + 784 >> 2]; - y[d + 212 >> 2] = e; - e = y[d + 796 >> 2]; - y[d + 216 >> 2] = y[d + 792 >> 2]; - y[d + 220 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 192 >> 2] = y[c2 >> 2]; - y[d + 196 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 200 >> 2] = y[c2 + 8 >> 2]; - y[d + 204 >> 2] = e; - fa(a2, d + 208 | 0, d + 192 | 0); - e = y[d + 768 >> 2]; - f = y[d + 772 >> 2]; - h = y[d + 776 >> 2]; - y[c2 + 12 >> 2] = j ^ y[d + 780 >> 2]; - y[c2 + 8 >> 2] = h ^ i3; - y[c2 + 4 >> 2] = f ^ x2; - y[c2 >> 2] = e ^ o2; - e = y[c2 + 92 >> 2]; - y[d + 792 >> 2] = y[c2 + 88 >> 2]; - y[d + 796 >> 2] = e; - e = y[c2 + 84 >> 2]; - y[d + 784 >> 2] = y[c2 + 80 >> 2]; - y[d + 788 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[d + 176 >> 2] = y[b2 >> 2]; - y[d + 180 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[d + 184 >> 2] = y[b2 + 8 >> 2]; - y[d + 188 >> 2] = e; - e = y[c2 + 92 >> 2]; - y[d + 168 >> 2] = y[c2 + 88 >> 2]; - y[d + 172 >> 2] = e; - e = y[c2 + 84 >> 2]; - y[d + 160 >> 2] = y[c2 + 80 >> 2]; - y[d + 164 >> 2] = e; - fa(a2, d + 176 | 0, d + 160 | 0); - e = y[d + 780 >> 2]; - y[c2 + 88 >> 2] = y[d + 776 >> 2]; - y[c2 + 92 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 80 >> 2] = y[d + 768 >> 2]; - y[c2 + 84 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 144 >> 2] = y[c2 + 48 >> 2]; - y[d + 148 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 152 >> 2] = y[c2 + 56 >> 2]; - y[d + 156 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[d + 128 >> 2] = y[b2 >> 2]; - y[d + 132 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[d + 136 >> 2] = y[b2 + 8 >> 2]; - y[d + 140 >> 2] = e; - fa(a2, d + 144 | 0, d + 128 | 0); - e = y[d + 780 >> 2]; - y[b2 + 8 >> 2] = y[d + 776 >> 2]; - y[b2 + 12 >> 2] = e; - e = y[d + 772 >> 2]; - y[b2 >> 2] = y[d + 768 >> 2]; - y[b2 + 4 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 112 >> 2] = y[c2 + 32 >> 2]; - y[d + 116 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 120 >> 2] = y[c2 + 40 >> 2]; - y[d + 124 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 96 >> 2] = y[c2 + 48 >> 2]; - y[d + 100 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 104 >> 2] = y[c2 + 56 >> 2]; - y[d + 108 >> 2] = e; - fa(a2, d + 112 | 0, d + 96 | 0); - e = y[d + 780 >> 2]; - y[c2 + 56 >> 2] = y[d + 776 >> 2]; - y[c2 + 60 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 48 >> 2] = y[d + 768 >> 2]; - y[c2 + 52 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 80 >> 2] = y[c2 + 16 >> 2]; - y[d + 84 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 88 >> 2] = y[c2 + 24 >> 2]; - y[d + 92 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 64 >> 2] = y[c2 + 32 >> 2]; - y[d + 68 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 72 >> 2] = y[c2 + 40 >> 2]; - y[d + 76 >> 2] = e; - fa(a2, d + 80 | 0, d - -64 | 0); - e = y[d + 780 >> 2]; - y[c2 + 40 >> 2] = y[d + 776 >> 2]; - y[c2 + 44 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 32 >> 2] = y[d + 768 >> 2]; - y[c2 + 36 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 48 >> 2] = y[c2 >> 2]; - y[d + 52 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 56 >> 2] = y[c2 + 8 >> 2]; - y[d + 60 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 32 >> 2] = y[c2 + 16 >> 2]; - y[d + 36 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 40 >> 2] = y[c2 + 24 >> 2]; - y[d + 44 >> 2] = e; - fa(a2, d + 48 | 0, d + 32 | 0); - e = y[d + 780 >> 2]; - y[c2 + 24 >> 2] = y[d + 776 >> 2]; - y[c2 + 28 >> 2] = e; - e = y[d + 772 >> 2]; - y[c2 + 16 >> 2] = y[d + 768 >> 2]; - y[c2 + 20 >> 2] = e; - e = y[d + 788 >> 2]; - y[d + 16 >> 2] = y[d + 784 >> 2]; - y[d + 20 >> 2] = e; - e = y[d + 796 >> 2]; - y[d + 24 >> 2] = y[d + 792 >> 2]; - y[d + 28 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d >> 2] = y[c2 >> 2]; - y[d + 4 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 8 >> 2] = y[c2 + 8 >> 2]; - y[d + 12 >> 2] = e; - fa(a2, d + 16 | 0, d); - a2 = y[d + 768 >> 2]; - e = y[d + 772 >> 2]; - f = y[d + 776 >> 2]; - y[c2 + 12 >> 2] = n2 ^ y[d + 780 >> 2]; - y[c2 + 8 >> 2] = f ^ m2; - y[c2 + 4 >> 2] = e ^ l; - y[c2 >> 2] = a2 ^ k; - g = g + 1 | 0; - if ((g | 0) != 4) { - continue; - } - break; - } - T = d + 800 | 0; - } - function rb(a2, b2, c2, d, e, f) { - var g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, U2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0; - I2 = T - 592 | 0; - T = I2; - u = -1; - h = a2 + 32 | 0; - s2 = 32; - k = 1; - while (1) { - j = s2 - 1 | 0; - n2 = z[j + 2656 | 0]; - i3 = z[h + j | 0]; - j = (i3 ^ n2) - 1 >> 8 & k; - s2 = s2 - 2 | 0; - o2 = z[h + s2 | 0]; - l = z[s2 + 2656 | 0]; - m2 = j & o2 - l >> 8 | (i3 - n2 >> 8 & k | m2); - k = j & (l ^ o2) - 1 >> 8; - if (s2) { - continue; - } - break; - } - a: { - if (!m2) { - break a; - } - if (kb(a2) | !((((z[e + 31 | 0] ^ -1) & 127 | z[e + 1 | 0] & (z[e + 2 | 0] & (z[e + 3 | 0] & (z[e + 4 | 0] & (z[e + 5 | 0] & (z[e + 6 | 0] & (z[e + 7 | 0] & (z[e + 8 | 0] & (z[e + 9 | 0] & (z[e + 10 | 0] & (z[e + 11 | 0] & (z[e + 12 | 0] & (z[e + 13 | 0] & (z[e + 14 | 0] & (z[e + 15 | 0] & (z[e + 16 | 0] & (z[e + 17 | 0] & (z[e + 18 | 0] & (z[e + 19 | 0] & (z[e + 20 | 0] & (z[e + 21 | 0] & (z[e + 22 | 0] & (z[e + 23 | 0] & (z[e + 24 | 0] & (z[e + 25 | 0] & (z[e + 26 | 0] & (z[e + 27 | 0] & (z[e + 28 | 0] & (z[e + 30 | 0] & z[e + 29 | 0])))))))))))))))))))))))))))) ^ 255) - 1 & 236 - z[e | 0] ^ -1) >>> 8 & 1)) { - break a; - } - if (kb(e)) { - break a; - } - k = I2 + 128 | 0; - if (Rb(k, e)) { - break a; - } - j = I2 + 384 | 0; - Aa(j); - if (f) { - ka(j, 39216, 34, 0); - } - ka(j, a2, 32, 0); - ka(j, e, 32, 0); - ka(j, b2, c2, d); - d = I2 + 320 | 0; - sa(j, d); - jb(d); - j = I2 + 8 | 0; - c2 = h; - e = 0; - b2 = 0; - g = T - 2272 | 0; - T = g; - while (1) { - f = g + 2016 | 0; - h = z[d + (e >>> 3 | 0) | 0]; - w[f + e | 0] = h >>> (e & 6) & 1; - i3 = f; - f = e | 1; - w[i3 + f | 0] = h >>> (f & 7) & 1; - e = e + 2 | 0; - if ((e | 0) != 256) { - continue; - } - break; - } - f = 254; - while (1) { - d = b2; - b2 = d + 1 | 0; - e = g + 2016 | 0; - n2 = e + d | 0; - b: { - if (!z[n2 | 0] | d >>> 0 > 254) { - break b; - } - l = b2 + e | 0; - e = w[l | 0]; - c: { - if (!e) { - break c; - } - i3 = e << 1; - h = w[n2 | 0]; - e = i3 + h | 0; - if ((e | 0) <= 15) { - w[n2 | 0] = e; - w[l | 0] = 0; - break c; - } - e = h - i3 | 0; - if ((e | 0) < -15) { - break b; - } - w[n2 | 0] = e; - e = b2; - while (1) { - h = (g + 2016 | 0) + e | 0; - if (!z[h | 0]) { - w[h | 0] = 1; - break c; - } - w[h | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break; - } - } - if (!f) { - break b; - } - e = d + 2 | 0; - o2 = e + (g + 2016 | 0) | 0; - h = w[o2 | 0]; - d: { - if (!h) { - break d; - } - l = h << 2; - i3 = w[n2 | 0]; - h = l + i3 | 0; - if ((h | 0) >= 16) { - h = i3 - l | 0; - if ((h | 0) < -15) { - break b; - } - w[n2 | 0] = h; - while (1) { - h = (g + 2016 | 0) + e | 0; - if (z[h | 0]) { - w[h | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break d; - } - break; - } - w[h | 0] = 1; - break d; - } - w[n2 | 0] = h; - w[o2 | 0] = 0; - } - m2 = (f >>> 0 >= 5 ? 5 : f) + 1 | 0; - if ((m2 | 0) == 2) { - break b; - } - e = d + 3 | 0; - o2 = e + (g + 2016 | 0) | 0; - h = w[o2 | 0]; - e: { - if (!h) { - break e; - } - l = h << 3; - i3 = w[n2 | 0]; - h = l + i3 | 0; - if ((h | 0) >= 16) { - h = i3 - l | 0; - if ((h | 0) < -15) { - break b; - } - w[n2 | 0] = h; - while (1) { - h = (g + 2016 | 0) + e | 0; - if (z[h | 0]) { - w[h | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break e; - } - break; - } - w[h | 0] = 1; - break e; - } - w[n2 | 0] = h; - w[o2 | 0] = 0; - } - if ((m2 | 0) == 3) { - break b; - } - e = d + 4 | 0; - o2 = e + (g + 2016 | 0) | 0; - h = w[o2 | 0]; - f: { - if (!h) { - break f; - } - l = h << 4; - i3 = w[n2 | 0]; - h = l + i3 | 0; - if ((h | 0) >= 16) { - h = i3 - l | 0; - if ((h | 0) < -15) { - break b; - } - w[n2 | 0] = h; - while (1) { - h = (g + 2016 | 0) + e | 0; - if (z[h | 0]) { - w[h | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break f; - } - break; - } - w[h | 0] = 1; - break f; - } - w[n2 | 0] = h; - w[o2 | 0] = 0; - } - if ((m2 | 0) == 4) { - break b; - } - e = d + 5 | 0; - o2 = e + (g + 2016 | 0) | 0; - h = w[o2 | 0]; - g: { - if (!h) { - break g; - } - l = h << 5; - i3 = w[n2 | 0]; - h = l + i3 | 0; - if ((h | 0) >= 16) { - h = i3 - l | 0; - if ((h | 0) < -15) { - break b; - } - w[n2 | 0] = h; - while (1) { - h = (g + 2016 | 0) + e | 0; - if (z[h | 0]) { - w[h | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break g; - } - break; - } - w[h | 0] = 1; - break g; - } - w[n2 | 0] = h; - w[o2 | 0] = 0; - } - if ((m2 | 0) == 5) { - break b; - } - e = d + 6 | 0; - l = e + (g + 2016 | 0) | 0; - d = w[l | 0]; - if (!d) { - break b; - } - i3 = d << 6; - h = w[n2 | 0]; - d = i3 + h | 0; - if ((d | 0) >= 16) { - d = h - i3 | 0; - if ((d | 0) < -15) { - break b; - } - w[n2 | 0] = d; - while (1) { - d = (g + 2016 | 0) + e | 0; - if (z[d | 0]) { - w[d | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break b; - } - break; - } - w[d | 0] = 1; - break b; - } - w[n2 | 0] = d; - w[l | 0] = 0; - } - f = f - 1 | 0; - if ((b2 | 0) != 256) { - continue; - } - break; - } - e = 0; - while (1) { - b2 = g + 1760 | 0; - d = z[c2 + (e >>> 3 | 0) | 0]; - w[b2 + e | 0] = d >>> (e & 6) & 1; - f = b2; - b2 = e | 1; - w[f + b2 | 0] = d >>> (b2 & 7) & 1; - e = e + 2 | 0; - if ((e | 0) != 256) { - continue; - } - break; - } - b2 = 0; - f = 254; - while (1) { - c2 = b2; - b2 = b2 + 1 | 0; - d = g + 1760 | 0; - m2 = d + c2 | 0; - h: { - if (!z[m2 | 0] | c2 >>> 0 > 254) { - break h; - } - i3 = b2 + d | 0; - d = w[i3 | 0]; - i: { - if (!d) { - break i; - } - h = d << 1; - e = w[m2 | 0]; - d = h + e | 0; - if ((d | 0) <= 15) { - w[m2 | 0] = d; - w[i3 | 0] = 0; - break i; - } - d = e - h | 0; - if ((d | 0) < -15) { - break h; - } - w[m2 | 0] = d; - e = b2; - while (1) { - d = (g + 1760 | 0) + e | 0; - if (!z[d | 0]) { - w[d | 0] = 1; - break i; - } - w[d | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break; - } - } - if (!f) { - break h; - } - e = c2 + 2 | 0; - l = e + (g + 1760 | 0) | 0; - d = w[l | 0]; - j: { - if (!d) { - break j; - } - i3 = d << 2; - h = w[m2 | 0]; - d = i3 + h | 0; - if ((d | 0) >= 16) { - d = h - i3 | 0; - if ((d | 0) < -15) { - break h; - } - w[m2 | 0] = d; - while (1) { - d = (g + 1760 | 0) + e | 0; - if (z[d | 0]) { - w[d | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break j; - } - break; - } - w[d | 0] = 1; - break j; - } - w[m2 | 0] = d; - w[l | 0] = 0; - } - o2 = (f >>> 0 >= 5 ? 5 : f) + 1 | 0; - if ((o2 | 0) == 2) { - break h; - } - e = c2 + 3 | 0; - l = e + (g + 1760 | 0) | 0; - d = w[l | 0]; - k: { - if (!d) { - break k; - } - i3 = d << 3; - h = w[m2 | 0]; - d = i3 + h | 0; - if ((d | 0) >= 16) { - d = h - i3 | 0; - if ((d | 0) < -15) { - break h; - } - w[m2 | 0] = d; - while (1) { - d = (g + 1760 | 0) + e | 0; - if (z[d | 0]) { - w[d | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break k; - } - break; - } - w[d | 0] = 1; - break k; - } - w[m2 | 0] = d; - w[l | 0] = 0; - } - if ((o2 | 0) == 3) { - break h; - } - e = c2 + 4 | 0; - l = e + (g + 1760 | 0) | 0; - d = w[l | 0]; - l: { - if (!d) { - break l; - } - i3 = d << 4; - h = w[m2 | 0]; - d = i3 + h | 0; - if ((d | 0) >= 16) { - d = h - i3 | 0; - if ((d | 0) < -15) { - break h; - } - w[m2 | 0] = d; - while (1) { - d = (g + 1760 | 0) + e | 0; - if (z[d | 0]) { - w[d | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break l; - } - break; - } - w[d | 0] = 1; - break l; - } - w[m2 | 0] = d; - w[l | 0] = 0; - } - if ((o2 | 0) == 4) { - break h; - } - e = c2 + 5 | 0; - l = e + (g + 1760 | 0) | 0; - d = w[l | 0]; - m: { - if (!d) { - break m; - } - i3 = d << 5; - h = w[m2 | 0]; - d = i3 + h | 0; - if ((d | 0) >= 16) { - d = h - i3 | 0; - if ((d | 0) < -15) { - break h; - } - w[m2 | 0] = d; - while (1) { - d = (g + 1760 | 0) + e | 0; - if (z[d | 0]) { - w[d | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break m; - } - break; - } - w[d | 0] = 1; - break m; - } - w[m2 | 0] = d; - w[l | 0] = 0; - } - if ((o2 | 0) == 5) { - break h; - } - e = c2 + 6 | 0; - i3 = e + (g + 1760 | 0) | 0; - c2 = w[i3 | 0]; - if (!c2) { - break h; - } - h = c2 << 6; - d = w[m2 | 0]; - c2 = h + d | 0; - if ((c2 | 0) >= 16) { - c2 = d - h | 0; - if ((c2 | 0) < -15) { - break h; - } - w[m2 | 0] = c2; - while (1) { - c2 = (g + 1760 | 0) + e | 0; - if (z[c2 | 0]) { - w[c2 | 0] = 0; - e = e + 1 | 0; - if ((e | 0) != 256) { - continue; - } - break h; - } - break; - } - w[c2 | 0] = 1; - break h; - } - w[m2 | 0] = c2; - w[i3 | 0] = 0; - } - f = f - 1 | 0; - if ((b2 | 0) != 256) { - continue; - } - break; - } - d = g + 480 | 0; - la(d, k); - b2 = y[k + 36 >> 2]; - y[g + 192 >> 2] = y[k + 32 >> 2]; - y[g + 196 >> 2] = b2; - b2 = y[k + 28 >> 2]; - y[g + 184 >> 2] = y[k + 24 >> 2]; - y[g + 188 >> 2] = b2; - b2 = y[k + 20 >> 2]; - y[g + 176 >> 2] = y[k + 16 >> 2]; - y[g + 180 >> 2] = b2; - b2 = y[k + 12 >> 2]; - y[g + 168 >> 2] = y[k + 8 >> 2]; - y[g + 172 >> 2] = b2; - b2 = y[k + 4 >> 2]; - y[g + 160 >> 2] = y[k >> 2]; - y[g + 164 >> 2] = b2; - b2 = y[k + 44 >> 2]; - y[g + 200 >> 2] = y[k + 40 >> 2]; - y[g + 204 >> 2] = b2; - b2 = y[k + 52 >> 2]; - y[g + 208 >> 2] = y[k + 48 >> 2]; - y[g + 212 >> 2] = b2; - b2 = y[k + 60 >> 2]; - y[g + 216 >> 2] = y[k + 56 >> 2]; - y[g + 220 >> 2] = b2; - c2 = k - -64 | 0; - b2 = y[c2 + 4 >> 2]; - y[g + 224 >> 2] = y[c2 >> 2]; - y[g + 228 >> 2] = b2; - b2 = y[k + 76 >> 2]; - y[g + 232 >> 2] = y[k + 72 >> 2]; - y[g + 236 >> 2] = b2; - b2 = y[k + 84 >> 2]; - y[g + 240 >> 2] = y[k + 80 >> 2]; - y[g + 244 >> 2] = b2; - b2 = y[k + 92 >> 2]; - y[g + 248 >> 2] = y[k + 88 >> 2]; - y[g + 252 >> 2] = b2; - b2 = y[k + 100 >> 2]; - y[g + 256 >> 2] = y[k + 96 >> 2]; - y[g + 260 >> 2] = b2; - b2 = y[k + 108 >> 2]; - y[g + 264 >> 2] = y[k + 104 >> 2]; - y[g + 268 >> 2] = b2; - b2 = y[k + 116 >> 2]; - y[g + 272 >> 2] = y[k + 112 >> 2]; - y[g + 276 >> 2] = b2; - e = g + 320 | 0; - c2 = g + 160 | 0; - ya(e, c2); - p = g + 440 | 0; - ea(g, e, p); - q = g + 360 | 0; - r = g + 400 | 0; - ea(g + 40 | 0, q, r); - ea(g + 80 | 0, r, p); - ea(g + 120 | 0, e, q); - ma(e, g, d); - ea(c2, e, p); - v2 = g + 200 | 0; - ea(v2, q, r); - x2 = g + 240 | 0; - ea(x2, r, p); - t2 = g + 280 | 0; - ea(t2, e, q); - b2 = g + 640 | 0; - la(b2, c2); - ma(e, g, b2); - ea(c2, e, p); - ea(v2, q, r); - ea(x2, r, p); - ea(t2, e, q); - b2 = g + 800 | 0; - la(b2, c2); - ma(e, g, b2); - ea(c2, e, p); - ea(v2, q, r); - ea(x2, r, p); - ea(t2, e, q); - b2 = g + 960 | 0; - la(b2, c2); - ma(e, g, b2); - ea(c2, e, p); - ea(v2, q, r); - ea(x2, r, p); - ea(t2, e, q); - b2 = g + 1120 | 0; - la(b2, c2); - ma(e, g, b2); - ea(c2, e, p); - ea(v2, q, r); - ea(x2, r, p); - ea(t2, e, q); - b2 = g + 1280 | 0; - la(b2, c2); - ma(e, g, b2); - ea(c2, e, p); - ea(v2, q, r); - ea(x2, r, p); - ea(t2, e, q); - b2 = g + 1440 | 0; - la(b2, c2); - ma(e, g, b2); - ea(c2, e, p); - ea(v2, q, r); - ea(x2, r, p); - ea(t2, e, q); - la(g + 1600 | 0, c2); - y[j + 32 >> 2] = 0; - y[j + 36 >> 2] = 0; - y[j + 24 >> 2] = 0; - y[j + 28 >> 2] = 0; - y[j + 16 >> 2] = 0; - y[j + 20 >> 2] = 0; - y[j + 8 >> 2] = 0; - y[j + 12 >> 2] = 0; - y[j >> 2] = 0; - y[j + 4 >> 2] = 0; - y[j + 44 >> 2] = 0; - y[j + 48 >> 2] = 0; - L2 = j + 40 | 0; - y[L2 >> 2] = 1; - y[j + 52 >> 2] = 0; - y[j + 56 >> 2] = 0; - y[j + 60 >> 2] = 0; - y[j + 64 >> 2] = 0; - y[j + 68 >> 2] = 0; - y[j + 72 >> 2] = 0; - y[j + 84 >> 2] = 0; - y[j + 88 >> 2] = 0; - y[j + 76 >> 2] = 0; - y[j + 80 >> 2] = 1; - y[j + 92 >> 2] = 0; - y[j + 96 >> 2] = 0; - y[j + 100 >> 2] = 0; - y[j + 104 >> 2] = 0; - y[j + 108 >> 2] = 0; - y[j + 112 >> 2] = 0; - y[j + 116 >> 2] = 0; - S2 = j + 80 | 0; - f = 255; - while (1) { - n: { - o: { - b2 = g + 2016 | 0; - p: { - if (z[b2 + f | 0]) { - break p; - } - c2 = g + 1760 | 0; - if (z[c2 + f | 0]) { - break p; - } - d = b2; - b2 = f - 1 | 0; - if (!(z[d + b2 | 0] | z[b2 + c2 | 0])) { - break o; - } - f = b2; - } - if ((f | 0) < 0) { - break n; - } - while (1) { - d = g + 320 | 0; - ya(d, j); - b2 = f; - e = w[b2 + (g + 2016 | 0) | 0]; - q: { - if ((e | 0) > 0) { - c2 = g + 160 | 0; - ea(c2, d, p); - ea(v2, q, r); - ea(x2, r, p); - ea(t2, d, q); - ma(d, c2, (g + 480 | 0) + E((e & 254) >>> 1 | 0, 160) | 0); - break q; - } - if ((e | 0) >= 0) { - break q; - } - c2 = g + 160 | 0; - d = g + 320 | 0; - ea(c2, d, p); - ea(v2, q, r); - ea(x2, r, p); - ea(t2, d, q); - Qb(d, c2, (g + 480 | 0) + E((0 - e & 254) >>> 1 | 0, 160) | 0); - } - J2 = w[b2 + (g + 1760 | 0) | 0]; - r: { - if ((J2 | 0) > 0) { - c2 = g + 160 | 0; - d = g + 320 | 0; - ea(c2, d, p); - ea(v2, q, r); - ea(x2, r, p); - ea(t2, d, q); - lb(d, c2, E((J2 & 254) >>> 1 | 0, 120) + 1472 | 0); - break r; - } - if ((J2 | 0) >= 0) { - break r; - } - K2 = g + 320 | 0; - ea(g + 160 | 0, K2, p); - ea(v2, q, r); - ea(x2, r, p); - ea(t2, K2, q); - A2 = y[g + 160 >> 2]; - B2 = y[g + 200 >> 2]; - C2 = y[g + 164 >> 2]; - D2 = y[g + 204 >> 2]; - F2 = y[g + 168 >> 2]; - G2 = y[g + 208 >> 2]; - H2 = y[g + 172 >> 2]; - s2 = y[g + 212 >> 2]; - k = y[g + 176 >> 2]; - u = y[g + 216 >> 2]; - n2 = y[g + 180 >> 2]; - m2 = y[g + 220 >> 2]; - o2 = y[g + 184 >> 2]; - l = y[g + 224 >> 2]; - i3 = y[g + 188 >> 2]; - h = y[g + 228 >> 2]; - f = y[g + 192 >> 2]; - e = y[g + 232 >> 2]; - d = y[g + 236 >> 2]; - c2 = y[g + 196 >> 2]; - y[g + 396 >> 2] = d - c2; - y[g + 392 >> 2] = e - f; - y[g + 388 >> 2] = h - i3; - y[g + 384 >> 2] = l - o2; - y[g + 380 >> 2] = m2 - n2; - y[g + 376 >> 2] = u - k; - y[g + 372 >> 2] = s2 - H2; - y[g + 368 >> 2] = G2 - F2; - y[g + 364 >> 2] = D2 - C2; - y[g + 360 >> 2] = B2 - A2; - y[g + 356 >> 2] = c2 + d; - y[g + 352 >> 2] = e + f; - y[g + 348 >> 2] = h + i3; - y[g + 344 >> 2] = l + o2; - y[g + 340 >> 2] = m2 + n2; - y[g + 336 >> 2] = k + u; - y[g + 332 >> 2] = s2 + H2; - y[g + 328 >> 2] = F2 + G2; - y[g + 324 >> 2] = C2 + D2; - y[g + 320 >> 2] = A2 + B2; - c2 = E((0 - J2 & 254) >>> 1 | 0, 120) + 1472 | 0; - ea(r, K2, c2 + 40 | 0); - ea(q, q, c2); - ea(p, c2 + 80 | 0, t2); - U2 = y[g + 276 >> 2]; - V2 = y[g + 272 >> 2]; - J2 = y[g + 268 >> 2]; - K2 = y[g + 264 >> 2]; - o2 = y[g + 260 >> 2]; - l = y[g + 256 >> 2]; - i3 = y[g + 252 >> 2]; - h = y[g + 248 >> 2]; - f = y[g + 244 >> 2]; - e = y[g + 240 >> 2]; - M2 = y[g + 360 >> 2]; - N2 = y[g + 400 >> 2]; - O2 = y[g + 364 >> 2]; - P2 = y[g + 404 >> 2]; - Q2 = y[g + 368 >> 2]; - R2 = y[g + 408 >> 2]; - A2 = y[g + 372 >> 2]; - B2 = y[g + 412 >> 2]; - C2 = y[g + 376 >> 2]; - D2 = y[g + 416 >> 2]; - F2 = y[g + 380 >> 2]; - G2 = y[g + 420 >> 2]; - H2 = y[g + 384 >> 2]; - s2 = y[g + 424 >> 2]; - k = y[g + 388 >> 2]; - u = y[g + 428 >> 2]; - n2 = y[g + 392 >> 2]; - m2 = y[g + 432 >> 2]; - d = y[g + 396 >> 2]; - c2 = y[g + 436 >> 2]; - y[g + 396 >> 2] = d + c2; - y[g + 392 >> 2] = m2 + n2; - y[g + 388 >> 2] = k + u; - y[g + 384 >> 2] = s2 + H2; - y[g + 380 >> 2] = F2 + G2; - y[g + 376 >> 2] = C2 + D2; - y[g + 372 >> 2] = A2 + B2; - y[g + 368 >> 2] = Q2 + R2; - y[g + 364 >> 2] = O2 + P2; - y[g + 360 >> 2] = M2 + N2; - y[g + 356 >> 2] = c2 - d; - y[g + 352 >> 2] = m2 - n2; - y[g + 348 >> 2] = u - k; - y[g + 344 >> 2] = s2 - H2; - y[g + 340 >> 2] = G2 - F2; - y[g + 336 >> 2] = D2 - C2; - y[g + 332 >> 2] = B2 - A2; - y[g + 328 >> 2] = R2 - Q2; - y[g + 324 >> 2] = P2 - O2; - y[g + 320 >> 2] = N2 - M2; - A2 = e << 1; - B2 = y[g + 440 >> 2]; - y[g + 400 >> 2] = A2 - B2; - C2 = f << 1; - D2 = y[g + 444 >> 2]; - y[g + 404 >> 2] = C2 - D2; - F2 = h << 1; - G2 = y[g + 448 >> 2]; - y[g + 408 >> 2] = F2 - G2; - H2 = i3 << 1; - s2 = y[g + 452 >> 2]; - y[g + 412 >> 2] = H2 - s2; - k = l << 1; - u = y[g + 456 >> 2]; - y[g + 416 >> 2] = k - u; - n2 = o2 << 1; - m2 = y[g + 460 >> 2]; - y[g + 420 >> 2] = n2 - m2; - o2 = K2 << 1; - l = y[g + 464 >> 2]; - y[g + 424 >> 2] = o2 - l; - i3 = J2 << 1; - h = y[g + 468 >> 2]; - y[g + 428 >> 2] = i3 - h; - f = V2 << 1; - e = y[g + 472 >> 2]; - y[g + 432 >> 2] = f - e; - d = U2 << 1; - c2 = y[g + 476 >> 2]; - y[g + 436 >> 2] = d - c2; - y[g + 440 >> 2] = A2 + B2; - y[g + 444 >> 2] = C2 + D2; - y[g + 448 >> 2] = F2 + G2; - y[g + 452 >> 2] = s2 + H2; - y[g + 456 >> 2] = k + u; - y[g + 460 >> 2] = m2 + n2; - y[g + 464 >> 2] = l + o2; - y[g + 468 >> 2] = h + i3; - y[g + 472 >> 2] = e + f; - y[g + 476 >> 2] = c2 + d; - } - ea(j, g + 320 | 0, p); - ea(L2, q, r); - ea(S2, r, p); - f = b2 - 1 | 0; - if ((b2 | 0) > 0) { - continue; - } - break; - } - break n; - } - f = f - 2 | 0; - if (b2) { - continue; - } - } - break; - } - T = g + 2272 | 0; - b2 = I2 + 288 | 0; - Ya(b2, j); - u = (W2 = -1, X = _a(b2, a2), Y = (a2 | 0) == (b2 | 0), Y ? W2 : X) | ib(a2, b2, 32); - } - T = I2 + 592 | 0; - return u; - } - function hd(a2) { - a2 = a2 | 0; - var b2 = 0, c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0; - k = T - 16 | 0; - T = k; - a: { - b: { - c: { - d: { - e: { - f: { - g: { - h: { - i: { - j: { - if (a2 >>> 0 <= 244) { - f = y[10049]; - g = a2 >>> 0 < 11 ? 16 : a2 + 11 & 504; - a2 = g >>> 3 | 0; - b2 = f >>> a2 | 0; - if (b2 & 3) { - e = a2 + ((b2 ^ -1) & 1) | 0; - b2 = e << 3; - a2 = b2 + 40236 | 0; - c2 = y[b2 + 40244 >> 2]; - d = y[c2 + 8 >> 2]; - k: { - if ((a2 | 0) == (d | 0)) { - m2 = 40196, n2 = ue(-2, e) & f, y[m2 >> 2] = n2; - break k; - } - y[d + 12 >> 2] = a2; - y[a2 + 8 >> 2] = d; - } - a2 = c2 + 8 | 0; - y[c2 + 4 >> 2] = b2 | 3; - b2 = b2 + c2 | 0; - y[b2 + 4 >> 2] = y[b2 + 4 >> 2] | 1; - break a; - } - i3 = y[10051]; - if (i3 >>> 0 >= g >>> 0) { - break j; - } - if (b2) { - c2 = 2 << a2; - e = se((0 - c2 | c2) & b2 << a2); - a2 = e << 3; - b2 = a2 + 40236 | 0; - c2 = y[a2 + 40244 >> 2]; - d = y[c2 + 8 >> 2]; - l: { - if ((b2 | 0) == (d | 0)) { - f = ue(-2, e) & f; - y[10049] = f; - break l; - } - y[d + 12 >> 2] = b2; - y[b2 + 8 >> 2] = d; - } - y[c2 + 4 >> 2] = g | 3; - h = c2 + g | 0; - e = a2 - g | 0; - y[h + 4 >> 2] = e | 1; - y[a2 + c2 >> 2] = e; - if (i3) { - a2 = (i3 & -8) + 40236 | 0; - d = y[10054]; - b2 = 1 << (i3 >>> 3); - m: { - if (!(b2 & f)) { - y[10049] = b2 | f; - b2 = a2; - break m; - } - b2 = y[a2 + 8 >> 2]; - } - y[a2 + 8 >> 2] = d; - y[b2 + 12 >> 2] = d; - y[d + 12 >> 2] = a2; - y[d + 8 >> 2] = b2; - } - a2 = c2 + 8 | 0; - y[10054] = h; - y[10051] = e; - break a; - } - l = y[10050]; - if (!l) { - break j; - } - b2 = y[(se(l) << 2) + 40500 >> 2]; - e = (y[b2 + 4 >> 2] & -8) - g | 0; - c2 = b2; - while (1) { - n: { - a2 = y[b2 + 16 >> 2]; - if (!a2) { - a2 = y[b2 + 20 >> 2]; - if (!a2) { - break n; - } - } - d = (y[a2 + 4 >> 2] & -8) - g | 0; - b2 = d >>> 0 < e >>> 0; - e = b2 ? d : e; - c2 = b2 ? a2 : c2; - b2 = a2; - continue; - } - break; - } - j = y[c2 + 24 >> 2]; - a2 = y[c2 + 12 >> 2]; - if ((c2 | 0) != (a2 | 0)) { - b2 = y[c2 + 8 >> 2]; - y[b2 + 12 >> 2] = a2; - y[a2 + 8 >> 2] = b2; - break b; - } - b2 = y[c2 + 20 >> 2]; - if (b2) { - d = c2 + 20 | 0; - } else { - b2 = y[c2 + 16 >> 2]; - if (!b2) { - break i; - } - d = c2 + 16 | 0; - } - while (1) { - h = d; - a2 = b2; - d = a2 + 20 | 0; - b2 = y[a2 + 20 >> 2]; - if (b2) { - continue; - } - d = a2 + 16 | 0; - b2 = y[a2 + 16 >> 2]; - if (b2) { - continue; - } - break; - } - y[h >> 2] = 0; - break b; - } - g = -1; - if (a2 >>> 0 > 4294967231) { - break j; - } - b2 = a2 + 11 | 0; - g = b2 & -8; - h = y[10050]; - if (!h) { - break j; - } - i3 = 31; - e = 0 - g | 0; - if (a2 >>> 0 <= 16777204) { - a2 = H(b2 >>> 8 | 0); - i3 = ((g >>> 38 - a2 & 1) - (a2 << 1) | 0) + 62 | 0; - } - b2 = y[(i3 << 2) + 40500 >> 2]; - o: { - p: { - q: { - if (!b2) { - a2 = 0; - break q; - } - a2 = 0; - c2 = g << ((i3 | 0) != 31 ? 25 - (i3 >>> 1 | 0) | 0 : 0); - while (1) { - r: { - f = (y[b2 + 4 >> 2] & -8) - g | 0; - if (f >>> 0 >= e >>> 0) { - break r; - } - d = b2; - e = f; - if (e) { - break r; - } - e = 0; - a2 = b2; - break p; - } - f = y[b2 + 20 >> 2]; - b2 = y[((c2 >>> 29 & 4) + b2 | 0) + 16 >> 2]; - a2 = f ? (f | 0) == (b2 | 0) ? a2 : f : a2; - c2 = c2 << 1; - if (b2) { - continue; - } - break; - } - } - if (!(a2 | d)) { - d = 0; - a2 = 2 << i3; - a2 = (0 - a2 | a2) & h; - if (!a2) { - break j; - } - a2 = y[(se(a2) << 2) + 40500 >> 2]; - } - if (!a2) { - break o; - } - } - while (1) { - c2 = (y[a2 + 4 >> 2] & -8) - g | 0; - b2 = c2 >>> 0 < e >>> 0; - e = b2 ? c2 : e; - d = b2 ? a2 : d; - b2 = y[a2 + 16 >> 2]; - if (b2) { - a2 = b2; - } else { - a2 = y[a2 + 20 >> 2]; - } - if (a2) { - continue; - } - break; - } - } - if (!d | y[10051] - g >>> 0 <= e >>> 0) { - break j; - } - i3 = y[d + 24 >> 2]; - a2 = y[d + 12 >> 2]; - if ((d | 0) != (a2 | 0)) { - b2 = y[d + 8 >> 2]; - y[b2 + 12 >> 2] = a2; - y[a2 + 8 >> 2] = b2; - break c; - } - b2 = y[d + 20 >> 2]; - if (b2) { - c2 = d + 20 | 0; - } else { - b2 = y[d + 16 >> 2]; - if (!b2) { - break h; - } - c2 = d + 16 | 0; - } - while (1) { - f = c2; - a2 = b2; - c2 = a2 + 20 | 0; - b2 = y[a2 + 20 >> 2]; - if (b2) { - continue; - } - c2 = a2 + 16 | 0; - b2 = y[a2 + 16 >> 2]; - if (b2) { - continue; - } - break; - } - y[f >> 2] = 0; - break c; - } - d = y[10051]; - if (d >>> 0 >= g >>> 0) { - a2 = y[10054]; - b2 = d - g | 0; - s: { - if (b2 >>> 0 >= 16) { - c2 = a2 + g | 0; - y[c2 + 4 >> 2] = b2 | 1; - y[a2 + d >> 2] = b2; - y[a2 + 4 >> 2] = g | 3; - break s; - } - y[a2 + 4 >> 2] = d | 3; - b2 = a2 + d | 0; - y[b2 + 4 >> 2] = y[b2 + 4 >> 2] | 1; - b2 = 0; - c2 = 0; - } - y[10051] = b2; - y[10054] = c2; - a2 = a2 + 8 | 0; - break a; - } - c2 = y[10052]; - if (c2 >>> 0 > g >>> 0) { - b2 = c2 - g | 0; - y[10052] = b2; - a2 = y[10055]; - c2 = a2 + g | 0; - y[10055] = c2; - y[c2 + 4 >> 2] = b2 | 1; - y[a2 + 4 >> 2] = g | 3; - a2 = a2 + 8 | 0; - break a; - } - a2 = 0; - e = g + 47 | 0; - if (y[10167]) { - b2 = y[10169]; - } else { - y[10170] = -1; - y[10171] = -1; - y[10168] = 4096; - y[10169] = 4096; - y[10167] = k + 12 & -16 ^ 1431655768; - y[10172] = 0; - y[10160] = 0; - b2 = 4096; - } - f = e + b2 | 0; - h = 0 - b2 | 0; - b2 = f & h; - if (b2 >>> 0 <= g >>> 0) { - break a; - } - i3 = y[10159]; - if (i3) { - j = y[10157]; - d = j + b2 | 0; - if (d >>> 0 <= j >>> 0 | d >>> 0 > i3 >>> 0) { - break a; - } - } - t: { - if (!(z[40640] & 4)) { - u: { - v: { - w: { - x: { - d = y[10055]; - if (d) { - a2 = 40644; - while (1) { - i3 = y[a2 >> 2]; - if (i3 >>> 0 <= d >>> 0 & d >>> 0 < i3 + y[a2 + 4 >> 2] >>> 0) { - break x; - } - a2 = y[a2 + 8 >> 2]; - if (a2) { - continue; - } - break; - } - } - c2 = Ka(0); - if ((c2 | 0) == -1) { - break u; - } - f = b2; - a2 = y[10168]; - d = a2 - 1 | 0; - if (d & c2) { - f = (b2 - c2 | 0) + (c2 + d & 0 - a2) | 0; - } - if (f >>> 0 <= g >>> 0) { - break u; - } - d = y[10159]; - if (d) { - h = y[10157]; - a2 = h + f | 0; - if (a2 >>> 0 <= h >>> 0 | a2 >>> 0 > d >>> 0) { - break u; - } - } - a2 = Ka(f); - if ((c2 | 0) != (a2 | 0)) { - break w; - } - break t; - } - f = h & f - c2; - c2 = Ka(f); - if ((c2 | 0) == (y[a2 >> 2] + y[a2 + 4 >> 2] | 0)) { - break v; - } - a2 = c2; - } - if ((a2 | 0) == -1) { - break u; - } - if (g + 48 >>> 0 <= f >>> 0) { - c2 = a2; - break t; - } - c2 = y[10169]; - c2 = c2 + (e - f | 0) & 0 - c2; - if ((Ka(c2) | 0) == -1) { - break u; - } - f = c2 + f | 0; - c2 = a2; - break t; - } - if ((c2 | 0) != -1) { - break t; - } - } - y[10160] = y[10160] | 4; - } - c2 = Ka(b2); - a2 = Ka(0); - if ((c2 | 0) == -1 | (a2 | 0) == -1 | a2 >>> 0 <= c2 >>> 0) { - break e; - } - f = a2 - c2 | 0; - if (f >>> 0 <= g + 40 >>> 0) { - break e; - } - } - a2 = y[10157] + f | 0; - y[10157] = a2; - if (a2 >>> 0 > B[10158]) { - y[10158] = a2; - } - y: { - e = y[10055]; - if (e) { - a2 = 40644; - while (1) { - b2 = y[a2 >> 2]; - d = y[a2 + 4 >> 2]; - if ((b2 + d | 0) == (c2 | 0)) { - break y; - } - a2 = y[a2 + 8 >> 2]; - if (a2) { - continue; - } - break; - } - break g; - } - a2 = y[10053]; - if (!(a2 >>> 0 <= c2 >>> 0 ? a2 : 0)) { - y[10053] = c2; - } - a2 = 0; - y[10162] = f; - y[10161] = c2; - y[10057] = -1; - y[10058] = y[10167]; - y[10164] = 0; - while (1) { - b2 = a2 << 3; - d = b2 + 40236 | 0; - y[b2 + 40244 >> 2] = d; - y[b2 + 40248 >> 2] = d; - a2 = a2 + 1 | 0; - if ((a2 | 0) != 32) { - continue; - } - break; - } - a2 = f - 40 | 0; - b2 = -8 - c2 & 7; - d = a2 - b2 | 0; - y[10052] = d; - b2 = b2 + c2 | 0; - y[10055] = b2; - y[b2 + 4 >> 2] = d | 1; - y[(a2 + c2 | 0) + 4 >> 2] = 40; - y[10056] = y[10171]; - break f; - } - if (y[a2 + 12 >> 2] & 8 | (c2 >>> 0 <= e >>> 0 | b2 >>> 0 > e >>> 0)) { - break g; - } - y[a2 + 4 >> 2] = d + f; - a2 = -8 - e & 7; - b2 = a2 + e | 0; - y[10055] = b2; - c2 = y[10052] + f | 0; - a2 = c2 - a2 | 0; - y[10052] = a2; - y[b2 + 4 >> 2] = a2 | 1; - y[(c2 + e | 0) + 4 >> 2] = 40; - y[10056] = y[10171]; - break f; - } - a2 = 0; - break b; - } - a2 = 0; - break c; - } - if (B[10053] > c2 >>> 0) { - y[10053] = c2; - } - d = c2 + f | 0; - a2 = 40644; - z: { - while (1) { - b2 = y[a2 >> 2]; - if ((b2 | 0) != (d | 0)) { - a2 = y[a2 + 8 >> 2]; - if (a2) { - continue; - } - break z; - } - break; - } - if (!(z[a2 + 12 | 0] & 8)) { - break d; - } - } - a2 = 40644; - while (1) { - A: { - b2 = y[a2 >> 2]; - if (b2 >>> 0 <= e >>> 0) { - d = b2 + y[a2 + 4 >> 2] | 0; - if (d >>> 0 > e >>> 0) { - break A; - } - } - a2 = y[a2 + 8 >> 2]; - continue; - } - break; - } - a2 = f - 40 | 0; - b2 = -8 - c2 & 7; - h = a2 - b2 | 0; - y[10052] = h; - b2 = b2 + c2 | 0; - y[10055] = b2; - y[b2 + 4 >> 2] = h | 1; - y[(a2 + c2 | 0) + 4 >> 2] = 40; - y[10056] = y[10171]; - a2 = (d + (39 - d & 7) | 0) - 47 | 0; - b2 = a2 >>> 0 < e + 16 >>> 0 ? e : a2; - y[b2 + 4 >> 2] = 27; - a2 = y[10164]; - y[b2 + 16 >> 2] = y[10163]; - y[b2 + 20 >> 2] = a2; - a2 = y[10162]; - y[b2 + 8 >> 2] = y[10161]; - y[b2 + 12 >> 2] = a2; - y[10163] = b2 + 8; - y[10162] = f; - y[10161] = c2; - y[10164] = 0; - a2 = b2 + 24 | 0; - while (1) { - y[a2 + 4 >> 2] = 7; - c2 = a2 + 8 | 0; - a2 = a2 + 4 | 0; - if (c2 >>> 0 < d >>> 0) { - continue; - } - break; - } - if ((b2 | 0) == (e | 0)) { - break f; - } - y[b2 + 4 >> 2] = y[b2 + 4 >> 2] & -2; - c2 = b2 - e | 0; - y[e + 4 >> 2] = c2 | 1; - y[b2 >> 2] = c2; - B: { - if (c2 >>> 0 <= 255) { - a2 = (c2 & 248) + 40236 | 0; - b2 = y[10049]; - c2 = 1 << (c2 >>> 3); - C: { - if (!(b2 & c2)) { - y[10049] = b2 | c2; - b2 = a2; - break C; - } - b2 = y[a2 + 8 >> 2]; - } - y[a2 + 8 >> 2] = e; - y[b2 + 12 >> 2] = e; - d = 8; - c2 = 12; - break B; - } - a2 = 31; - if (c2 >>> 0 <= 16777215) { - a2 = H(c2 >>> 8 | 0); - a2 = (c2 >>> 38 - a2 & 1 | a2 << 1) ^ 62; - } - y[e + 28 >> 2] = a2; - y[e + 16 >> 2] = 0; - y[e + 20 >> 2] = 0; - b2 = (a2 << 2) + 40500 | 0; - D: { - d = y[10050]; - f = 1 << a2; - E: { - if (!(d & f)) { - y[10050] = d | f; - y[b2 >> 2] = e; - break E; - } - a2 = c2 << ((a2 | 0) != 31 ? 25 - (a2 >>> 1 | 0) | 0 : 0); - d = y[b2 >> 2]; - while (1) { - b2 = d; - if ((c2 | 0) == (y[b2 + 4 >> 2] & -8)) { - break D; - } - d = a2 >>> 29 | 0; - a2 = a2 << 1; - f = (d & 4) + b2 | 0; - d = y[f + 16 >> 2]; - if (d) { - continue; - } - break; - } - y[f + 16 >> 2] = e; - } - y[e + 24 >> 2] = b2; - b2 = e; - a2 = b2; - d = 12; - c2 = 8; - break B; - } - a2 = y[b2 + 8 >> 2]; - y[a2 + 12 >> 2] = e; - y[b2 + 8 >> 2] = e; - y[e + 8 >> 2] = a2; - a2 = 0; - d = 12; - c2 = 24; - } - y[e + d >> 2] = b2; - y[c2 + e >> 2] = a2; - } - a2 = y[10052]; - if (a2 >>> 0 <= g >>> 0) { - break e; - } - b2 = a2 - g | 0; - y[10052] = b2; - a2 = y[10055]; - c2 = a2 + g | 0; - y[10055] = c2; - y[c2 + 4 >> 2] = b2 | 1; - y[a2 + 4 >> 2] = g | 3; - a2 = a2 + 8 | 0; - break a; - } - y[10048] = 48; - a2 = 0; - break a; - } - y[a2 >> 2] = c2; - y[a2 + 4 >> 2] = y[a2 + 4 >> 2] + f; - i3 = (-8 - c2 & 7) + c2 | 0; - y[i3 + 4 >> 2] = g | 3; - f = b2 + (-8 - b2 & 7) | 0; - e = g + i3 | 0; - h = f - e | 0; - F: { - if (y[10055] == (f | 0)) { - y[10055] = e; - a2 = y[10052] + h | 0; - y[10052] = a2; - y[e + 4 >> 2] = a2 | 1; - break F; - } - if (y[10054] == (f | 0)) { - y[10054] = e; - a2 = y[10051] + h | 0; - y[10051] = a2; - y[e + 4 >> 2] = a2 | 1; - y[a2 + e >> 2] = a2; - break F; - } - a2 = y[f + 4 >> 2]; - if ((a2 & 3) == 1) { - j = a2 & -8; - c2 = y[f + 12 >> 2]; - G: { - if (a2 >>> 0 <= 255) { - b2 = y[f + 8 >> 2]; - if ((b2 | 0) == (c2 | 0)) { - m2 = 40196, n2 = y[10049] & ue(-2, a2 >>> 3 | 0), y[m2 >> 2] = n2; - break G; - } - y[b2 + 12 >> 2] = c2; - y[c2 + 8 >> 2] = b2; - break G; - } - g = y[f + 24 >> 2]; - H: { - if ((c2 | 0) != (f | 0)) { - a2 = y[f + 8 >> 2]; - y[a2 + 12 >> 2] = c2; - y[c2 + 8 >> 2] = a2; - break H; - } - I: { - a2 = y[f + 20 >> 2]; - if (a2) { - b2 = f + 20 | 0; - } else { - a2 = y[f + 16 >> 2]; - if (!a2) { - break I; - } - b2 = f + 16 | 0; - } - while (1) { - d = b2; - c2 = a2; - b2 = a2 + 20 | 0; - a2 = y[a2 + 20 >> 2]; - if (a2) { - continue; - } - b2 = c2 + 16 | 0; - a2 = y[c2 + 16 >> 2]; - if (a2) { - continue; - } - break; - } - y[d >> 2] = 0; - break H; - } - c2 = 0; - } - if (!g) { - break G; - } - a2 = y[f + 28 >> 2]; - b2 = a2 << 2; - J: { - if (y[b2 + 40500 >> 2] == (f | 0)) { - y[b2 + 40500 >> 2] = c2; - if (c2) { - break J; - } - m2 = 40200, n2 = y[10050] & ue(-2, a2), y[m2 >> 2] = n2; - break G; - } - K: { - if (y[g + 16 >> 2] == (f | 0)) { - y[g + 16 >> 2] = c2; - break K; - } - y[g + 20 >> 2] = c2; - } - if (!c2) { - break G; - } - } - y[c2 + 24 >> 2] = g; - a2 = y[f + 16 >> 2]; - if (a2) { - y[c2 + 16 >> 2] = a2; - y[a2 + 24 >> 2] = c2; - } - a2 = y[f + 20 >> 2]; - if (!a2) { - break G; - } - y[c2 + 20 >> 2] = a2; - y[a2 + 24 >> 2] = c2; - } - h = h + j | 0; - f = f + j | 0; - a2 = y[f + 4 >> 2]; - } - y[f + 4 >> 2] = a2 & -2; - y[e + 4 >> 2] = h | 1; - y[e + h >> 2] = h; - if (h >>> 0 <= 255) { - a2 = (h & 248) + 40236 | 0; - b2 = y[10049]; - c2 = 1 << (h >>> 3); - L: { - if (!(b2 & c2)) { - y[10049] = b2 | c2; - b2 = a2; - break L; - } - b2 = y[a2 + 8 >> 2]; - } - y[a2 + 8 >> 2] = e; - y[b2 + 12 >> 2] = e; - y[e + 12 >> 2] = a2; - y[e + 8 >> 2] = b2; - break F; - } - c2 = 31; - if (h >>> 0 <= 16777215) { - a2 = H(h >>> 8 | 0); - c2 = (h >>> 38 - a2 & 1 | a2 << 1) ^ 62; - } - y[e + 28 >> 2] = c2; - y[e + 16 >> 2] = 0; - y[e + 20 >> 2] = 0; - a2 = (c2 << 2) + 40500 | 0; - M: { - b2 = y[10050]; - d = 1 << c2; - N: { - if (!(b2 & d)) { - y[10050] = b2 | d; - y[a2 >> 2] = e; - break N; - } - c2 = h << ((c2 | 0) != 31 ? 25 - (c2 >>> 1 | 0) | 0 : 0); - b2 = y[a2 >> 2]; - while (1) { - a2 = b2; - if ((y[a2 + 4 >> 2] & -8) == (h | 0)) { - break M; - } - b2 = c2 >>> 29 | 0; - c2 = c2 << 1; - d = (b2 & 4) + a2 | 0; - b2 = y[d + 16 >> 2]; - if (b2) { - continue; - } - break; - } - y[d + 16 >> 2] = e; - } - y[e + 24 >> 2] = a2; - y[e + 12 >> 2] = e; - y[e + 8 >> 2] = e; - break F; - } - b2 = y[a2 + 8 >> 2]; - y[b2 + 12 >> 2] = e; - y[a2 + 8 >> 2] = e; - y[e + 24 >> 2] = 0; - y[e + 12 >> 2] = a2; - y[e + 8 >> 2] = b2; - } - a2 = i3 + 8 | 0; - break a; - } - O: { - if (!i3) { - break O; - } - b2 = y[d + 28 >> 2]; - c2 = b2 << 2; - P: { - if (y[c2 + 40500 >> 2] == (d | 0)) { - y[c2 + 40500 >> 2] = a2; - if (a2) { - break P; - } - h = ue(-2, b2) & h; - y[10050] = h; - break O; - } - Q: { - if (y[i3 + 16 >> 2] == (d | 0)) { - y[i3 + 16 >> 2] = a2; - break Q; - } - y[i3 + 20 >> 2] = a2; - } - if (!a2) { - break O; - } - } - y[a2 + 24 >> 2] = i3; - b2 = y[d + 16 >> 2]; - if (b2) { - y[a2 + 16 >> 2] = b2; - y[b2 + 24 >> 2] = a2; - } - b2 = y[d + 20 >> 2]; - if (!b2) { - break O; - } - y[a2 + 20 >> 2] = b2; - y[b2 + 24 >> 2] = a2; - } - R: { - if (e >>> 0 <= 15) { - a2 = e + g | 0; - y[d + 4 >> 2] = a2 | 3; - a2 = a2 + d | 0; - y[a2 + 4 >> 2] = y[a2 + 4 >> 2] | 1; - break R; - } - y[d + 4 >> 2] = g | 3; - f = d + g | 0; - y[f + 4 >> 2] = e | 1; - y[e + f >> 2] = e; - if (e >>> 0 <= 255) { - a2 = (e & 248) + 40236 | 0; - b2 = y[10049]; - c2 = 1 << (e >>> 3); - S: { - if (!(b2 & c2)) { - y[10049] = b2 | c2; - b2 = a2; - break S; - } - b2 = y[a2 + 8 >> 2]; - } - y[a2 + 8 >> 2] = f; - y[b2 + 12 >> 2] = f; - y[f + 12 >> 2] = a2; - y[f + 8 >> 2] = b2; - break R; - } - a2 = 31; - if (e >>> 0 <= 16777215) { - a2 = H(e >>> 8 | 0); - a2 = (e >>> 38 - a2 & 1 | a2 << 1) ^ 62; - } - y[f + 28 >> 2] = a2; - y[f + 16 >> 2] = 0; - y[f + 20 >> 2] = 0; - b2 = (a2 << 2) + 40500 | 0; - T: { - c2 = 1 << a2; - U: { - if (!(c2 & h)) { - y[10050] = c2 | h; - y[b2 >> 2] = f; - y[f + 24 >> 2] = b2; - break U; - } - a2 = e << ((a2 | 0) != 31 ? 25 - (a2 >>> 1 | 0) | 0 : 0); - b2 = y[b2 >> 2]; - while (1) { - c2 = b2; - if ((y[b2 + 4 >> 2] & -8) == (e | 0)) { - break T; - } - h = a2 >>> 29 | 0; - a2 = a2 << 1; - h = b2 + (h & 4) | 0; - b2 = y[h + 16 >> 2]; - if (b2) { - continue; - } - break; - } - y[h + 16 >> 2] = f; - y[f + 24 >> 2] = c2; - } - y[f + 12 >> 2] = f; - y[f + 8 >> 2] = f; - break R; - } - a2 = y[c2 + 8 >> 2]; - y[a2 + 12 >> 2] = f; - y[c2 + 8 >> 2] = f; - y[f + 24 >> 2] = 0; - y[f + 12 >> 2] = c2; - y[f + 8 >> 2] = a2; - } - a2 = d + 8 | 0; - break a; - } - V: { - if (!j) { - break V; - } - b2 = y[c2 + 28 >> 2]; - d = b2 << 2; - W: { - if (y[d + 40500 >> 2] == (c2 | 0)) { - y[d + 40500 >> 2] = a2; - if (a2) { - break W; - } - m2 = 40200, n2 = ue(-2, b2) & l, y[m2 >> 2] = n2; - break V; - } - X: { - if (y[j + 16 >> 2] == (c2 | 0)) { - y[j + 16 >> 2] = a2; - break X; - } - y[j + 20 >> 2] = a2; - } - if (!a2) { - break V; - } - } - y[a2 + 24 >> 2] = j; - b2 = y[c2 + 16 >> 2]; - if (b2) { - y[a2 + 16 >> 2] = b2; - y[b2 + 24 >> 2] = a2; - } - b2 = y[c2 + 20 >> 2]; - if (!b2) { - break V; - } - y[a2 + 20 >> 2] = b2; - y[b2 + 24 >> 2] = a2; - } - Y: { - if (e >>> 0 <= 15) { - a2 = e + g | 0; - y[c2 + 4 >> 2] = a2 | 3; - a2 = a2 + c2 | 0; - y[a2 + 4 >> 2] = y[a2 + 4 >> 2] | 1; - break Y; - } - y[c2 + 4 >> 2] = g | 3; - h = c2 + g | 0; - y[h + 4 >> 2] = e | 1; - y[e + h >> 2] = e; - if (i3) { - a2 = (i3 & -8) + 40236 | 0; - d = y[10054]; - b2 = 1 << (i3 >>> 3); - Z: { - if (!(b2 & f)) { - y[10049] = b2 | f; - b2 = a2; - break Z; - } - b2 = y[a2 + 8 >> 2]; - } - y[a2 + 8 >> 2] = d; - y[b2 + 12 >> 2] = d; - y[d + 12 >> 2] = a2; - y[d + 8 >> 2] = b2; - } - y[10054] = h; - y[10051] = e; - } - a2 = c2 + 8 | 0; - } - T = k + 16 | 0; - return a2 | 0; - } - function vc(a2, b2, c2, d, e, f, g, h, i3) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - var j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0; - j = T - 544 | 0; - T = j; - Gb(i3, h, j + 432 | 0); - i3 = 0; - if (g >>> 0 > 31) { - h = 32; - while (1) { - Eb(f + i3 | 0, j + 432 | 0); - i3 = h; - h = h + 32 | 0; - if (h >>> 0 <= g >>> 0) { - continue; - } - break; - } - } - h = i3 | 16; - if (h >>> 0 <= g >>> 0) { - while (1) { - i3 = f + i3 | 0; - l = z[i3 | 0] | z[i3 + 1 | 0] << 8 | (z[i3 + 2 | 0] << 16 | z[i3 + 3 | 0] << 24); - m2 = z[i3 + 4 | 0] | z[i3 + 5 | 0] << 8 | (z[i3 + 6 | 0] << 16 | z[i3 + 7 | 0] << 24); - p = z[i3 + 8 | 0] | z[i3 + 9 | 0] << 8 | (z[i3 + 10 | 0] << 16 | z[i3 + 11 | 0] << 24); - n2 = z[i3 + 12 | 0] | z[i3 + 13 | 0] << 8 | (z[i3 + 14 | 0] << 16 | z[i3 + 15 | 0] << 24); - i3 = y[j + 524 >> 2]; - y[j + 392 >> 2] = y[j + 520 >> 2]; - y[j + 396 >> 2] = i3; - i3 = y[j + 516 >> 2]; - y[j + 384 >> 2] = y[j + 512 >> 2]; - y[j + 388 >> 2] = i3; - i3 = y[j + 500 >> 2]; - y[j + 368 >> 2] = y[j + 496 >> 2]; - y[j + 372 >> 2] = i3; - i3 = y[j + 508 >> 2]; - y[j + 376 >> 2] = y[j + 504 >> 2]; - y[j + 380 >> 2] = i3; - i3 = y[j + 516 >> 2]; - y[j + 352 >> 2] = y[j + 512 >> 2]; - y[j + 356 >> 2] = i3; - i3 = y[j + 524 >> 2]; - y[j + 360 >> 2] = y[j + 520 >> 2]; - y[j + 364 >> 2] = i3; - i3 = j + 528 | 0; - fa(i3, j + 368 | 0, j + 352 | 0); - k = y[j + 540 >> 2]; - y[j + 520 >> 2] = y[j + 536 >> 2]; - y[j + 524 >> 2] = k; - k = y[j + 532 >> 2]; - y[j + 512 >> 2] = y[j + 528 >> 2]; - y[j + 516 >> 2] = k; - k = y[j + 484 >> 2]; - y[j + 336 >> 2] = y[j + 480 >> 2]; - y[j + 340 >> 2] = k; - k = y[j + 492 >> 2]; - y[j + 344 >> 2] = y[j + 488 >> 2]; - y[j + 348 >> 2] = k; - k = y[j + 500 >> 2]; - y[j + 320 >> 2] = y[j + 496 >> 2]; - y[j + 324 >> 2] = k; - k = y[j + 508 >> 2]; - y[j + 328 >> 2] = y[j + 504 >> 2]; - y[j + 332 >> 2] = k; - fa(i3, j + 336 | 0, j + 320 | 0); - k = y[j + 540 >> 2]; - y[j + 504 >> 2] = y[j + 536 >> 2]; - y[j + 508 >> 2] = k; - k = y[j + 532 >> 2]; - y[j + 496 >> 2] = y[j + 528 >> 2]; - y[j + 500 >> 2] = k; - k = y[j + 468 >> 2]; - y[j + 304 >> 2] = y[j + 464 >> 2]; - y[j + 308 >> 2] = k; - k = y[j + 476 >> 2]; - y[j + 312 >> 2] = y[j + 472 >> 2]; - y[j + 316 >> 2] = k; - k = y[j + 484 >> 2]; - y[j + 288 >> 2] = y[j + 480 >> 2]; - y[j + 292 >> 2] = k; - k = y[j + 492 >> 2]; - y[j + 296 >> 2] = y[j + 488 >> 2]; - y[j + 300 >> 2] = k; - fa(i3, j + 304 | 0, j + 288 | 0); - k = y[j + 540 >> 2]; - y[j + 488 >> 2] = y[j + 536 >> 2]; - y[j + 492 >> 2] = k; - k = y[j + 532 >> 2]; - y[j + 480 >> 2] = y[j + 528 >> 2]; - y[j + 484 >> 2] = k; - k = y[j + 452 >> 2]; - y[j + 272 >> 2] = y[j + 448 >> 2]; - y[j + 276 >> 2] = k; - k = y[j + 460 >> 2]; - y[j + 280 >> 2] = y[j + 456 >> 2]; - y[j + 284 >> 2] = k; - k = y[j + 468 >> 2]; - y[j + 256 >> 2] = y[j + 464 >> 2]; - y[j + 260 >> 2] = k; - k = y[j + 476 >> 2]; - y[j + 264 >> 2] = y[j + 472 >> 2]; - y[j + 268 >> 2] = k; - fa(i3, j + 272 | 0, j + 256 | 0); - k = y[j + 540 >> 2]; - y[j + 472 >> 2] = y[j + 536 >> 2]; - y[j + 476 >> 2] = k; - k = y[j + 532 >> 2]; - y[j + 464 >> 2] = y[j + 528 >> 2]; - y[j + 468 >> 2] = k; - k = y[j + 436 >> 2]; - y[j + 240 >> 2] = y[j + 432 >> 2]; - y[j + 244 >> 2] = k; - k = y[j + 444 >> 2]; - y[j + 248 >> 2] = y[j + 440 >> 2]; - y[j + 252 >> 2] = k; - k = y[j + 452 >> 2]; - y[j + 224 >> 2] = y[j + 448 >> 2]; - y[j + 228 >> 2] = k; - k = y[j + 460 >> 2]; - y[j + 232 >> 2] = y[j + 456 >> 2]; - y[j + 236 >> 2] = k; - fa(i3, j + 240 | 0, j + 224 | 0); - k = y[j + 540 >> 2]; - y[j + 456 >> 2] = y[j + 536 >> 2]; - y[j + 460 >> 2] = k; - k = y[j + 532 >> 2]; - y[j + 448 >> 2] = y[j + 528 >> 2]; - y[j + 452 >> 2] = k; - k = y[j + 388 >> 2]; - y[j + 208 >> 2] = y[j + 384 >> 2]; - y[j + 212 >> 2] = k; - k = y[j + 396 >> 2]; - y[j + 216 >> 2] = y[j + 392 >> 2]; - y[j + 220 >> 2] = k; - k = y[j + 436 >> 2]; - y[j + 192 >> 2] = y[j + 432 >> 2]; - y[j + 196 >> 2] = k; - k = y[j + 444 >> 2]; - y[j + 200 >> 2] = y[j + 440 >> 2]; - y[j + 204 >> 2] = k; - fa(i3, j + 208 | 0, j + 192 | 0); - y[j + 444 >> 2] = n2 ^ y[j + 540 >> 2]; - y[j + 440 >> 2] = p ^ y[j + 536 >> 2]; - y[j + 436 >> 2] = m2 ^ y[j + 532 >> 2]; - y[j + 432 >> 2] = l ^ y[j + 528 >> 2]; - i3 = h; - h = h + 16 | 0; - if (h >>> 0 <= g >>> 0) { - continue; - } - break; - } - } - h = g & 15; - if (h) { - l = 16 - h | 0; - if (l) { - o(h | j + 416, 0, l); - } - if (h) { - t(j + 416 | 0, f + i3 | 0, h); - } - m2 = y[j + 416 >> 2]; - p = y[j + 420 >> 2]; - n2 = y[j + 424 >> 2]; - k = y[j + 428 >> 2]; - h = y[j + 524 >> 2]; - i3 = y[j + 520 >> 2]; - y[j + 392 >> 2] = i3; - y[j + 396 >> 2] = h; - l = y[j + 516 >> 2]; - f = y[j + 512 >> 2]; - y[j + 384 >> 2] = f; - y[j + 388 >> 2] = l; - q = y[j + 500 >> 2]; - y[j + 176 >> 2] = y[j + 496 >> 2]; - y[j + 180 >> 2] = q; - q = y[j + 508 >> 2]; - y[j + 184 >> 2] = y[j + 504 >> 2]; - y[j + 188 >> 2] = q; - y[j + 160 >> 2] = f; - y[j + 164 >> 2] = l; - y[j + 168 >> 2] = i3; - y[j + 172 >> 2] = h; - f = j + 528 | 0; - fa(f, j + 176 | 0, j + 160 | 0); - h = y[j + 540 >> 2]; - y[j + 520 >> 2] = y[j + 536 >> 2]; - y[j + 524 >> 2] = h; - h = y[j + 532 >> 2]; - y[j + 512 >> 2] = y[j + 528 >> 2]; - y[j + 516 >> 2] = h; - h = y[j + 484 >> 2]; - y[j + 144 >> 2] = y[j + 480 >> 2]; - y[j + 148 >> 2] = h; - h = y[j + 492 >> 2]; - y[j + 152 >> 2] = y[j + 488 >> 2]; - y[j + 156 >> 2] = h; - h = y[j + 500 >> 2]; - y[j + 128 >> 2] = y[j + 496 >> 2]; - y[j + 132 >> 2] = h; - h = y[j + 508 >> 2]; - y[j + 136 >> 2] = y[j + 504 >> 2]; - y[j + 140 >> 2] = h; - fa(f, j + 144 | 0, j + 128 | 0); - h = y[j + 540 >> 2]; - y[j + 504 >> 2] = y[j + 536 >> 2]; - y[j + 508 >> 2] = h; - h = y[j + 532 >> 2]; - y[j + 496 >> 2] = y[j + 528 >> 2]; - y[j + 500 >> 2] = h; - h = y[j + 468 >> 2]; - y[j + 112 >> 2] = y[j + 464 >> 2]; - y[j + 116 >> 2] = h; - h = y[j + 476 >> 2]; - y[j + 120 >> 2] = y[j + 472 >> 2]; - y[j + 124 >> 2] = h; - h = y[j + 484 >> 2]; - y[j + 96 >> 2] = y[j + 480 >> 2]; - y[j + 100 >> 2] = h; - h = y[j + 492 >> 2]; - y[j + 104 >> 2] = y[j + 488 >> 2]; - y[j + 108 >> 2] = h; - fa(f, j + 112 | 0, j + 96 | 0); - h = y[j + 540 >> 2]; - y[j + 488 >> 2] = y[j + 536 >> 2]; - y[j + 492 >> 2] = h; - h = y[j + 532 >> 2]; - y[j + 480 >> 2] = y[j + 528 >> 2]; - y[j + 484 >> 2] = h; - h = y[j + 452 >> 2]; - y[j + 80 >> 2] = y[j + 448 >> 2]; - y[j + 84 >> 2] = h; - h = y[j + 460 >> 2]; - y[j + 88 >> 2] = y[j + 456 >> 2]; - y[j + 92 >> 2] = h; - h = y[j + 468 >> 2]; - y[j + 64 >> 2] = y[j + 464 >> 2]; - y[j + 68 >> 2] = h; - h = y[j + 476 >> 2]; - y[j + 72 >> 2] = y[j + 472 >> 2]; - y[j + 76 >> 2] = h; - fa(f, j + 80 | 0, j - -64 | 0); - h = y[j + 540 >> 2]; - y[j + 472 >> 2] = y[j + 536 >> 2]; - y[j + 476 >> 2] = h; - h = y[j + 532 >> 2]; - y[j + 464 >> 2] = y[j + 528 >> 2]; - y[j + 468 >> 2] = h; - h = y[j + 436 >> 2]; - y[j + 48 >> 2] = y[j + 432 >> 2]; - y[j + 52 >> 2] = h; - h = y[j + 444 >> 2]; - y[j + 56 >> 2] = y[j + 440 >> 2]; - y[j + 60 >> 2] = h; - h = y[j + 452 >> 2]; - y[j + 32 >> 2] = y[j + 448 >> 2]; - y[j + 36 >> 2] = h; - h = y[j + 460 >> 2]; - y[j + 40 >> 2] = y[j + 456 >> 2]; - y[j + 44 >> 2] = h; - fa(f, j + 48 | 0, j + 32 | 0); - h = y[j + 540 >> 2]; - y[j + 456 >> 2] = y[j + 536 >> 2]; - y[j + 460 >> 2] = h; - h = y[j + 532 >> 2]; - y[j + 448 >> 2] = y[j + 528 >> 2]; - y[j + 452 >> 2] = h; - h = y[j + 388 >> 2]; - y[j + 16 >> 2] = y[j + 384 >> 2]; - y[j + 20 >> 2] = h; - h = y[j + 396 >> 2]; - y[j + 24 >> 2] = y[j + 392 >> 2]; - y[j + 28 >> 2] = h; - h = y[j + 436 >> 2]; - y[j >> 2] = y[j + 432 >> 2]; - y[j + 4 >> 2] = h; - h = y[j + 444 >> 2]; - y[j + 8 >> 2] = y[j + 440 >> 2]; - y[j + 12 >> 2] = h; - fa(f, j + 16 | 0, j); - y[j + 444 >> 2] = k ^ y[j + 540 >> 2]; - y[j + 440 >> 2] = n2 ^ y[j + 536 >> 2]; - y[j + 436 >> 2] = p ^ y[j + 532 >> 2]; - y[j + 432 >> 2] = m2 ^ y[j + 528 >> 2]; - } - a: { - if (!a2) { - i3 = 16; - h = 0; - if (c2 >>> 0 < 16) { - break a; - } - while (1) { - Bb(j + 528 | 0, b2 + h | 0, j + 432 | 0); - h = i3; - i3 = h + 16 | 0; - if (i3 >>> 0 <= c2 >>> 0) { - continue; - } - break; - } - break a; - } - i3 = 16; - h = 0; - if (c2 >>> 0 < 16) { - break a; - } - while (1) { - Bb(a2 + h | 0, b2 + h | 0, j + 432 | 0); - h = i3; - i3 = h + 16 | 0; - if (i3 >>> 0 <= c2 >>> 0) { - continue; - } - break; - } - } - i3 = c2 & 15; - if (i3) { - p = a2 ? a2 + h | 0 : j + 528 | 0; - h = b2 + h | 0; - f = j + 432 | 0; - b2 = T - 240 | 0; - T = b2; - l = i3 + (b2 + 192 | 0) | 0; - m2 = 16 - i3 | 0; - n2 = !m2; - if (!n2) { - o(l, 0, m2); - } - k = !i3; - if (!k) { - t(b2 + 192 | 0, h, i3); - } - q = y[f + 16 >> 2]; - h = f - -64 | 0; - r = y[h >> 2]; - s2 = y[f + 80 >> 2]; - u = y[f + 32 >> 2]; - v2 = y[f + 48 >> 2]; - w2 = y[f + 20 >> 2]; - x2 = y[f + 68 >> 2]; - A2 = y[f + 84 >> 2]; - B2 = y[f + 36 >> 2]; - C2 = y[f + 52 >> 2]; - D2 = y[f + 24 >> 2]; - E2 = y[f + 72 >> 2]; - F2 = y[f + 88 >> 2]; - G2 = y[f + 40 >> 2]; - H2 = y[f + 56 >> 2]; - I2 = y[b2 + 192 >> 2]; - J2 = y[b2 + 196 >> 2]; - K2 = y[b2 + 200 >> 2]; - y[b2 + 204 >> 2] = y[f + 44 >> 2] & y[f + 60 >> 2] ^ (y[f + 28 >> 2] ^ (y[f + 76 >> 2] ^ (y[f + 92 >> 2] ^ y[b2 + 204 >> 2]))); - y[b2 + 200 >> 2] = G2 & H2 ^ (E2 ^ (F2 ^ K2) ^ D2); - y[b2 + 196 >> 2] = B2 & C2 ^ (A2 ^ J2 ^ x2 ^ w2); - y[b2 + 192 >> 2] = u & v2 ^ (s2 ^ I2 ^ r ^ q); - if (!n2) { - o(l, 0, m2); - } - if (!k) { - t(p, b2 + 192 | 0, i3); - } - l = y[b2 + 192 >> 2]; - m2 = y[b2 + 196 >> 2]; - p = y[b2 + 200 >> 2]; - n2 = y[b2 + 204 >> 2]; - i3 = y[f + 92 >> 2]; - y[b2 + 232 >> 2] = y[f + 88 >> 2]; - y[b2 + 236 >> 2] = i3; - i3 = y[f + 84 >> 2]; - y[b2 + 224 >> 2] = y[f + 80 >> 2]; - y[b2 + 228 >> 2] = i3; - i3 = y[h + 4 >> 2]; - y[b2 + 176 >> 2] = y[h >> 2]; - y[b2 + 180 >> 2] = i3; - i3 = y[f + 76 >> 2]; - y[b2 + 184 >> 2] = y[f + 72 >> 2]; - y[b2 + 188 >> 2] = i3; - i3 = y[f + 84 >> 2]; - y[b2 + 160 >> 2] = y[f + 80 >> 2]; - y[b2 + 164 >> 2] = i3; - i3 = y[f + 92 >> 2]; - y[b2 + 168 >> 2] = y[f + 88 >> 2]; - y[b2 + 172 >> 2] = i3; - i3 = b2 + 208 | 0; - fa(i3, b2 + 176 | 0, b2 + 160 | 0); - k = y[b2 + 220 >> 2]; - y[f + 88 >> 2] = y[b2 + 216 >> 2]; - y[f + 92 >> 2] = k; - k = y[b2 + 212 >> 2]; - y[f + 80 >> 2] = y[b2 + 208 >> 2]; - y[f + 84 >> 2] = k; - k = y[f + 52 >> 2]; - y[b2 + 144 >> 2] = y[f + 48 >> 2]; - y[b2 + 148 >> 2] = k; - k = y[f + 60 >> 2]; - y[b2 + 152 >> 2] = y[f + 56 >> 2]; - y[b2 + 156 >> 2] = k; - k = y[h + 4 >> 2]; - y[b2 + 128 >> 2] = y[h >> 2]; - y[b2 + 132 >> 2] = k; - k = y[f + 76 >> 2]; - y[b2 + 136 >> 2] = y[f + 72 >> 2]; - y[b2 + 140 >> 2] = k; - fa(i3, b2 + 144 | 0, b2 + 128 | 0); - k = y[b2 + 220 >> 2]; - y[f + 72 >> 2] = y[b2 + 216 >> 2]; - y[f + 76 >> 2] = k; - k = y[b2 + 212 >> 2]; - y[h >> 2] = y[b2 + 208 >> 2]; - y[h + 4 >> 2] = k; - h = y[f + 36 >> 2]; - y[b2 + 112 >> 2] = y[f + 32 >> 2]; - y[b2 + 116 >> 2] = h; - h = y[f + 44 >> 2]; - y[b2 + 120 >> 2] = y[f + 40 >> 2]; - y[b2 + 124 >> 2] = h; - h = y[f + 52 >> 2]; - y[b2 + 96 >> 2] = y[f + 48 >> 2]; - y[b2 + 100 >> 2] = h; - h = y[f + 60 >> 2]; - y[b2 + 104 >> 2] = y[f + 56 >> 2]; - y[b2 + 108 >> 2] = h; - fa(i3, b2 + 112 | 0, b2 + 96 | 0); - h = y[b2 + 220 >> 2]; - y[f + 56 >> 2] = y[b2 + 216 >> 2]; - y[f + 60 >> 2] = h; - h = y[b2 + 212 >> 2]; - y[f + 48 >> 2] = y[b2 + 208 >> 2]; - y[f + 52 >> 2] = h; - h = y[f + 20 >> 2]; - y[b2 + 80 >> 2] = y[f + 16 >> 2]; - y[b2 + 84 >> 2] = h; - h = y[f + 28 >> 2]; - y[b2 + 88 >> 2] = y[f + 24 >> 2]; - y[b2 + 92 >> 2] = h; - h = y[f + 36 >> 2]; - y[b2 + 64 >> 2] = y[f + 32 >> 2]; - y[b2 + 68 >> 2] = h; - h = y[f + 44 >> 2]; - y[b2 + 72 >> 2] = y[f + 40 >> 2]; - y[b2 + 76 >> 2] = h; - fa(i3, b2 + 80 | 0, b2 - -64 | 0); - h = y[b2 + 220 >> 2]; - y[f + 40 >> 2] = y[b2 + 216 >> 2]; - y[f + 44 >> 2] = h; - h = y[b2 + 212 >> 2]; - y[f + 32 >> 2] = y[b2 + 208 >> 2]; - y[f + 36 >> 2] = h; - h = y[f + 4 >> 2]; - y[b2 + 48 >> 2] = y[f >> 2]; - y[b2 + 52 >> 2] = h; - h = y[f + 12 >> 2]; - y[b2 + 56 >> 2] = y[f + 8 >> 2]; - y[b2 + 60 >> 2] = h; - h = y[f + 20 >> 2]; - y[b2 + 32 >> 2] = y[f + 16 >> 2]; - y[b2 + 36 >> 2] = h; - h = y[f + 28 >> 2]; - y[b2 + 40 >> 2] = y[f + 24 >> 2]; - y[b2 + 44 >> 2] = h; - fa(i3, b2 + 48 | 0, b2 + 32 | 0); - h = y[b2 + 220 >> 2]; - y[f + 24 >> 2] = y[b2 + 216 >> 2]; - y[f + 28 >> 2] = h; - h = y[b2 + 212 >> 2]; - y[f + 16 >> 2] = y[b2 + 208 >> 2]; - y[f + 20 >> 2] = h; - h = y[b2 + 228 >> 2]; - y[b2 + 16 >> 2] = y[b2 + 224 >> 2]; - y[b2 + 20 >> 2] = h; - h = y[b2 + 236 >> 2]; - y[b2 + 24 >> 2] = y[b2 + 232 >> 2]; - y[b2 + 28 >> 2] = h; - h = y[f + 4 >> 2]; - y[b2 >> 2] = y[f >> 2]; - y[b2 + 4 >> 2] = h; - h = y[f + 12 >> 2]; - y[b2 + 8 >> 2] = y[f + 8 >> 2]; - y[b2 + 12 >> 2] = h; - fa(i3, b2 + 16 | 0, b2); - h = y[b2 + 208 >> 2]; - i3 = y[b2 + 212 >> 2]; - k = y[b2 + 216 >> 2]; - y[f + 12 >> 2] = n2 ^ y[b2 + 220 >> 2]; - y[f + 8 >> 2] = k ^ p; - y[f + 4 >> 2] = i3 ^ m2; - y[f >> 2] = h ^ l; - T = b2 + 240 | 0; - } - Cb(j + 384 | 0, e, g, c2, j + 432 | 0); - h = -1; - b: { - c: { - b2 = e - 16 | 0; - if (b2) { - if ((b2 | 0) == 16) { - break c; - } - break b; - } - h = Ha(j + 384 | 0, d); - break b; - } - h = _a(j + 384 | 0, d); - } - if (!(!c2 | (!a2 | !h))) { - o(a2, 0, c2); - } - T = j + 544 | 0; - return h | 0; - } - function ea(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, T2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0, ea2 = 0, fa2 = 0, ga2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, ka2 = 0, la2 = 0, ma2 = 0, na2 = 0, oa2 = 0, pa2 = 0, qa2 = 0, ra2 = 0, sa2 = 0, ta2 = 0, ua2 = 0, va2 = 0, wa2 = 0, xa2 = 0, ya2 = 0, za2 = 0, Aa2 = 0, Ba2 = 0, Ca2 = 0, Da2 = 0; - s2 = y[c2 + 4 >> 2]; - D2 = s2 >> 31; - L2 = y[b2 + 20 >> 2]; - F2 = L2 << 1; - ba2 = F2 >> 31; - d = te(s2, D2, F2, ba2); - f = U; - r = y[c2 >> 2]; - v2 = r >> 31; - t2 = y[b2 + 24 >> 2]; - w2 = t2 >> 31; - p = te(r, v2, t2, w2); - e = p + d | 0; - d = U + f | 0; - d = e >>> 0 < p >>> 0 ? d + 1 | 0 : d; - x2 = y[c2 + 8 >> 2]; - I2 = x2 >> 31; - p = y[b2 + 16 >> 2]; - z2 = p >> 31; - l = te(x2, I2, p, z2); - e = l + e | 0; - f = U + d | 0; - f = e >>> 0 < l >>> 0 ? f + 1 | 0 : f; - G2 = y[c2 + 12 >> 2]; - M2 = G2 >> 31; - N2 = y[b2 + 12 >> 2]; - V2 = N2 << 1; - ca2 = V2 >> 31; - l = te(G2, M2, V2, ca2); - d = l + e | 0; - e = U + f | 0; - e = d >>> 0 < l >>> 0 ? e + 1 | 0 : e; - J2 = y[c2 + 16 >> 2]; - W2 = J2 >> 31; - l = y[b2 + 8 >> 2]; - A2 = l >> 31; - q = te(J2, W2, l, A2); - f = q + d | 0; - d = U + e | 0; - d = f >>> 0 < q >>> 0 ? d + 1 | 0 : d; - e = f; - O2 = y[c2 + 20 >> 2]; - da2 = O2 >> 31; - P2 = y[b2 + 4 >> 2]; - X = P2 << 1; - ea2 = X >> 31; - f = te(O2, da2, X, ea2); - e = e + f | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - j = y[c2 + 24 >> 2]; - ta2 = j; - pa2 = j >> 31; - q = y[b2 >> 2]; - B2 = q >> 31; - m2 = te(j, pa2, q, B2); - f = m2 + e | 0; - e = U + d | 0; - e = f >>> 0 < m2 >>> 0 ? e + 1 | 0 : e; - fa2 = y[c2 + 28 >> 2]; - o2 = E(fa2, 19); - Q2 = o2 >> 31; - R2 = y[b2 + 36 >> 2]; - Y = R2 << 1; - ga2 = Y >> 31; - m2 = te(o2, Q2, Y, ga2); - d = m2 + f | 0; - f = U + e | 0; - f = d >>> 0 < m2 >>> 0 ? f + 1 | 0 : f; - qa2 = y[c2 + 32 >> 2]; - g = E(qa2, 19); - K2 = g >> 31; - m2 = y[b2 + 32 >> 2]; - C2 = m2 >> 31; - k = te(g, K2, m2, C2); - e = k + d | 0; - d = U + f | 0; - d = e >>> 0 < k >>> 0 ? d + 1 | 0 : d; - ua2 = y[c2 + 36 >> 2]; - k = E(ua2, 19); - H2 = k >> 31; - S2 = y[b2 + 28 >> 2]; - Z = S2 << 1; - ha2 = Z >> 31; - c2 = te(k, H2, Z, ha2); - b2 = c2 + e | 0; - d = U + d | 0; - h = b2; - c2 = b2 >>> 0 < c2 >>> 0 ? d + 1 | 0 : d; - b2 = te(p, z2, s2, D2); - d = U; - ia2 = L2 >> 31; - e = te(r, v2, L2, ia2); - b2 = e + b2 | 0; - f = U + d | 0; - f = b2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; - ja2 = N2 >> 31; - d = te(x2, I2, N2, ja2); - b2 = d + b2 | 0; - e = U + f | 0; - e = b2 >>> 0 < d >>> 0 ? e + 1 | 0 : e; - f = te(l, A2, G2, M2); - b2 = f + b2 | 0; - d = U + e | 0; - d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - ka2 = P2 >> 31; - e = te(J2, W2, P2, ka2); - b2 = e + b2 | 0; - d = U + d | 0; - d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(q, B2, O2, da2); - b2 = e + b2 | 0; - d = U + d | 0; - d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - j = E(j, 19); - _ = j >> 31; - la2 = R2 >> 31; - e = te(j, _, R2, la2); - b2 = e + b2 | 0; - f = U + d | 0; - f = b2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; - d = te(m2, C2, o2, Q2); - b2 = d + b2 | 0; - e = U + f | 0; - e = b2 >>> 0 < d >>> 0 ? e + 1 | 0 : e; - ma2 = S2 >> 31; - f = te(g, K2, S2, ma2); - b2 = f + b2 | 0; - d = U + e | 0; - d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - e = te(k, H2, t2, w2); - b2 = e + b2 | 0; - d = U + d | 0; - va2 = b2; - T2 = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - b2 = te(s2, D2, V2, ca2); - d = U; - e = te(r, v2, p, z2); - b2 = e + b2 | 0; - d = U + d | 0; - d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(l, A2, x2, I2); - b2 = e + b2 | 0; - f = U + d | 0; - f = b2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; - d = te(G2, M2, X, ea2); - b2 = d + b2 | 0; - e = U + f | 0; - e = b2 >>> 0 < d >>> 0 ? e + 1 | 0 : e; - f = te(q, B2, J2, W2); - b2 = f + b2 | 0; - d = U + e | 0; - d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - $2 = E(O2, 19); - na2 = $2 >> 31; - e = te($2, na2, Y, ga2); - b2 = e + b2 | 0; - d = U + d | 0; - d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(m2, C2, j, _); - b2 = e + b2 | 0; - d = U + d | 0; - d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(o2, Q2, Z, ha2); - b2 = e + b2 | 0; - f = U + d | 0; - f = b2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; - d = te(g, K2, t2, w2); - b2 = d + b2 | 0; - e = U + f | 0; - e = b2 >>> 0 < d >>> 0 ? e + 1 | 0 : e; - f = te(k, H2, F2, ba2); - b2 = f + b2 | 0; - d = U + e | 0; - ya2 = b2; - d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - za2 = d; - b2 = b2 + 33554432 | 0; - d = b2 >>> 0 < 33554432 ? d + 1 | 0 : d; - Aa2 = b2; - Ba2 = d; - f = (d & 67108863) << 6 | b2 >>> 26; - b2 = f + va2 | 0; - d = (d >> 26) + T2 | 0; - va2 = b2; - d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - b2 = b2 + 16777216 | 0; - f = b2 >>> 0 < 16777216 ? d + 1 | 0 : d; - Ca2 = b2; - e = f >> 25; - f = (f & 33554431) << 7 | b2 >>> 25; - b2 = f + h | 0; - d = c2 + e | 0; - d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - e = b2; - c2 = e + 33554432 | 0; - d = c2 >>> 0 < 33554432 ? d + 1 | 0 : d; - aa = c2; - b2 = d; - y[a2 + 24 >> 2] = e - (c2 & -67108864); - c2 = te(s2, D2, X, ea2); - d = U; - e = te(r, v2, l, A2); - c2 = e + c2 | 0; - f = U + d | 0; - f = c2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; - d = c2; - c2 = te(q, B2, x2, I2); - e = d + c2 | 0; - d = U + f | 0; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - c2 = E(G2, 19); - oa2 = c2 >> 31; - f = te(c2, oa2, Y, ga2); - e = f + e | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - T2 = E(J2, 19); - ra2 = T2 >> 31; - h = te(m2, C2, T2, ra2); - f = h + e | 0; - e = U + d | 0; - e = f >>> 0 < h >>> 0 ? e + 1 | 0 : e; - h = te(Z, ha2, $2, na2); - f = h + f | 0; - d = U + e | 0; - d = f >>> 0 < h >>> 0 ? d + 1 | 0 : d; - h = te(t2, w2, j, _); - e = h + f | 0; - f = U + d | 0; - f = e >>> 0 < h >>> 0 ? f + 1 | 0 : f; - h = te(o2, Q2, F2, ba2); - e = h + e | 0; - d = U + f | 0; - d = e >>> 0 < h >>> 0 ? d + 1 | 0 : d; - f = te(g, K2, p, z2); - e = f + e | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - h = te(k, H2, V2, ca2); - f = h + e | 0; - e = U + d | 0; - n2 = f; - wa2 = f >>> 0 < h >>> 0 ? e + 1 | 0 : e; - d = te(q, B2, s2, D2); - e = U; - h = te(r, v2, P2, ka2); - f = h + d | 0; - d = U + e | 0; - d = f >>> 0 < h >>> 0 ? d + 1 | 0 : d; - e = E(x2, 19); - h = e; - sa2 = e >> 31; - i3 = te(e, sa2, R2, la2); - e = i3 + f | 0; - f = U + d | 0; - f = e >>> 0 < i3 >>> 0 ? f + 1 | 0 : f; - i3 = te(m2, C2, c2, oa2); - e = i3 + e | 0; - d = U + f | 0; - d = e >>> 0 < i3 >>> 0 ? d + 1 | 0 : d; - f = te(T2, ra2, S2, ma2); - e = f + e | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - i3 = te(t2, w2, $2, na2); - f = i3 + e | 0; - e = U + d | 0; - e = f >>> 0 < i3 >>> 0 ? e + 1 | 0 : e; - i3 = te(j, _, L2, ia2); - f = i3 + f | 0; - d = U + e | 0; - d = f >>> 0 < i3 >>> 0 ? d + 1 | 0 : d; - i3 = te(p, z2, o2, Q2); - e = i3 + f | 0; - f = U + d | 0; - f = e >>> 0 < i3 >>> 0 ? f + 1 | 0 : f; - i3 = te(g, K2, N2, ja2); - e = i3 + e | 0; - d = U + f | 0; - d = e >>> 0 < i3 >>> 0 ? d + 1 | 0 : d; - f = te(k, H2, l, A2); - e = f + e | 0; - d = U + d | 0; - xa2 = e; - i3 = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - d = E(s2, 19); - d = te(d, d >> 31, Y, ga2); - e = U; - f = te(r, v2, q, B2); - d = f + d | 0; - e = U + e | 0; - e = d >>> 0 < f >>> 0 ? e + 1 | 0 : e; - h = te(m2, C2, h, sa2); - f = h + d | 0; - d = U + e | 0; - e = te(c2, oa2, Z, ha2); - c2 = e + f | 0; - f = U + (f >>> 0 < h >>> 0 ? d + 1 | 0 : d) | 0; - f = c2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; - e = te(t2, w2, T2, ra2); - c2 = e + c2 | 0; - d = U + f | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(F2, ba2, $2, na2); - c2 = e + c2 | 0; - d = U + d | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - f = te(p, z2, j, _); - c2 = f + c2 | 0; - e = U + d | 0; - e = c2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - f = te(o2, Q2, V2, ca2); - c2 = f + c2 | 0; - d = U + e | 0; - d = c2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - e = te(g, K2, l, A2); - c2 = e + c2 | 0; - f = U + d | 0; - f = c2 >>> 0 < e >>> 0 ? f + 1 | 0 : f; - e = te(k, H2, X, ea2); - c2 = e + c2 | 0; - d = U + f | 0; - h = c2; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - oa2 = d; - c2 = c2 + 33554432 | 0; - d = c2 >>> 0 < 33554432 ? d + 1 | 0 : d; - sa2 = c2; - Da2 = d; - f = d >> 26; - d = (d & 67108863) << 6 | c2 >>> 26; - c2 = d + xa2 | 0; - e = f + i3 | 0; - i3 = c2; - d = c2 >>> 0 < d >>> 0 ? e + 1 | 0 : e; - c2 = c2 + 16777216 | 0; - d = c2 >>> 0 < 16777216 ? d + 1 | 0 : d; - xa2 = c2; - e = (d & 33554431) << 7 | c2 >>> 25; - c2 = e + n2 | 0; - d = (d >> 25) + wa2 | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - f = c2; - e = f + 33554432 | 0; - d = e >>> 0 < 33554432 ? d + 1 | 0 : d; - wa2 = e; - c2 = d; - y[a2 + 8 >> 2] = f - (e & -67108864); - d = te(t2, w2, s2, D2); - f = U; - n2 = te(r, v2, S2, ma2); - e = n2 + d | 0; - d = U + f | 0; - d = e >>> 0 < n2 >>> 0 ? d + 1 | 0 : d; - f = te(x2, I2, L2, ia2); - e = f + e | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - f = te(p, z2, G2, M2); - e = f + e | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - n2 = te(J2, W2, N2, ja2); - e = n2 + e | 0; - f = U + d | 0; - f = e >>> 0 < n2 >>> 0 ? f + 1 | 0 : f; - n2 = te(l, A2, O2, da2); - d = n2 + e | 0; - e = U + f | 0; - e = d >>> 0 < n2 >>> 0 ? e + 1 | 0 : e; - n2 = te(P2, ka2, ta2, pa2); - f = n2 + d | 0; - d = U + e | 0; - d = f >>> 0 < n2 >>> 0 ? d + 1 | 0 : d; - e = f; - n2 = fa2 >> 31; - f = te(q, B2, fa2, n2); - e = e + f | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - f = te(g, K2, R2, la2); - e = f + e | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - u = te(k, H2, m2, C2); - e = u + e | 0; - f = U + d | 0; - d = b2 >> 26; - aa = (b2 & 67108863) << 6 | aa >>> 26; - b2 = aa + e | 0; - e = d + (e >>> 0 < u >>> 0 ? f + 1 | 0 : f) | 0; - f = b2; - d = f >>> 0 < aa >>> 0 ? e + 1 | 0 : e; - e = f + 16777216 | 0; - d = e >>> 0 < 16777216 ? d + 1 | 0 : d; - aa = e; - b2 = d; - y[a2 + 28 >> 2] = f - (e & -33554432); - d = te(l, A2, s2, D2); - e = U; - u = te(r, v2, N2, ja2); - d = u + d | 0; - f = U + e | 0; - f = d >>> 0 < u >>> 0 ? f + 1 | 0 : f; - u = te(x2, I2, P2, ka2); - d = u + d | 0; - e = U + f | 0; - e = d >>> 0 < u >>> 0 ? e + 1 | 0 : e; - u = te(q, B2, G2, M2); - f = u + d | 0; - d = U + e | 0; - d = f >>> 0 < u >>> 0 ? d + 1 | 0 : d; - e = f; - f = te(T2, ra2, R2, la2); - e = e + f | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - f = te(m2, C2, $2, na2); - e = f + e | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - j = te(j, _, S2, ma2); - e = j + e | 0; - f = U + d | 0; - o2 = te(t2, w2, o2, Q2); - d = o2 + e | 0; - e = U + (e >>> 0 < j >>> 0 ? f + 1 | 0 : f) | 0; - g = te(g, K2, L2, ia2); - f = g + d | 0; - d = U + (d >>> 0 < o2 >>> 0 ? e + 1 | 0 : e) | 0; - d = f >>> 0 < g >>> 0 ? d + 1 | 0 : d; - e = f; - f = te(k, H2, p, z2); - e = e + f | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - g = e; - e = c2 >> 26; - f = (c2 & 67108863) << 6 | wa2 >>> 26; - c2 = g + f | 0; - d = d + e | 0; - g = c2; - d = c2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - e = c2 + 16777216 | 0; - f = e >>> 0 < 16777216 ? d + 1 | 0 : d; - o2 = e; - c2 = f; - y[a2 + 12 >> 2] = g - (e & -33554432); - d = te(s2, D2, Z, ha2); - f = U; - g = te(r, v2, m2, C2); - e = g + d | 0; - d = U + f | 0; - d = e >>> 0 < g >>> 0 ? d + 1 | 0 : d; - f = te(t2, w2, x2, I2); - e = f + e | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - g = te(G2, M2, F2, ba2); - e = g + e | 0; - f = U + d | 0; - f = e >>> 0 < g >>> 0 ? f + 1 | 0 : f; - g = te(p, z2, J2, W2); - d = g + e | 0; - e = U + f | 0; - e = d >>> 0 < g >>> 0 ? e + 1 | 0 : e; - g = te(V2, ca2, O2, da2); - f = g + d | 0; - d = U + e | 0; - d = f >>> 0 < g >>> 0 ? d + 1 | 0 : d; - e = f; - f = te(l, A2, ta2, pa2); - e = e + f | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - f = te(fa2, n2, X, ea2); - e = f + e | 0; - d = U + d | 0; - d = e >>> 0 < f >>> 0 ? d + 1 | 0 : d; - g = qa2; - j = g >> 31; - F2 = te(q, B2, g, j); - e = F2 + e | 0; - f = U + d | 0; - k = te(k, H2, Y, ga2); - d = k + e | 0; - e = U + (e >>> 0 < F2 >>> 0 ? f + 1 | 0 : f) | 0; - e = d >>> 0 < k >>> 0 ? e + 1 | 0 : e; - qa2 = d; - d = b2 >> 25; - f = (b2 & 33554431) << 7 | aa >>> 25; - b2 = qa2 + f | 0; - d = d + e | 0; - d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - f = b2; - e = f + 33554432 | 0; - d = e >>> 0 < 33554432 ? d + 1 | 0 : d; - k = e; - b2 = d; - y[a2 + 32 >> 2] = f - (e & -67108864); - f = va2 - (Ca2 & -33554432) | 0; - e = c2 >> 25; - o2 = (c2 & 33554431) << 7 | o2 >>> 25; - d = Aa2 & -67108864; - c2 = o2 + (ya2 - d | 0) | 0; - d = e + (za2 - ((d >>> 0 > ya2 >>> 0) + Ba2 | 0) | 0) | 0; - d = c2 >>> 0 < o2 >>> 0 ? d + 1 | 0 : d; - e = c2; - c2 = e + 33554432 | 0; - d = c2 >>> 0 < 33554432 ? d + 1 | 0 : d; - d = ((d & 67108863) << 6 | c2 >>> 26) + f | 0; - y[a2 + 20 >> 2] = d; - y[a2 + 16 >> 2] = e - (c2 & -67108864); - c2 = te(m2, C2, s2, D2); - d = U; - e = te(r, v2, R2, la2); - c2 = e + c2 | 0; - d = U + d | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - f = te(x2, I2, S2, ma2); - c2 = f + c2 | 0; - e = U + d | 0; - e = c2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - d = te(t2, w2, G2, M2); - c2 = d + c2 | 0; - f = U + e | 0; - f = c2 >>> 0 < d >>> 0 ? f + 1 | 0 : f; - e = te(J2, W2, L2, ia2); - c2 = e + c2 | 0; - d = U + f | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(p, z2, O2, da2); - c2 = e + c2 | 0; - d = U + d | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(N2, ja2, ta2, pa2); - c2 = e + c2 | 0; - d = U + d | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - f = te(l, A2, fa2, n2); - c2 = f + c2 | 0; - e = U + d | 0; - e = c2 >>> 0 < f >>> 0 ? e + 1 | 0 : e; - d = te(g, j, P2, ka2); - c2 = d + c2 | 0; - f = U + e | 0; - f = c2 >>> 0 < d >>> 0 ? f + 1 | 0 : f; - e = te(q, B2, ua2, ua2 >> 31); - c2 = e + c2 | 0; - d = U + f | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = b2 >> 26; - f = c2; - c2 = (b2 & 67108863) << 6 | k >>> 26; - b2 = f + c2 | 0; - d = d + e | 0; - d = b2 >>> 0 < c2 >>> 0 ? d + 1 | 0 : d; - c2 = b2; - b2 = c2 + 16777216 | 0; - d = b2 >>> 0 < 16777216 ? d + 1 | 0 : d; - y[a2 + 36 >> 2] = c2 - (b2 & -33554432); - f = i3 - (xa2 & -33554432) | 0; - c2 = sa2 & -67108864; - e = h - c2 | 0; - r = oa2 - ((c2 >>> 0 > h >>> 0) + Da2 | 0) | 0; - c2 = d; - d = d >> 25; - c2 = te((c2 & 33554431) << 7 | b2 >>> 25, d, 19, 0); - b2 = c2 + e | 0; - e = U + r | 0; - d = b2 >>> 0 < c2 >>> 0 ? e + 1 | 0 : e; - c2 = b2; - b2 = c2 + 33554432 | 0; - d = b2 >>> 0 < 33554432 ? d + 1 | 0 : d; - d = ((d & 67108863) << 6 | b2 >>> 26) + f | 0; - y[a2 + 4 >> 2] = d; - y[a2 >> 2] = c2 - (b2 & -67108864); - } - function Cc(a2, b2, c2) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, fa2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, ka2 = 0, la2 = 0, ma2 = 0, na2 = 0, oa2 = 0, pa2 = 0, ra2 = 0, sa2 = 0, ta2 = 0, ua2 = 0, va2 = 0, wa2 = 0; - d = T - 368 | 0; - T = d; - while (1) { - k = z[c2 + e | 0]; - i3 = e + 33664 | 0; - p = k ^ z[i3 | 0] | p; - q = k ^ z[i3 + 192 | 0] | q; - o2 = k ^ z[i3 + 160 | 0] | o2; - j = k ^ z[i3 + 128 | 0] | j; - h = k ^ z[i3 + 96 | 0] | h; - g = k ^ z[i3 - -64 | 0] | g; - f = k ^ z[i3 + 32 | 0] | f; - e = e + 1 | 0; - if ((e | 0) != 31) { - continue; - } - break; - } - e = -1; - i3 = z[c2 + 31 | 0] & 127; - k = i3 ^ 127; - if (!((((k | q) & 255) - 1 | (((k | o2) & 255) - 1 | (((j | k) & 255) - 1 | (((i3 ^ 87 | h) & 255) - 1 | (((g | i3) & 255) - 1 | (((f | i3) & 255) - 1 | ((i3 | p) & 255) - 1)))))) & 256)) { - e = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - f = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - y[d + 336 >> 2] = f; - y[d + 340 >> 2] = e; - e = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); - y[d + 360 >> 2] = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); - y[d + 364 >> 2] = e; - e = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); - y[d + 352 >> 2] = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - y[d + 356 >> 2] = e; - e = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - y[d + 344 >> 2] = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - y[d + 348 >> 2] = e; - w[d + 336 | 0] = f & 248; - w[d + 367 | 0] = z[d + 367 | 0] & 63 | 64; - Sb(d + 288 | 0, c2); - y[d + 244 >> 2] = 0; - y[d + 248 >> 2] = 0; - y[d + 240 >> 2] = 1; - y[d + 252 >> 2] = 0; - y[d + 256 >> 2] = 0; - y[d + 260 >> 2] = 0; - y[d + 264 >> 2] = 0; - y[d + 268 >> 2] = 0; - y[d + 272 >> 2] = 0; - y[d + 276 >> 2] = 0; - y[d + 192 >> 2] = 0; - y[d + 196 >> 2] = 0; - y[d + 200 >> 2] = 0; - y[d + 204 >> 2] = 0; - y[d + 208 >> 2] = 0; - y[d + 212 >> 2] = 0; - y[d + 216 >> 2] = 0; - y[d + 220 >> 2] = 0; - y[d + 224 >> 2] = 0; - y[d + 228 >> 2] = 0; - b2 = y[d + 292 >> 2]; - y[d + 144 >> 2] = y[d + 288 >> 2]; - y[d + 148 >> 2] = b2; - b2 = y[d + 300 >> 2]; - y[d + 152 >> 2] = y[d + 296 >> 2]; - y[d + 156 >> 2] = b2; - b2 = y[d + 308 >> 2]; - y[d + 160 >> 2] = y[d + 304 >> 2]; - y[d + 164 >> 2] = b2; - b2 = y[d + 316 >> 2]; - y[d + 168 >> 2] = y[d + 312 >> 2]; - y[d + 172 >> 2] = b2; - b2 = y[d + 324 >> 2]; - y[d + 176 >> 2] = y[d + 320 >> 2]; - y[d + 180 >> 2] = b2; - y[d + 100 >> 2] = 0; - y[d + 104 >> 2] = 0; - y[d + 96 >> 2] = 1; - y[d + 108 >> 2] = 0; - y[d + 112 >> 2] = 0; - y[d + 116 >> 2] = 0; - y[d + 120 >> 2] = 0; - y[d + 124 >> 2] = 0; - y[d + 128 >> 2] = 0; - y[d + 132 >> 2] = 0; - c2 = 254; - while (1) { - P2 = y[d + 144 >> 2]; - Q2 = y[d + 240 >> 2]; - R2 = y[d + 96 >> 2]; - S2 = y[d + 192 >> 2]; - V2 = y[d + 148 >> 2]; - W2 = y[d + 244 >> 2]; - X = y[d + 100 >> 2]; - Y = y[d + 196 >> 2]; - Z = y[d + 152 >> 2]; - _ = y[d + 248 >> 2]; - $2 = y[d + 104 >> 2]; - aa = y[d + 200 >> 2]; - ba2 = y[d + 156 >> 2]; - ca2 = y[d + 252 >> 2]; - fa2 = y[d + 108 >> 2]; - ha2 = y[d + 204 >> 2]; - ia2 = y[d + 160 >> 2]; - E2 = y[d + 256 >> 2]; - ja2 = y[d + 112 >> 2]; - l = y[d + 208 >> 2]; - ka2 = y[d + 164 >> 2]; - r = y[d + 260 >> 2]; - la2 = y[d + 116 >> 2]; - v2 = y[d + 212 >> 2]; - ma2 = y[d + 168 >> 2]; - x2 = y[d + 264 >> 2]; - G2 = y[d + 120 >> 2]; - n2 = y[d + 216 >> 2]; - t2 = y[d + 172 >> 2]; - s2 = y[d + 268 >> 2]; - m2 = y[d + 124 >> 2]; - i3 = y[d + 220 >> 2]; - f = y[d + 176 >> 2]; - k = y[d + 272 >> 2]; - p = y[d + 128 >> 2]; - q = y[d + 224 >> 2]; - b2 = O2; - na2 = c2; - oa2 = d + 336 | 0; - O2 = z[oa2 + (c2 >>> 3 | 0) | 0] >>> (c2 & 7) & 1; - u = 0 - (b2 ^ O2) | 0; - e = y[d + 180 >> 2]; - h = y[d + 276 >> 2]; - o2 = u & (e ^ h); - b2 = y[d + 132 >> 2]; - g = y[d + 228 >> 2]; - j = u & (b2 ^ g); - pa2 = e ^ o2; - ra2 = b2 ^ j; - y[d + 84 >> 2] = pa2 - ra2; - b2 = f; - f = u & (f ^ k); - sa2 = b2 ^ f; - e = u & (p ^ q); - ta2 = e ^ p; - y[d + 80 >> 2] = sa2 - ta2; - c2 = u & (s2 ^ t2); - ua2 = c2 ^ t2; - b2 = u & (i3 ^ m2); - A2 = b2 ^ m2; - y[d + 76 >> 2] = ua2 - A2; - B2 = h ^ o2; - F2 = g ^ j; - y[d + 36 >> 2] = B2 - F2; - I2 = f ^ k; - J2 = e ^ q; - y[d + 32 >> 2] = I2 - J2; - va2 = c2 ^ s2; - wa2 = b2 ^ i3; - y[d + 28 >> 2] = va2 - wa2; - H2 = u & (x2 ^ ma2); - K2 = H2 ^ x2; - j = u & (n2 ^ G2); - L2 = j ^ n2; - y[d + 24 >> 2] = K2 - L2; - C2 = u & (r ^ ka2); - M2 = C2 ^ r; - h = u & (v2 ^ la2); - N2 = h ^ v2; - y[d + 20 >> 2] = M2 - N2; - D2 = u & (E2 ^ ia2); - E2 = D2 ^ E2; - g = u & (l ^ ja2); - l = g ^ l; - y[d + 16 >> 2] = E2 - l; - r = u & (ba2 ^ ca2); - v2 = ca2 ^ r; - f = u & (fa2 ^ ha2); - x2 = ha2 ^ f; - y[d + 12 >> 2] = v2 - x2; - n2 = u & (Z ^ _); - t2 = _ ^ n2; - e = u & ($2 ^ aa); - s2 = aa ^ e; - y[d + 8 >> 2] = t2 - s2; - m2 = u & (V2 ^ W2); - i3 = W2 ^ m2; - c2 = u & (X ^ Y); - k = Y ^ c2; - y[d + 4 >> 2] = i3 - k; - p = u & (P2 ^ Q2); - q = Q2 ^ p; - b2 = u & (R2 ^ S2); - o2 = S2 ^ b2; - y[d >> 2] = q - o2; - G2 = j ^ G2; - y[d + 120 >> 2] = G2; - j = H2 ^ ma2; - y[d + 72 >> 2] = j - G2; - H2 = h ^ la2; - y[d + 116 >> 2] = H2; - h = C2 ^ ka2; - y[d + 68 >> 2] = h - H2; - C2 = g ^ ja2; - y[d + 112 >> 2] = C2; - g = D2 ^ ia2; - y[d + 64 >> 2] = g - C2; - D2 = f ^ fa2; - y[d + 108 >> 2] = D2; - f = r ^ ba2; - y[d + 60 >> 2] = f - D2; - r = e ^ $2; - y[d + 104 >> 2] = r; - e = n2 ^ Z; - y[d + 56 >> 2] = e - r; - n2 = c2 ^ X; - y[d + 100 >> 2] = n2; - c2 = m2 ^ V2; - y[d + 52 >> 2] = c2 - n2; - m2 = b2 ^ R2; - y[d + 96 >> 2] = m2; - b2 = p ^ P2; - y[d + 48 >> 2] = b2 - m2; - y[d + 276 >> 2] = B2 + F2; - y[d + 272 >> 2] = I2 + J2; - y[d + 268 >> 2] = va2 + wa2; - y[d + 264 >> 2] = K2 + L2; - y[d + 260 >> 2] = M2 + N2; - y[d + 256 >> 2] = l + E2; - y[d + 252 >> 2] = v2 + x2; - y[d + 248 >> 2] = s2 + t2; - y[d + 244 >> 2] = i3 + k; - y[d + 240 >> 2] = o2 + q; - y[d + 228 >> 2] = pa2 + ra2; - y[d + 224 >> 2] = sa2 + ta2; - y[d + 220 >> 2] = A2 + ua2; - y[d + 216 >> 2] = j + G2; - y[d + 212 >> 2] = h + H2; - y[d + 208 >> 2] = g + C2; - y[d + 200 >> 2] = e + r; - y[d + 196 >> 2] = c2 + n2; - y[d + 192 >> 2] = b2 + m2; - y[d + 204 >> 2] = f + D2; - J2 = d + 96 | 0; - F2 = d + 48 | 0; - B2 = d + 240 | 0; - ea(J2, F2, B2); - A2 = d + 192 | 0; - ea(A2, A2, d); - da(F2, d); - da(d, B2); - l = y[d + 192 >> 2]; - r = y[d + 96 >> 2]; - v2 = y[d + 196 >> 2]; - x2 = y[d + 100 >> 2]; - n2 = y[d + 200 >> 2]; - t2 = y[d + 104 >> 2]; - s2 = y[d + 204 >> 2]; - m2 = y[d + 108 >> 2]; - i3 = y[d + 208 >> 2]; - k = y[d + 112 >> 2]; - p = y[d + 212 >> 2]; - q = y[d + 116 >> 2]; - o2 = y[d + 216 >> 2]; - j = y[d + 120 >> 2]; - h = y[d + 220 >> 2]; - g = y[d + 124 >> 2]; - f = y[d + 224 >> 2]; - e = y[d + 128 >> 2]; - c2 = y[d + 228 >> 2]; - b2 = y[d + 132 >> 2]; - y[d + 180 >> 2] = c2 + b2; - y[d + 176 >> 2] = e + f; - y[d + 172 >> 2] = g + h; - y[d + 168 >> 2] = j + o2; - y[d + 164 >> 2] = p + q; - y[d + 160 >> 2] = i3 + k; - y[d + 156 >> 2] = m2 + s2; - y[d + 152 >> 2] = n2 + t2; - y[d + 148 >> 2] = v2 + x2; - y[d + 144 >> 2] = l + r; - y[d + 228 >> 2] = b2 - c2; - y[d + 224 >> 2] = e - f; - y[d + 220 >> 2] = g - h; - y[d + 216 >> 2] = j - o2; - y[d + 212 >> 2] = q - p; - y[d + 208 >> 2] = k - i3; - y[d + 204 >> 2] = m2 - s2; - y[d + 200 >> 2] = t2 - n2; - y[d + 196 >> 2] = x2 - v2; - y[d + 192 >> 2] = r - l; - ea(B2, d, F2); - m2 = y[d + 72 >> 2]; - n2 = y[d + 24 >> 2]; - K2 = y[d + 68 >> 2]; - t2 = y[d + 20 >> 2]; - i3 = y[d + 64 >> 2]; - s2 = y[d + 16 >> 2]; - L2 = y[d + 60 >> 2]; - o2 = y[d + 12 >> 2]; - k = y[d + 56 >> 2]; - j = y[d + 8 >> 2]; - C2 = y[d + 52 >> 2]; - h = y[d + 4 >> 2]; - M2 = y[d + 84 >> 2]; - g = y[d + 36 >> 2]; - I2 = y[d + 48 >> 2]; - e = y[d >> 2]; - N2 = y[d + 76 >> 2]; - b2 = y[d + 28 >> 2]; - f = y[d + 80 >> 2]; - c2 = y[d + 32 >> 2] - f | 0; - y[d + 32 >> 2] = c2; - b2 = b2 - N2 | 0; - y[d + 28 >> 2] = b2; - r = e - I2 | 0; - y[d >> 2] = r; - v2 = g - M2 | 0; - y[d + 36 >> 2] = v2; - p = h - C2 | 0; - y[d + 4 >> 2] = p; - q = j - k | 0; - y[d + 8 >> 2] = q; - o2 = o2 - L2 | 0; - y[d + 12 >> 2] = o2; - j = s2 - i3 | 0; - y[d + 16 >> 2] = j; - h = t2 - K2 | 0; - y[d + 20 >> 2] = h; - g = n2 - m2 | 0; - y[d + 24 >> 2] = g; - da(A2, A2); - e = d + 144 | 0; - da(e, e); - e = te(c2, c2 >> 31, 121666, 0); - s2 = U; - c2 = te(b2, b2 >> 31, 121666, 0); - b2 = U; - D2 = c2; - x2 = c2 + 16777216 | 0; - b2 = x2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - c2 = (b2 & 33554431) << 7 | x2 >>> 25; - e = c2 + e | 0; - b2 = (b2 >> 25) + s2 | 0; - b2 = c2 >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; - n2 = e + 33554432 | 0; - c2 = n2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - y[d + 80 >> 2] = (e - (n2 & -67108864) | 0) + f; - f = m2; - g = te(g, g >> 31, 121666, 0); - m2 = U; - e = te(h, h >> 31, 121666, 0); - b2 = U; - h = g; - E2 = e; - t2 = e + 16777216 | 0; - b2 = t2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - g = (b2 & 33554431) << 7 | t2 >>> 25; - e = h + g | 0; - b2 = (b2 >> 25) + m2 | 0; - b2 = e >>> 0 < g >>> 0 ? b2 + 1 | 0 : b2; - s2 = e + 33554432 | 0; - g = s2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - y[d + 72 >> 2] = (e - (s2 & -67108864) | 0) + f; - h = i3; - f = te(j, j >> 31, 121666, 0); - j = U; - e = te(o2, o2 >> 31, 121666, 0); - b2 = U; - i3 = f; - l = e; - m2 = e + 16777216 | 0; - b2 = m2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - f = (b2 & 33554431) << 7 | m2 >>> 25; - e = i3 + f | 0; - b2 = (b2 >> 25) + j | 0; - b2 = e >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - i3 = e + 33554432 | 0; - f = i3 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - y[d + 64 >> 2] = (e - (i3 & -67108864) | 0) + h; - j = k; - e = te(q, q >> 31, 121666, 0); - o2 = U; - k = te(p, p >> 31, 121666, 0); - b2 = U; - h = e; - p = k + 16777216 | 0; - b2 = p >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - e = (b2 & 33554431) << 7 | p >>> 25; - h = h + e | 0; - b2 = (b2 >> 25) + o2 | 0; - b2 = e >>> 0 > h >>> 0 ? b2 + 1 | 0 : b2; - q = h + 33554432 | 0; - e = q >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - y[d + 56 >> 2] = (h - (q & -67108864) | 0) + j; - o2 = M2; - j = c2; - c2 = te(v2, v2 >> 31, 121666, 0); - j = (j & 67108863) << 6 | n2 >>> 26; - n2 = c2 + j | 0; - h = U; - b2 = h; - j = c2 + 16777216 | 0; - c2 = j >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - y[d + 84 >> 2] = (n2 - (j & -33554432) | 0) + o2; - h = N2; - g = D2 + ((g & 67108863) << 6 | s2 >>> 26) | 0; - y[d + 76 >> 2] = (g - (x2 & -33554432) | 0) + h; - g = K2; - f = E2 + ((f & 67108863) << 6 | i3 >>> 26) | 0; - y[d + 68 >> 2] = (f - (t2 & -33554432) | 0) + g; - f = L2; - e = l + ((e & 67108863) << 6 | q >>> 26) | 0; - y[d + 60 >> 2] = (e - (m2 & -33554432) | 0) + f; - f = C2; - g = k - (p & -33554432) | 0; - c2 = te((c2 & 33554431) << 7 | j >>> 25, c2 >> 25, 19, 0); - b2 = U; - e = c2; - c2 = te(r, r >> 31, 121666, 0); - e = e + c2 | 0; - b2 = U + b2 | 0; - b2 = c2 >>> 0 > e >>> 0 ? b2 + 1 | 0 : b2; - c2 = e + 33554432 | 0; - b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - g = ((b2 & 67108863) << 6 | c2 >>> 26) + g | 0; - y[d + 52 >> 2] = f + g; - y[d + 48 >> 2] = (e - (c2 & -67108864) | 0) + I2; - c2 = na2 - 1 | 0; - ea(J2, d + 288 | 0, A2); - ea(A2, d, F2); - if (na2) { - continue; - } - break; - } - p = y[d + 144 >> 2]; - r = y[d + 240 >> 2]; - q = y[d + 148 >> 2]; - v2 = y[d + 244 >> 2]; - o2 = y[d + 152 >> 2]; - x2 = y[d + 248 >> 2]; - j = y[d + 156 >> 2]; - n2 = y[d + 252 >> 2]; - h = y[d + 160 >> 2]; - t2 = y[d + 256 >> 2]; - g = y[d + 164 >> 2]; - s2 = y[d + 260 >> 2]; - f = y[d + 168 >> 2]; - m2 = y[d + 264 >> 2]; - e = y[d + 172 >> 2]; - i3 = y[d + 268 >> 2]; - c2 = y[d + 176 >> 2]; - k = y[d + 272 >> 2]; - l = 0 - O2 | 0; - b2 = y[d + 276 >> 2]; - y[d + 276 >> 2] = l & (b2 ^ y[d + 180 >> 2]) ^ b2; - y[d + 272 >> 2] = k ^ l & (c2 ^ k); - y[d + 268 >> 2] = i3 ^ l & (e ^ i3); - y[d + 264 >> 2] = m2 ^ l & (f ^ m2); - y[d + 260 >> 2] = s2 ^ l & (g ^ s2); - y[d + 256 >> 2] = t2 ^ l & (h ^ t2); - y[d + 252 >> 2] = n2 ^ l & (j ^ n2); - y[d + 248 >> 2] = x2 ^ l & (o2 ^ x2); - y[d + 244 >> 2] = v2 ^ l & (q ^ v2); - y[d + 240 >> 2] = r ^ l & (p ^ r); - r = y[d + 192 >> 2]; - p = y[d + 96 >> 2]; - v2 = y[d + 196 >> 2]; - q = y[d + 100 >> 2]; - x2 = y[d + 200 >> 2]; - o2 = y[d + 104 >> 2]; - n2 = y[d + 204 >> 2]; - j = y[d + 108 >> 2]; - t2 = y[d + 208 >> 2]; - h = y[d + 112 >> 2]; - s2 = y[d + 212 >> 2]; - g = y[d + 116 >> 2]; - m2 = y[d + 216 >> 2]; - f = y[d + 120 >> 2]; - i3 = y[d + 220 >> 2]; - e = y[d + 124 >> 2]; - k = y[d + 224 >> 2]; - c2 = y[d + 128 >> 2]; - b2 = y[d + 228 >> 2]; - y[d + 228 >> 2] = l & (b2 ^ y[d + 132 >> 2]) ^ b2; - y[d + 224 >> 2] = k ^ l & (c2 ^ k); - y[d + 220 >> 2] = i3 ^ l & (e ^ i3); - y[d + 216 >> 2] = m2 ^ l & (f ^ m2); - y[d + 212 >> 2] = s2 ^ l & (g ^ s2); - y[d + 208 >> 2] = t2 ^ l & (h ^ t2); - y[d + 204 >> 2] = n2 ^ l & (j ^ n2); - y[d + 200 >> 2] = x2 ^ l & (o2 ^ x2); - y[d + 196 >> 2] = v2 ^ l & (q ^ v2); - y[d + 192 >> 2] = r ^ l & (p ^ r); - Za(A2, A2); - ea(B2, B2, A2); - qa(a2, B2); - ga(oa2, 32); - e = 0; - } - T = d + 368 | 0; - return e | 0; - } - function ya(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, ea2 = 0, fa2 = 0, ga2 = 0, ha2 = 0, ia2 = 0, ja2 = 0, ka2 = 0, la2 = 0; - z2 = T - 48 | 0; - T = z2; - da(a2, b2); - da(a2 + 80 | 0, b2 + 40 | 0); - A2 = y[b2 + 92 >> 2]; - p = A2 << 1; - J2 = p >> 31; - f = y[b2 + 84 >> 2]; - j = f << 1; - F2 = j >> 31; - c2 = te(p, J2, j, F2); - e = U; - s2 = y[b2 + 88 >> 2]; - K2 = s2; - u = s2 >> 31; - m2 = te(s2, u, s2, u); - d = m2 + c2 | 0; - c2 = U + e | 0; - c2 = d >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - g = y[b2 + 96 >> 2]; - L2 = g >> 31; - k = y[b2 + 80 >> 2]; - m2 = k << 1; - G2 = m2 >> 31; - e = te(g, L2, m2, G2); - d = e + d | 0; - c2 = U + c2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - H2 = y[b2 + 108 >> 2]; - n2 = E(H2, 38); - S2 = n2 >> 31; - aa = H2 >> 31; - e = te(n2, S2, H2, aa); - d = e + d | 0; - c2 = U + c2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - e = d; - B2 = y[b2 + 112 >> 2]; - h = E(B2, 19); - M2 = h >> 31; - v2 = y[b2 + 104 >> 2]; - d = v2 << 1; - l = te(h, M2, d, d >> 31); - e = e + l | 0; - d = U + c2 | 0; - d = e >>> 0 < l >>> 0 ? d + 1 | 0 : d; - V2 = y[b2 + 116 >> 2]; - l = E(V2, 38); - I2 = l >> 31; - w2 = y[b2 + 100 >> 2]; - t2 = w2 << 1; - P2 = t2 >> 31; - c2 = te(l, I2, t2, P2); - e = c2 + e | 0; - d = U + d | 0; - c2 = (c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d) << 1 | e >>> 31; - W2 = c2; - ba2 = e << 1; - e = ba2 + 33554432 | 0; - c2 = e >>> 0 < 33554432 ? c2 + 1 | 0 : c2; - X = e; - Y = c2; - i3 = (c2 & 67108863) << 6 | e >>> 26; - x2 = c2 >> 26; - c2 = te(j, F2, g, L2); - e = U; - s2 = s2 << 1; - Q2 = s2 >> 31; - ca2 = A2 >> 31; - C2 = te(s2, Q2, A2, ca2); - d = C2 + c2 | 0; - c2 = U + e | 0; - c2 = d >>> 0 < C2 >>> 0 ? c2 + 1 | 0 : c2; - Z = w2 >> 31; - C2 = te(w2, Z, m2, G2); - e = C2 + d | 0; - d = U + c2 | 0; - d = e >>> 0 < C2 >>> 0 ? d + 1 | 0 : d; - C2 = H2 << 1; - ea2 = C2 >> 31; - N2 = te(h, M2, C2, ea2); - e = N2 + e | 0; - c2 = U + d | 0; - c2 = e >>> 0 < N2 >>> 0 ? c2 + 1 | 0 : c2; - O2 = v2 >> 31; - d = te(l, I2, v2, O2); - e = d + e | 0; - c2 = U + c2 | 0; - d = (d >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2) << 1 | e >>> 31; - c2 = e << 1; - e = c2 + i3 | 0; - d = d + x2 | 0; - N2 = e; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - c2 = d; - e = e + 16777216 | 0; - c2 = e >>> 0 < 16777216 ? c2 + 1 | 0 : c2; - _ = e; - i3 = (c2 & 33554431) << 7 | e >>> 25; - x2 = c2 >> 25; - c2 = te(p, J2, A2, ca2); - e = U; - o2 = te(g, L2, s2, Q2); - d = o2 + c2 | 0; - c2 = U + e | 0; - c2 = d >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - e = te(j, F2, t2, P2); - d = e + d | 0; - c2 = U + c2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - o2 = te(m2, G2, v2, O2); - e = o2 + d | 0; - d = U + c2 | 0; - d = e >>> 0 < o2 >>> 0 ? d + 1 | 0 : d; - $2 = B2 >> 31; - o2 = te(h, M2, B2, $2); - e = o2 + e | 0; - c2 = U + d | 0; - c2 = e >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = te(l, I2, C2, ea2); - e = o2 + e | 0; - d = U + c2 | 0; - d = (e >>> 0 < o2 >>> 0 ? d + 1 | 0 : d) << 1 | e >>> 31; - c2 = i3; - i3 = e << 1; - e = c2 + i3 | 0; - c2 = d + x2 | 0; - c2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - x2 = e; - d = e + 33554432 | 0; - c2 = d >>> 0 < 33554432 ? c2 + 1 | 0 : c2; - o2 = d; - e = c2; - y[a2 + 144 >> 2] = x2 - (d & -67108864); - c2 = E(w2, 38); - x2 = te(c2, c2 >> 31, w2, Z); - i3 = U; - c2 = k; - d = c2 >> 31; - k = te(c2, d, c2, d); - c2 = k + x2 | 0; - d = U + i3 | 0; - d = c2 >>> 0 < k >>> 0 ? d + 1 | 0 : d; - k = E(v2, 19); - fa2 = k >> 31; - x2 = g << 1; - ga2 = x2 >> 31; - D2 = te(k, fa2, x2, ga2); - i3 = D2 + c2 | 0; - c2 = U + d | 0; - c2 = i3 >>> 0 < D2 >>> 0 ? c2 + 1 | 0 : c2; - d = i3; - i3 = te(p, J2, n2, S2); - d = d + i3 | 0; - c2 = U + c2 | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - D2 = te(h, M2, s2, Q2); - i3 = D2 + d | 0; - d = U + c2 | 0; - d = i3 >>> 0 < D2 >>> 0 ? d + 1 | 0 : d; - D2 = te(j, F2, l, I2); - i3 = D2 + i3 | 0; - c2 = U + d | 0; - c2 = (i3 >>> 0 < D2 >>> 0 ? c2 + 1 | 0 : c2) << 1 | i3 >>> 31; - D2 = c2; - ha2 = i3 << 1; - i3 = ha2 + 33554432 | 0; - d = i3 >>> 0 < 33554432 ? c2 + 1 | 0 : c2; - ka2 = d; - R2 = (d & 67108863) << 6 | i3 >>> 26; - ia2 = d >> 26; - c2 = te(k, fa2, t2, P2); - q = U; - r = f; - ja2 = f >> 31; - f = te(m2, G2, f, ja2); - d = f + c2 | 0; - c2 = U + q | 0; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - q = te(g, L2, n2, S2); - f = q + d | 0; - d = U + c2 | 0; - d = f >>> 0 < q >>> 0 ? d + 1 | 0 : d; - q = te(h, M2, p, J2); - f = q + f | 0; - c2 = U + d | 0; - c2 = f >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - q = te(l, I2, K2, u); - f = q + f | 0; - d = U + c2 | 0; - d = (f >>> 0 < q >>> 0 ? d + 1 | 0 : d) << 1 | f >>> 31; - c2 = R2; - R2 = f << 1; - f = c2 + R2 | 0; - c2 = d + ia2 | 0; - c2 = f >>> 0 < R2 >>> 0 ? c2 + 1 | 0 : c2; - ia2 = f; - f = f + 16777216 | 0; - c2 = f >>> 0 < 16777216 ? c2 + 1 | 0 : c2; - R2 = f; - la2 = (c2 & 33554431) << 7 | f >>> 25; - q = c2 >> 25; - c2 = te(m2, G2, K2, u); - f = U; - r = te(j, F2, r, ja2); - d = r + c2 | 0; - c2 = U + f | 0; - k = te(k, fa2, v2, O2); - f = k + d | 0; - d = U + (d >>> 0 < r >>> 0 ? c2 + 1 | 0 : c2) | 0; - d = f >>> 0 < k >>> 0 ? d + 1 | 0 : d; - k = te(t2, P2, n2, S2); - f = k + f | 0; - c2 = U + d | 0; - c2 = f >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - d = f; - f = te(h, M2, x2, ga2); - d = d + f | 0; - c2 = U + c2 | 0; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - k = te(l, I2, p, J2); - f = k + d | 0; - d = U + c2 | 0; - c2 = (f >>> 0 < k >>> 0 ? d + 1 | 0 : d) << 1 | f >>> 31; - d = f << 1; - f = d + la2 | 0; - c2 = c2 + q | 0; - r = f; - c2 = d >>> 0 > f >>> 0 ? c2 + 1 | 0 : c2; - k = f + 33554432 | 0; - f = k >>> 0 < 33554432 ? c2 + 1 | 0 : c2; - y[a2 + 128 >> 2] = r - (k & -67108864); - c2 = te(s2, Q2, w2, Z); - d = U; - r = te(g, L2, p, J2); - c2 = r + c2 | 0; - d = U + d | 0; - d = c2 >>> 0 < r >>> 0 ? d + 1 | 0 : d; - q = te(j, F2, v2, O2); - r = q + c2 | 0; - c2 = U + d | 0; - c2 = r >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2; - q = te(m2, G2, H2, aa); - r = q + r | 0; - d = U + c2 | 0; - d = r >>> 0 < q >>> 0 ? d + 1 | 0 : d; - q = te(l, I2, B2, $2); - r = q + r | 0; - c2 = U + d | 0; - d = e >> 26; - o2 = (e & 67108863) << 6 | o2 >>> 26; - e = o2 + (r << 1) | 0; - c2 = d + ((r >>> 0 < q >>> 0 ? c2 + 1 | 0 : c2) << 1 | r >>> 31) | 0; - c2 = e >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - o2 = e; - d = c2; - c2 = e + 16777216 | 0; - d = c2 >>> 0 < 16777216 ? d + 1 | 0 : d; - r = c2; - e = d; - y[a2 + 148 >> 2] = o2 - (c2 & -33554432); - c2 = te(m2, G2, A2, ca2); - A2 = U; - u = te(j, F2, K2, u); - d = u + c2 | 0; - c2 = U + A2 | 0; - c2 = d >>> 0 < u >>> 0 ? c2 + 1 | 0 : c2; - n2 = te(v2, O2, n2, S2); - d = n2 + d | 0; - c2 = U + c2 | 0; - c2 = d >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - n2 = te(h, M2, t2, P2); - h = n2 + d | 0; - d = U + c2 | 0; - d = h >>> 0 < n2 >>> 0 ? d + 1 | 0 : d; - c2 = h; - h = te(l, I2, g, L2); - c2 = c2 + h | 0; - d = U + d | 0; - d = (c2 >>> 0 < h >>> 0 ? d + 1 | 0 : d) << 1; - h = c2; - c2 = d | c2 >>> 31; - d = f >> 26; - o2 = h << 1; - h = (f & 67108863) << 6 | k >>> 26; - f = o2 + h | 0; - c2 = c2 + d | 0; - c2 = f >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - h = f; - d = f + 16777216 | 0; - c2 = d >>> 0 < 16777216 ? c2 + 1 | 0 : c2; - n2 = d; - f = c2; - y[a2 + 132 >> 2] = h - (d & -33554432); - c2 = te(v2, O2, s2, Q2); - h = U; - g = te(g, L2, g, L2); - d = g + c2 | 0; - c2 = U + h | 0; - c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - g = te(p, J2, t2, P2); - d = g + d | 0; - c2 = U + c2 | 0; - c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - g = te(j, F2, C2, ea2); - d = g + d | 0; - c2 = U + c2 | 0; - c2 = d >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - h = te(m2, G2, B2, $2); - g = h + d | 0; - d = U + c2 | 0; - d = g >>> 0 < h >>> 0 ? d + 1 | 0 : d; - c2 = g; - g = l; - l = V2; - t2 = l >> 31; - g = te(g, I2, l, t2); - c2 = c2 + g | 0; - d = U + d | 0; - d = (c2 >>> 0 < g >>> 0 ? d + 1 | 0 : d) << 1; - g = c2; - c2 = d | c2 >>> 31; - d = e >> 25; - h = g << 1; - g = (e & 33554431) << 7 | r >>> 25; - e = h + g | 0; - c2 = c2 + d | 0; - c2 = e >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - g = e; - d = e + 33554432 | 0; - c2 = d >>> 0 < 33554432 ? c2 + 1 | 0 : c2; - h = d; - e = c2; - y[a2 + 152 >> 2] = g - (d & -67108864); - u = N2 - (_ & -33554432) | 0; - c2 = X & -67108864; - d = ba2 - c2 | 0; - g = W2 - ((c2 >>> 0 > ba2 >>> 0) + Y | 0) | 0; - c2 = f >> 25; - n2 = (f & 33554431) << 7 | n2 >>> 25; - f = n2 + d | 0; - d = c2 + g | 0; - g = f; - d = f >>> 0 < n2 >>> 0 ? d + 1 | 0 : d; - c2 = d; - f = f + 33554432 | 0; - c2 = f >>> 0 < 33554432 ? c2 + 1 | 0 : c2; - c2 = ((c2 & 67108863) << 6 | f >>> 26) + u | 0; - y[a2 + 140 >> 2] = c2; - y[a2 + 136 >> 2] = g - (f & -67108864); - c2 = te(p, J2, v2, O2); - d = U; - f = te(w2, Z, x2, ga2); - c2 = f + c2 | 0; - d = U + d | 0; - d = c2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - p = te(s2, Q2, H2, aa); - f = p + c2 | 0; - c2 = U + d | 0; - c2 = f >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - j = te(j, F2, B2, $2); - f = j + f | 0; - d = U + c2 | 0; - d = f >>> 0 < j >>> 0 ? d + 1 | 0 : d; - j = te(m2, G2, l, t2); - f = j + f | 0; - c2 = U + d | 0; - c2 = (f >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2) << 1 | f >>> 31; - d = e >> 26; - g = f << 1; - f = (e & 67108863) << 6 | h >>> 26; - e = g + f | 0; - c2 = c2 + d | 0; - d = e >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - c2 = e + 16777216 | 0; - d = c2 >>> 0 < 16777216 ? d + 1 | 0 : d; - y[a2 + 156 >> 2] = e - (c2 & -33554432); - f = ia2 - (R2 & -33554432) | 0; - e = i3 & -67108864; - j = ha2 - e | 0; - m2 = D2 - ((e >>> 0 > ha2 >>> 0) + ka2 | 0) | 0; - e = te((d & 33554431) << 7 | c2 >>> 25, d >> 25, 19, 0); - c2 = e + j | 0; - d = U + m2 | 0; - d = c2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = c2; - c2 = c2 + 33554432 | 0; - d = c2 >>> 0 < 33554432 ? d + 1 | 0 : d; - d = ((d & 67108863) << 6 | c2 >>> 26) + f | 0; - y[a2 + 124 >> 2] = d; - y[a2 + 120 >> 2] = e - (c2 & -67108864); - c2 = y[b2 + 40 >> 2]; - d = y[b2 + 44 >> 2]; - e = y[b2 + 4 >> 2]; - f = y[b2 + 48 >> 2]; - j = y[b2 + 8 >> 2]; - m2 = y[b2 + 52 >> 2]; - l = y[b2 + 12 >> 2]; - p = y[b2 + 56 >> 2]; - g = y[b2 + 16 >> 2]; - h = y[b2 + 60 >> 2]; - v2 = y[b2 + 20 >> 2]; - t2 = y[b2 - -64 >> 2]; - s2 = y[b2 + 24 >> 2]; - n2 = y[b2 + 68 >> 2]; - u = y[b2 + 28 >> 2]; - w2 = y[b2 + 72 >> 2]; - B2 = y[b2 + 32 >> 2]; - K2 = y[b2 >> 2]; - y[a2 + 76 >> 2] = y[b2 + 76 >> 2] + y[b2 + 36 >> 2]; - y[a2 + 72 >> 2] = w2 + B2; - y[a2 + 68 >> 2] = n2 + u; - H2 = a2 - -64 | 0; - y[H2 >> 2] = s2 + t2; - y[a2 + 60 >> 2] = h + v2; - y[a2 + 56 >> 2] = g + p; - y[a2 + 52 >> 2] = l + m2; - y[a2 + 48 >> 2] = f + j; - y[a2 + 44 >> 2] = d + e; - b2 = a2 + 40 | 0; - y[b2 >> 2] = c2 + K2; - da(z2, b2); - c2 = y[a2 + 80 >> 2]; - d = y[a2 + 4 >> 2]; - e = y[a2 + 84 >> 2]; - f = y[a2 + 8 >> 2]; - j = y[a2 + 88 >> 2]; - m2 = y[a2 + 12 >> 2]; - l = y[a2 + 92 >> 2]; - p = y[a2 + 16 >> 2]; - g = y[a2 + 96 >> 2]; - h = y[a2 + 20 >> 2]; - v2 = y[a2 + 100 >> 2]; - t2 = y[a2 + 24 >> 2]; - s2 = y[a2 + 104 >> 2]; - n2 = y[a2 + 28 >> 2]; - u = y[a2 + 108 >> 2]; - w2 = y[a2 + 32 >> 2]; - B2 = y[a2 + 112 >> 2]; - K2 = y[a2 >> 2]; - A2 = y[a2 + 116 >> 2]; - C2 = y[a2 + 36 >> 2]; - k = A2 - C2 | 0; - y[a2 + 116 >> 2] = k; - x2 = B2 - w2 | 0; - y[a2 + 112 >> 2] = x2; - i3 = u - n2 | 0; - y[a2 + 108 >> 2] = i3; - V2 = s2 - t2 | 0; - y[a2 + 104 >> 2] = V2; - W2 = v2 - h | 0; - y[a2 + 100 >> 2] = W2; - X = g - p | 0; - y[a2 + 96 >> 2] = X; - Y = l - m2 | 0; - y[a2 + 92 >> 2] = Y; - N2 = j - f | 0; - y[a2 + 88 >> 2] = N2; - _ = e - d | 0; - y[a2 + 84 >> 2] = _; - o2 = c2 - K2 | 0; - y[a2 + 80 >> 2] = o2; - A2 = A2 + C2 | 0; - y[a2 + 76 >> 2] = A2; - w2 = w2 + B2 | 0; - y[a2 + 72 >> 2] = w2; - n2 = n2 + u | 0; - y[a2 + 68 >> 2] = n2; - t2 = s2 + t2 | 0; - y[H2 >> 2] = t2; - h = h + v2 | 0; - y[a2 + 60 >> 2] = h; - p = g + p | 0; - y[a2 + 56 >> 2] = p; - m2 = l + m2 | 0; - y[a2 + 52 >> 2] = m2; - f = f + j | 0; - y[a2 + 48 >> 2] = f; - d = d + e | 0; - y[a2 + 44 >> 2] = d; - e = b2; - b2 = c2 + K2 | 0; - y[e >> 2] = b2; - c2 = y[z2 >> 2]; - e = y[z2 + 4 >> 2]; - j = y[z2 + 8 >> 2]; - l = y[z2 + 12 >> 2]; - g = y[z2 + 16 >> 2]; - v2 = y[z2 + 20 >> 2]; - s2 = y[z2 + 24 >> 2]; - u = y[z2 + 28 >> 2]; - B2 = y[z2 + 32 >> 2]; - y[a2 + 36 >> 2] = y[z2 + 36 >> 2] - A2; - y[a2 + 32 >> 2] = B2 - w2; - y[a2 + 28 >> 2] = u - n2; - y[a2 + 24 >> 2] = s2 - t2; - y[a2 + 20 >> 2] = v2 - h; - y[a2 + 16 >> 2] = g - p; - y[a2 + 12 >> 2] = l - m2; - y[a2 + 8 >> 2] = j - f; - y[a2 + 4 >> 2] = e - d; - y[a2 >> 2] = c2 - b2; - b2 = y[a2 + 120 >> 2]; - c2 = y[a2 + 124 >> 2]; - d = y[a2 + 128 >> 2]; - e = y[a2 + 132 >> 2]; - f = y[a2 + 136 >> 2]; - j = y[a2 + 140 >> 2]; - m2 = y[a2 + 144 >> 2]; - l = y[a2 + 148 >> 2]; - p = y[a2 + 152 >> 2]; - y[a2 + 156 >> 2] = y[a2 + 156 >> 2] - k; - y[a2 + 152 >> 2] = p - x2; - y[a2 + 148 >> 2] = l - i3; - y[a2 + 144 >> 2] = m2 - V2; - y[a2 + 140 >> 2] = j - W2; - y[a2 + 136 >> 2] = f - X; - y[a2 + 132 >> 2] = e - Y; - y[a2 + 128 >> 2] = d - N2; - y[a2 + 124 >> 2] = c2 - _; - y[a2 + 120 >> 2] = b2 - o2; - T = z2 + 48 | 0; - } - function cb(a2, b2, c2, d) { - var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0; - e = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 >> 2] = E2; - e = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 4 >> 2] = E2; - e = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 8 >> 2] = E2; - e = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 12 >> 2] = E2; - e = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 16 >> 2] = E2; - e = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 20 >> 2] = E2; - e = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 24 >> 2] = E2; - e = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 28 >> 2] = E2; - e = z[b2 + 32 | 0] | z[b2 + 33 | 0] << 8 | (z[b2 + 34 | 0] << 16 | z[b2 + 35 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 32 >> 2] = E2; - e = z[b2 + 36 | 0] | z[b2 + 37 | 0] << 8 | (z[b2 + 38 | 0] << 16 | z[b2 + 39 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 36 >> 2] = E2; - e = z[b2 + 40 | 0] | z[b2 + 41 | 0] << 8 | (z[b2 + 42 | 0] << 16 | z[b2 + 43 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 40 >> 2] = E2; - e = z[b2 + 44 | 0] | z[b2 + 45 | 0] << 8 | (z[b2 + 46 | 0] << 16 | z[b2 + 47 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 44 >> 2] = E2; - e = z[b2 + 48 | 0] | z[b2 + 49 | 0] << 8 | (z[b2 + 50 | 0] << 16 | z[b2 + 51 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 48 >> 2] = E2; - e = z[b2 + 52 | 0] | z[b2 + 53 | 0] << 8 | (z[b2 + 54 | 0] << 16 | z[b2 + 55 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 52 >> 2] = E2; - e = z[b2 + 56 | 0] | z[b2 + 57 | 0] << 8 | (z[b2 + 58 | 0] << 16 | z[b2 + 59 | 0] << 24); - D2 = c2, E2 = we(e & 16711935, 8) | we(e, 24) & 16711935, y[D2 + 56 >> 2] = E2; - b2 = z[b2 + 60 | 0] | z[b2 + 61 | 0] << 8 | (z[b2 + 62 | 0] << 16 | z[b2 + 63 | 0] << 24); - D2 = c2, E2 = we(b2 & 16711935, 8) | we(b2, 24) & 16711935, y[D2 + 60 >> 2] = E2; - b2 = y[a2 + 28 >> 2]; - y[d + 24 >> 2] = y[a2 + 24 >> 2]; - y[d + 28 >> 2] = b2; - b2 = y[a2 + 20 >> 2]; - y[d + 16 >> 2] = y[a2 + 16 >> 2]; - y[d + 20 >> 2] = b2; - b2 = y[a2 + 12 >> 2]; - y[d + 8 >> 2] = y[a2 + 8 >> 2]; - y[d + 12 >> 2] = b2; - b2 = y[a2 + 4 >> 2]; - y[d >> 2] = y[a2 >> 2]; - y[d + 4 >> 2] = b2; - while (1) { - h = y[d + 28 >> 2]; - e = s2 << 2; - b2 = e + c2 | 0; - i3 = y[d + 16 >> 2]; - g = y[b2 >> 2] + (ue(i3, 26) ^ ue(i3, 21) ^ ue(i3, 7)) | 0; - f = y[e + 38880 >> 2] + g | 0; - g = y[d + 24 >> 2]; - n2 = y[d + 20 >> 2]; - h = (f + (i3 & (g ^ n2) ^ g) | 0) + h | 0; - k = h + y[d + 12 >> 2] | 0; - y[d + 12 >> 2] = k; - f = y[d >> 2]; - l = h + (ue(f, 30) ^ ue(f, 19) ^ ue(f, 10)) | 0; - m2 = y[d + 8 >> 2]; - j = y[d + 4 >> 2]; - h = l + (f & (m2 | j) | j & m2) | 0; - y[d + 28 >> 2] = h; - l = m2; - m2 = e | 4; - q = m2 + c2 | 0; - g = (y[q >> 2] + ((g + (n2 ^ k & (i3 ^ n2)) | 0) + (ue(k, 26) ^ ue(k, 21) ^ ue(k, 7)) | 0) | 0) + y[m2 + 38880 >> 2] | 0; - m2 = l + g | 0; - y[d + 8 >> 2] = m2; - g = (g + (h & (f | j) | f & j) | 0) + (ue(h, 30) ^ ue(h, 19) ^ ue(h, 10)) | 0; - y[d + 24 >> 2] = g; - l = j; - j = e | 8; - j = (((n2 + y[j + c2 >> 2] | 0) + y[j + 38880 >> 2] | 0) + (i3 ^ m2 & (i3 ^ k)) | 0) + (ue(m2, 26) ^ ue(m2, 21) ^ ue(m2, 7)) | 0; - n2 = l + j | 0; - y[d + 4 >> 2] = n2; - j = j + ((g & (f | h) | f & h) + (ue(g, 30) ^ ue(g, 19) ^ ue(g, 10)) | 0) | 0; - y[d + 20 >> 2] = j; - l = f; - f = e | 12; - f = (((i3 + y[f + c2 >> 2] | 0) + y[f + 38880 >> 2] | 0) + (k ^ n2 & (m2 ^ k)) | 0) + (ue(n2, 26) ^ ue(n2, 21) ^ ue(n2, 7)) | 0; - i3 = l + f | 0; - y[d >> 2] = i3; - f = f + ((j & (g | h) | g & h) + (ue(j, 30) ^ ue(j, 19) ^ ue(j, 10)) | 0) | 0; - y[d + 16 >> 2] = f; - l = k; - k = e | 16; - l = (((l + y[k + c2 >> 2] | 0) + y[k + 38880 >> 2] | 0) + (m2 ^ i3 & (m2 ^ n2)) | 0) + (ue(i3, 26) ^ ue(i3, 21) ^ ue(i3, 7)) | 0; - k = l + ((f & (g | j) | g & j) + (ue(f, 30) ^ ue(f, 19) ^ ue(f, 10)) | 0) | 0; - y[d + 12 >> 2] = k; - l = h + l | 0; - y[d + 28 >> 2] = l; - h = e | 20; - m2 = (((m2 + y[h + c2 >> 2] | 0) + y[h + 38880 >> 2] | 0) + (n2 ^ l & (i3 ^ n2)) | 0) + (ue(l, 26) ^ ue(l, 21) ^ ue(l, 7)) | 0; - h = m2 + ((k & (f | j) | f & j) + (ue(k, 30) ^ ue(k, 19) ^ ue(k, 10)) | 0) | 0; - y[d + 8 >> 2] = h; - m2 = g + m2 | 0; - y[d + 24 >> 2] = m2; - g = e | 24; - n2 = (((n2 + y[g + c2 >> 2] | 0) + y[g + 38880 >> 2] | 0) + (i3 ^ m2 & (i3 ^ l)) | 0) + (ue(m2, 26) ^ ue(m2, 21) ^ ue(m2, 7)) | 0; - g = n2 + ((h & (f | k) | f & k) + (ue(h, 30) ^ ue(h, 19) ^ ue(h, 10)) | 0) | 0; - y[d + 4 >> 2] = g; - n2 = j + n2 | 0; - y[d + 20 >> 2] = n2; - j = e | 28; - i3 = (((i3 + y[j + c2 >> 2] | 0) + y[j + 38880 >> 2] | 0) + (l ^ n2 & (m2 ^ l)) | 0) + (ue(n2, 26) ^ ue(n2, 21) ^ ue(n2, 7)) | 0; - j = i3 + ((g & (h | k) | h & k) + (ue(g, 30) ^ ue(g, 19) ^ ue(g, 10)) | 0) | 0; - y[d >> 2] = j; - i3 = f + i3 | 0; - y[d + 16 >> 2] = i3; - f = e | 32; - l = (((l + y[f + c2 >> 2] | 0) + y[f + 38880 >> 2] | 0) + (m2 ^ i3 & (m2 ^ n2)) | 0) + (ue(i3, 26) ^ ue(i3, 21) ^ ue(i3, 7)) | 0; - f = l + ((j & (g | h) | g & h) + (ue(j, 30) ^ ue(j, 19) ^ ue(j, 10)) | 0) | 0; - y[d + 28 >> 2] = f; - l = k + l | 0; - y[d + 12 >> 2] = l; - k = e | 36; - r = k + c2 | 0; - m2 = (((m2 + y[r >> 2] | 0) + y[k + 38880 >> 2] | 0) + (n2 ^ l & (i3 ^ n2)) | 0) + (ue(l, 26) ^ ue(l, 21) ^ ue(l, 7)) | 0; - k = m2 + ((f & (g | j) | g & j) + (ue(f, 30) ^ ue(f, 19) ^ ue(f, 10)) | 0) | 0; - y[d + 24 >> 2] = k; - m2 = h + m2 | 0; - y[d + 8 >> 2] = m2; - h = e | 40; - v2 = h + c2 | 0; - n2 = (((n2 + y[v2 >> 2] | 0) + y[h + 38880 >> 2] | 0) + (i3 ^ m2 & (i3 ^ l)) | 0) + (ue(m2, 26) ^ ue(m2, 21) ^ ue(m2, 7)) | 0; - h = n2 + ((k & (f | j) | f & j) + (ue(k, 30) ^ ue(k, 19) ^ ue(k, 10)) | 0) | 0; - y[d + 20 >> 2] = h; - n2 = g + n2 | 0; - y[d + 4 >> 2] = n2; - g = e | 44; - w2 = g + c2 | 0; - i3 = ((i3 + (y[g + 38880 >> 2] + y[w2 >> 2] | 0) | 0) + (l ^ n2 & (m2 ^ l)) | 0) + (ue(n2, 26) ^ ue(n2, 21) ^ ue(n2, 7)) | 0; - g = i3 + ((h & (f | k) | f & k) + (ue(h, 30) ^ ue(h, 19) ^ ue(h, 10)) | 0) | 0; - y[d + 16 >> 2] = g; - j = i3 + j | 0; - y[d >> 2] = j; - i3 = e | 48; - x2 = i3 + c2 | 0; - l = ((l + (y[i3 + 38880 >> 2] + y[x2 >> 2] | 0) | 0) + (m2 ^ j & (m2 ^ n2)) | 0) + (ue(j, 26) ^ ue(j, 21) ^ ue(j, 7)) | 0; - i3 = l + ((g & (h | k) | h & k) + (ue(g, 30) ^ ue(g, 19) ^ ue(g, 10)) | 0) | 0; - y[d + 12 >> 2] = i3; - f = f + l | 0; - y[d + 28 >> 2] = f; - l = e | 52; - A2 = l + c2 | 0; - l = (((y[l + 38880 >> 2] + y[A2 >> 2] | 0) + m2 | 0) + (n2 ^ f & (j ^ n2)) | 0) + (ue(f, 26) ^ ue(f, 21) ^ ue(f, 7)) | 0; - m2 = l + ((i3 & (g | h) | g & h) + (ue(i3, 30) ^ ue(i3, 19) ^ ue(i3, 10)) | 0) | 0; - y[d + 8 >> 2] = m2; - k = k + l | 0; - y[d + 24 >> 2] = k; - o2 = e | 56; - l = o2 + c2 | 0; - o2 = (((y[o2 + 38880 >> 2] + y[l >> 2] | 0) + n2 | 0) + (j ^ k & (f ^ j)) | 0) + (ue(k, 26) ^ ue(k, 21) ^ ue(k, 7)) | 0; - n2 = o2 + ((m2 & (g | i3) | g & i3) + (ue(m2, 30) ^ ue(m2, 19) ^ ue(m2, 10)) | 0) | 0; - y[d + 4 >> 2] = n2; - h = h + o2 | 0; - y[d + 20 >> 2] = h; - e = e | 60; - B2 = e + c2 | 0; - e = ((j + (y[e + 38880 >> 2] + y[B2 >> 2] | 0) | 0) + (f ^ h & (f ^ k)) | 0) + (ue(h, 26) ^ ue(h, 21) ^ ue(h, 7)) | 0; - h = e + ((n2 & (i3 | m2) | i3 & m2) + (ue(n2, 30) ^ ue(n2, 19) ^ ue(n2, 10)) | 0) | 0; - y[d >> 2] = h; - y[d + 16 >> 2] = e + g; - if ((s2 | 0) != 48) { - s2 = s2 + 16 | 0; - C2 = y[r >> 2]; - r = y[l >> 2]; - f = y[b2 >> 2] + (C2 + (ue(r, 15) ^ ue(r, 13) ^ r >>> 10) | 0) | 0; - h = y[q >> 2]; - e = f + (ue(h, 25) ^ ue(h, 14) ^ h >>> 3) | 0; - y[(s2 << 2) + c2 >> 2] = e; - g = y[b2 + 8 >> 2]; - j = y[b2 + 44 >> 2]; - f = g + (j + (ue(e, 15) ^ ue(e, 13) ^ e >>> 10) | 0) | 0; - i3 = y[b2 + 12 >> 2]; - f = f + (ue(i3, 25) ^ ue(i3, 14) ^ i3 >>> 3) | 0; - y[b2 + 72 >> 2] = f; - q = y[b2 + 40 >> 2]; - k = q + h | 0; - h = y[b2 + 60 >> 2]; - g = (k + (ue(h, 15) ^ ue(h, 13) ^ h >>> 10) | 0) + (ue(g, 25) ^ ue(g, 14) ^ g >>> 3) | 0; - y[b2 + 68 >> 2] = g; - k = y[b2 + 16 >> 2]; - m2 = y[b2 + 52 >> 2]; - l = k + (m2 + (ue(f, 15) ^ ue(f, 13) ^ f >>> 10) | 0) | 0; - o2 = y[b2 + 20 >> 2]; - n2 = l + (ue(o2, 25) ^ ue(o2, 14) ^ o2 >>> 3) | 0; - y[b2 + 80 >> 2] = n2; - t2 = y[b2 + 48 >> 2]; - k = (i3 + (t2 + (ue(g, 15) ^ ue(g, 13) ^ g >>> 10) | 0) | 0) + (ue(k, 25) ^ ue(k, 14) ^ k >>> 3) | 0; - y[b2 + 76 >> 2] = k; - i3 = y[b2 + 24 >> 2]; - l = i3 + (h + (ue(n2, 15) ^ ue(n2, 13) ^ n2 >>> 10) | 0) | 0; - p = y[b2 + 28 >> 2]; - l = l + (ue(p, 25) ^ ue(p, 14) ^ p >>> 3) | 0; - y[b2 + 88 >> 2] = l; - u = y[b2 + 56 >> 2]; - i3 = (o2 + (u + (ue(k, 15) ^ ue(k, 13) ^ k >>> 10) | 0) | 0) + (ue(i3, 25) ^ ue(i3, 14) ^ i3 >>> 3) | 0; - y[b2 + 84 >> 2] = i3; - o2 = (e + p | 0) + (ue(i3, 15) ^ ue(i3, 13) ^ i3 >>> 10) | 0; - p = y[b2 + 32 >> 2]; - o2 = o2 + (ue(p, 25) ^ ue(p, 14) ^ p >>> 3) | 0; - y[b2 + 92 >> 2] = o2; - p = (g + p | 0) + (ue(l, 15) ^ ue(l, 13) ^ l >>> 10) | 0; - g = y[b2 + 36 >> 2]; - g = p + (ue(g, 25) ^ ue(g, 14) ^ g >>> 3) | 0; - y[b2 + 96 >> 2] = g; - f = (f + ((ue(q, 25) ^ ue(q, 14) ^ q >>> 3) + C2 | 0) | 0) + (ue(o2, 15) ^ ue(o2, 13) ^ o2 >>> 10) | 0; - y[b2 + 100 >> 2] = f; - j = (y[v2 >> 2] + (k + (ue(j, 25) ^ ue(j, 14) ^ j >>> 3) | 0) | 0) + (ue(g, 15) ^ ue(g, 13) ^ g >>> 10) | 0; - y[b2 + 104 >> 2] = j; - f = (y[w2 >> 2] + (n2 + (ue(t2, 25) ^ ue(t2, 14) ^ t2 >>> 3) | 0) | 0) + (ue(f, 15) ^ ue(f, 13) ^ f >>> 10) | 0; - y[b2 + 108 >> 2] = f; - j = (y[x2 >> 2] + (i3 + (ue(m2, 25) ^ ue(m2, 14) ^ m2 >>> 3) | 0) | 0) + (ue(j, 15) ^ ue(j, 13) ^ j >>> 10) | 0; - y[b2 + 112 >> 2] = j; - f = (y[A2 >> 2] + (l + (ue(u, 25) ^ ue(u, 14) ^ u >>> 3) | 0) | 0) + (ue(f, 15) ^ ue(f, 13) ^ f >>> 10) | 0; - y[b2 + 116 >> 2] = f; - D2 = b2, E2 = (o2 + (r + (ue(h, 25) ^ ue(h, 14) ^ h >>> 3) | 0) | 0) + (ue(j, 15) ^ ue(j, 13) ^ j >>> 10) | 0, y[D2 + 120 >> 2] = E2; - D2 = b2, E2 = (y[B2 >> 2] + (g + (ue(e, 25) ^ ue(e, 14) ^ e >>> 3) | 0) | 0) + (ue(f, 15) ^ ue(f, 13) ^ f >>> 10) | 0, y[D2 + 124 >> 2] = E2; - continue; - } - break; - } - y[a2 >> 2] = h + y[a2 >> 2]; - y[a2 + 4 >> 2] = y[a2 + 4 >> 2] + y[d + 4 >> 2]; - y[a2 + 8 >> 2] = y[a2 + 8 >> 2] + y[d + 8 >> 2]; - y[a2 + 12 >> 2] = y[a2 + 12 >> 2] + y[d + 12 >> 2]; - y[a2 + 16 >> 2] = y[a2 + 16 >> 2] + y[d + 16 >> 2]; - y[a2 + 20 >> 2] = y[a2 + 20 >> 2] + y[d + 20 >> 2]; - y[a2 + 24 >> 2] = y[a2 + 24 >> 2] + y[d + 24 >> 2]; - y[a2 + 28 >> 2] = y[a2 + 28 >> 2] + y[d + 28 >> 2]; - } - function Mb(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0; - c2 = T - 544 | 0; - T = c2; - g = z[a2 + 60 | 0] | z[a2 + 61 | 0] << 8 | (z[a2 + 62 | 0] << 16 | z[a2 + 63 | 0] << 24); - h = z[a2 + 56 | 0] | z[a2 + 57 | 0] << 8 | (z[a2 + 58 | 0] << 16 | z[a2 + 59 | 0] << 24); - i3 = z[a2 + 52 | 0] | z[a2 + 53 | 0] << 8 | (z[a2 + 54 | 0] << 16 | z[a2 + 55 | 0] << 24); - j = z[a2 + 48 | 0] | z[a2 + 49 | 0] << 8 | (z[a2 + 50 | 0] << 16 | z[a2 + 51 | 0] << 24); - k = z[a2 + 32 | 0] | z[a2 + 33 | 0] << 8 | (z[a2 + 34 | 0] << 16 | z[a2 + 35 | 0] << 24); - l = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); - m2 = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); - n2 = z[a2 + 44 | 0] | z[a2 + 45 | 0] << 8 | (z[a2 + 46 | 0] << 16 | z[a2 + 47 | 0] << 24); - d = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); - o2 = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); - p = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); - q = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); - r = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); - s2 = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); - t2 = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); - u = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); - a2 = y[b2 + 124 >> 2]; - y[c2 + 536 >> 2] = y[b2 + 120 >> 2]; - y[c2 + 540 >> 2] = a2; - a2 = y[b2 + 116 >> 2]; - y[c2 + 528 >> 2] = y[b2 + 112 >> 2]; - y[c2 + 532 >> 2] = a2; - a2 = y[b2 + 100 >> 2]; - y[c2 + 496 >> 2] = y[b2 + 96 >> 2]; - y[c2 + 500 >> 2] = a2; - a2 = y[b2 + 108 >> 2]; - y[c2 + 504 >> 2] = y[b2 + 104 >> 2]; - y[c2 + 508 >> 2] = a2; - a2 = y[b2 + 116 >> 2]; - y[c2 + 480 >> 2] = y[b2 + 112 >> 2]; - y[c2 + 484 >> 2] = a2; - a2 = y[b2 + 124 >> 2]; - y[c2 + 488 >> 2] = y[b2 + 120 >> 2]; - y[c2 + 492 >> 2] = a2; - a2 = c2 + 512 | 0; - fa(a2, c2 + 496 | 0, c2 + 480 | 0); - f = y[c2 + 524 >> 2]; - y[b2 + 120 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 124 >> 2] = f; - f = y[c2 + 516 >> 2]; - y[b2 + 112 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 116 >> 2] = f; - f = y[b2 + 84 >> 2]; - y[c2 + 464 >> 2] = y[b2 + 80 >> 2]; - y[c2 + 468 >> 2] = f; - f = y[b2 + 92 >> 2]; - y[c2 + 472 >> 2] = y[b2 + 88 >> 2]; - y[c2 + 476 >> 2] = f; - f = y[b2 + 100 >> 2]; - y[c2 + 448 >> 2] = y[b2 + 96 >> 2]; - y[c2 + 452 >> 2] = f; - f = y[b2 + 108 >> 2]; - y[c2 + 456 >> 2] = y[b2 + 104 >> 2]; - y[c2 + 460 >> 2] = f; - fa(a2, c2 + 464 | 0, c2 + 448 | 0); - f = y[c2 + 524 >> 2]; - y[b2 + 104 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 108 >> 2] = f; - f = y[c2 + 516 >> 2]; - y[b2 + 96 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 100 >> 2] = f; - f = b2 - -64 | 0; - e = y[f + 4 >> 2]; - y[c2 + 432 >> 2] = y[f >> 2]; - y[c2 + 436 >> 2] = e; - e = y[b2 + 76 >> 2]; - y[c2 + 440 >> 2] = y[b2 + 72 >> 2]; - y[c2 + 444 >> 2] = e; - e = y[b2 + 84 >> 2]; - y[c2 + 416 >> 2] = y[b2 + 80 >> 2]; - y[c2 + 420 >> 2] = e; - e = y[b2 + 92 >> 2]; - y[c2 + 424 >> 2] = y[b2 + 88 >> 2]; - y[c2 + 428 >> 2] = e; - fa(a2, c2 + 432 | 0, c2 + 416 | 0); - e = y[c2 + 524 >> 2]; - y[b2 + 88 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 92 >> 2] = e; - e = y[c2 + 516 >> 2]; - y[b2 + 80 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 84 >> 2] = e; - e = y[b2 + 52 >> 2]; - y[c2 + 400 >> 2] = y[b2 + 48 >> 2]; - y[c2 + 404 >> 2] = e; - e = y[b2 + 60 >> 2]; - y[c2 + 408 >> 2] = y[b2 + 56 >> 2]; - y[c2 + 412 >> 2] = e; - e = y[f + 4 >> 2]; - y[c2 + 384 >> 2] = y[f >> 2]; - y[c2 + 388 >> 2] = e; - e = y[b2 + 76 >> 2]; - y[c2 + 392 >> 2] = y[b2 + 72 >> 2]; - y[c2 + 396 >> 2] = e; - fa(a2, c2 + 400 | 0, c2 + 384 | 0); - e = y[c2 + 524 >> 2]; - y[b2 + 72 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 76 >> 2] = e; - e = y[c2 + 516 >> 2]; - y[f >> 2] = y[c2 + 512 >> 2]; - y[f + 4 >> 2] = e; - e = y[b2 + 36 >> 2]; - y[c2 + 368 >> 2] = y[b2 + 32 >> 2]; - y[c2 + 372 >> 2] = e; - e = y[b2 + 44 >> 2]; - y[c2 + 376 >> 2] = y[b2 + 40 >> 2]; - y[c2 + 380 >> 2] = e; - e = y[b2 + 52 >> 2]; - y[c2 + 352 >> 2] = y[b2 + 48 >> 2]; - y[c2 + 356 >> 2] = e; - e = y[b2 + 60 >> 2]; - y[c2 + 360 >> 2] = y[b2 + 56 >> 2]; - y[c2 + 364 >> 2] = e; - fa(a2, c2 + 368 | 0, c2 + 352 | 0); - e = y[c2 + 524 >> 2]; - y[b2 + 56 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 60 >> 2] = e; - e = y[c2 + 516 >> 2]; - y[b2 + 48 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 52 >> 2] = e; - e = y[b2 + 20 >> 2]; - y[c2 + 336 >> 2] = y[b2 + 16 >> 2]; - y[c2 + 340 >> 2] = e; - e = y[b2 + 28 >> 2]; - y[c2 + 344 >> 2] = y[b2 + 24 >> 2]; - y[c2 + 348 >> 2] = e; - e = y[b2 + 36 >> 2]; - y[c2 + 320 >> 2] = y[b2 + 32 >> 2]; - y[c2 + 324 >> 2] = e; - e = y[b2 + 44 >> 2]; - y[c2 + 328 >> 2] = y[b2 + 40 >> 2]; - y[c2 + 332 >> 2] = e; - fa(a2, c2 + 336 | 0, c2 + 320 | 0); - e = y[c2 + 524 >> 2]; - y[b2 + 40 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 44 >> 2] = e; - e = y[c2 + 516 >> 2]; - y[b2 + 32 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 36 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[c2 + 304 >> 2] = y[b2 >> 2]; - y[c2 + 308 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[c2 + 312 >> 2] = y[b2 + 8 >> 2]; - y[c2 + 316 >> 2] = e; - e = y[b2 + 20 >> 2]; - y[c2 + 288 >> 2] = y[b2 + 16 >> 2]; - y[c2 + 292 >> 2] = e; - e = y[b2 + 28 >> 2]; - y[c2 + 296 >> 2] = y[b2 + 24 >> 2]; - y[c2 + 300 >> 2] = e; - fa(a2, c2 + 304 | 0, c2 + 288 | 0); - e = y[c2 + 524 >> 2]; - y[b2 + 24 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 28 >> 2] = e; - e = y[c2 + 516 >> 2]; - y[b2 + 16 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 20 >> 2] = e; - e = y[c2 + 532 >> 2]; - y[c2 + 272 >> 2] = y[c2 + 528 >> 2]; - y[c2 + 276 >> 2] = e; - e = y[c2 + 540 >> 2]; - y[c2 + 280 >> 2] = y[c2 + 536 >> 2]; - y[c2 + 284 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[c2 + 256 >> 2] = y[b2 >> 2]; - y[c2 + 260 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[c2 + 264 >> 2] = y[b2 + 8 >> 2]; - y[c2 + 268 >> 2] = e; - fa(a2, c2 + 272 | 0, c2 + 256 | 0); - e = y[c2 + 524 >> 2]; - y[b2 + 8 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 12 >> 2] = e; - e = y[c2 + 516 >> 2]; - y[b2 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 4 >> 2] = e; - y[b2 + 12 >> 2] = y[b2 + 12 >> 2] ^ t2; - y[b2 + 8 >> 2] = y[b2 + 8 >> 2] ^ s2; - y[b2 + 4 >> 2] = y[b2 + 4 >> 2] ^ r; - y[b2 >> 2] = y[b2 >> 2] ^ u; - y[f >> 2] = y[f >> 2] ^ q; - y[b2 + 68 >> 2] = y[b2 + 68 >> 2] ^ p; - y[b2 + 72 >> 2] = y[b2 + 72 >> 2] ^ o2; - y[b2 + 76 >> 2] = y[b2 + 76 >> 2] ^ d; - d = y[b2 + 124 >> 2]; - y[c2 + 536 >> 2] = y[b2 + 120 >> 2]; - y[c2 + 540 >> 2] = d; - d = y[b2 + 116 >> 2]; - y[c2 + 528 >> 2] = y[b2 + 112 >> 2]; - y[c2 + 532 >> 2] = d; - d = y[b2 + 100 >> 2]; - y[c2 + 240 >> 2] = y[b2 + 96 >> 2]; - y[c2 + 244 >> 2] = d; - d = y[b2 + 108 >> 2]; - y[c2 + 248 >> 2] = y[b2 + 104 >> 2]; - y[c2 + 252 >> 2] = d; - d = y[b2 + 116 >> 2]; - y[c2 + 224 >> 2] = y[b2 + 112 >> 2]; - y[c2 + 228 >> 2] = d; - d = y[b2 + 124 >> 2]; - y[c2 + 232 >> 2] = y[b2 + 120 >> 2]; - y[c2 + 236 >> 2] = d; - fa(a2, c2 + 240 | 0, c2 + 224 | 0); - d = y[c2 + 524 >> 2]; - y[b2 + 120 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 124 >> 2] = d; - d = y[c2 + 516 >> 2]; - y[b2 + 112 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 116 >> 2] = d; - d = y[b2 + 84 >> 2]; - y[c2 + 208 >> 2] = y[b2 + 80 >> 2]; - y[c2 + 212 >> 2] = d; - d = y[b2 + 92 >> 2]; - y[c2 + 216 >> 2] = y[b2 + 88 >> 2]; - y[c2 + 220 >> 2] = d; - d = y[b2 + 100 >> 2]; - y[c2 + 192 >> 2] = y[b2 + 96 >> 2]; - y[c2 + 196 >> 2] = d; - d = y[b2 + 108 >> 2]; - y[c2 + 200 >> 2] = y[b2 + 104 >> 2]; - y[c2 + 204 >> 2] = d; - fa(a2, c2 + 208 | 0, c2 + 192 | 0); - d = y[c2 + 524 >> 2]; - y[b2 + 104 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 108 >> 2] = d; - d = y[c2 + 516 >> 2]; - y[b2 + 96 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 100 >> 2] = d; - d = y[f + 4 >> 2]; - y[c2 + 176 >> 2] = y[f >> 2]; - y[c2 + 180 >> 2] = d; - d = y[b2 + 76 >> 2]; - y[c2 + 184 >> 2] = y[b2 + 72 >> 2]; - y[c2 + 188 >> 2] = d; - d = y[b2 + 84 >> 2]; - y[c2 + 160 >> 2] = y[b2 + 80 >> 2]; - y[c2 + 164 >> 2] = d; - d = y[b2 + 92 >> 2]; - y[c2 + 168 >> 2] = y[b2 + 88 >> 2]; - y[c2 + 172 >> 2] = d; - fa(a2, c2 + 176 | 0, c2 + 160 | 0); - d = y[c2 + 524 >> 2]; - y[b2 + 88 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 92 >> 2] = d; - d = y[c2 + 516 >> 2]; - y[b2 + 80 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 84 >> 2] = d; - d = y[b2 + 52 >> 2]; - y[c2 + 144 >> 2] = y[b2 + 48 >> 2]; - y[c2 + 148 >> 2] = d; - d = y[b2 + 60 >> 2]; - y[c2 + 152 >> 2] = y[b2 + 56 >> 2]; - y[c2 + 156 >> 2] = d; - d = y[f + 4 >> 2]; - y[c2 + 128 >> 2] = y[f >> 2]; - y[c2 + 132 >> 2] = d; - d = y[b2 + 76 >> 2]; - y[c2 + 136 >> 2] = y[b2 + 72 >> 2]; - y[c2 + 140 >> 2] = d; - fa(a2, c2 + 144 | 0, c2 + 128 | 0); - d = y[c2 + 524 >> 2]; - y[b2 + 72 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 76 >> 2] = d; - d = y[c2 + 516 >> 2]; - y[f >> 2] = y[c2 + 512 >> 2]; - y[f + 4 >> 2] = d; - d = y[b2 + 36 >> 2]; - y[c2 + 112 >> 2] = y[b2 + 32 >> 2]; - y[c2 + 116 >> 2] = d; - d = y[b2 + 44 >> 2]; - y[c2 + 120 >> 2] = y[b2 + 40 >> 2]; - y[c2 + 124 >> 2] = d; - d = y[b2 + 52 >> 2]; - y[c2 + 96 >> 2] = y[b2 + 48 >> 2]; - y[c2 + 100 >> 2] = d; - d = y[b2 + 60 >> 2]; - y[c2 + 104 >> 2] = y[b2 + 56 >> 2]; - y[c2 + 108 >> 2] = d; - fa(a2, c2 + 112 | 0, c2 + 96 | 0); - d = y[c2 + 524 >> 2]; - y[b2 + 56 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 60 >> 2] = d; - d = y[c2 + 516 >> 2]; - y[b2 + 48 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 52 >> 2] = d; - d = y[b2 + 20 >> 2]; - y[c2 + 80 >> 2] = y[b2 + 16 >> 2]; - y[c2 + 84 >> 2] = d; - d = y[b2 + 28 >> 2]; - y[c2 + 88 >> 2] = y[b2 + 24 >> 2]; - y[c2 + 92 >> 2] = d; - d = y[b2 + 36 >> 2]; - y[c2 + 64 >> 2] = y[b2 + 32 >> 2]; - y[c2 + 68 >> 2] = d; - d = y[b2 + 44 >> 2]; - y[c2 + 72 >> 2] = y[b2 + 40 >> 2]; - y[c2 + 76 >> 2] = d; - fa(a2, c2 + 80 | 0, c2 - -64 | 0); - d = y[c2 + 524 >> 2]; - y[b2 + 40 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 44 >> 2] = d; - d = y[c2 + 516 >> 2]; - y[b2 + 32 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 36 >> 2] = d; - d = y[b2 + 4 >> 2]; - y[c2 + 48 >> 2] = y[b2 >> 2]; - y[c2 + 52 >> 2] = d; - d = y[b2 + 12 >> 2]; - y[c2 + 56 >> 2] = y[b2 + 8 >> 2]; - y[c2 + 60 >> 2] = d; - d = y[b2 + 20 >> 2]; - y[c2 + 32 >> 2] = y[b2 + 16 >> 2]; - y[c2 + 36 >> 2] = d; - d = y[b2 + 28 >> 2]; - y[c2 + 40 >> 2] = y[b2 + 24 >> 2]; - y[c2 + 44 >> 2] = d; - fa(a2, c2 + 48 | 0, c2 + 32 | 0); - d = y[c2 + 524 >> 2]; - y[b2 + 24 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 28 >> 2] = d; - d = y[c2 + 516 >> 2]; - y[b2 + 16 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 20 >> 2] = d; - d = y[c2 + 532 >> 2]; - y[c2 + 16 >> 2] = y[c2 + 528 >> 2]; - y[c2 + 20 >> 2] = d; - d = y[c2 + 540 >> 2]; - y[c2 + 24 >> 2] = y[c2 + 536 >> 2]; - y[c2 + 28 >> 2] = d; - d = y[b2 + 4 >> 2]; - y[c2 >> 2] = y[b2 >> 2]; - y[c2 + 4 >> 2] = d; - d = y[b2 + 12 >> 2]; - y[c2 + 8 >> 2] = y[b2 + 8 >> 2]; - y[c2 + 12 >> 2] = d; - fa(a2, c2 + 16 | 0, c2); - a2 = y[c2 + 524 >> 2]; - y[b2 + 8 >> 2] = y[c2 + 520 >> 2]; - y[b2 + 12 >> 2] = a2; - a2 = y[c2 + 516 >> 2]; - y[b2 >> 2] = y[c2 + 512 >> 2]; - y[b2 + 4 >> 2] = a2; - y[b2 + 12 >> 2] = y[b2 + 12 >> 2] ^ n2; - y[b2 + 8 >> 2] = y[b2 + 8 >> 2] ^ m2; - y[b2 + 4 >> 2] = y[b2 + 4 >> 2] ^ l; - y[b2 >> 2] = y[b2 >> 2] ^ k; - y[f >> 2] = y[f >> 2] ^ j; - y[b2 + 68 >> 2] = y[b2 + 68 >> 2] ^ i3; - y[b2 + 72 >> 2] = y[b2 + 72 >> 2] ^ h; - y[b2 + 76 >> 2] = y[b2 + 76 >> 2] ^ g; - T = c2 + 544 | 0; - } - function wc(a2, b2, c2, d, e, f, g, h, i3) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - var j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0; - j = T - 528 | 0; - T = j; - Gb(i3, h, j + 400 | 0); - i3 = 0; - if (g >>> 0 > 31) { - h = 32; - while (1) { - Eb(f + i3 | 0, j + 400 | 0); - i3 = h; - h = h + 32 | 0; - if (h >>> 0 <= g >>> 0) { - continue; - } - break; - } - } - h = i3 | 16; - if (h >>> 0 <= g >>> 0) { - while (1) { - i3 = f + i3 | 0; - l = z[i3 | 0] | z[i3 + 1 | 0] << 8 | (z[i3 + 2 | 0] << 16 | z[i3 + 3 | 0] << 24); - m2 = z[i3 + 4 | 0] | z[i3 + 5 | 0] << 8 | (z[i3 + 6 | 0] << 16 | z[i3 + 7 | 0] << 24); - n2 = z[i3 + 8 | 0] | z[i3 + 9 | 0] << 8 | (z[i3 + 10 | 0] << 16 | z[i3 + 11 | 0] << 24); - p = z[i3 + 12 | 0] | z[i3 + 13 | 0] << 8 | (z[i3 + 14 | 0] << 16 | z[i3 + 15 | 0] << 24); - i3 = y[j + 492 >> 2]; - y[j + 520 >> 2] = y[j + 488 >> 2]; - y[j + 524 >> 2] = i3; - i3 = y[j + 484 >> 2]; - y[j + 512 >> 2] = y[j + 480 >> 2]; - y[j + 516 >> 2] = i3; - i3 = y[j + 468 >> 2]; - y[j + 368 >> 2] = y[j + 464 >> 2]; - y[j + 372 >> 2] = i3; - i3 = y[j + 476 >> 2]; - y[j + 376 >> 2] = y[j + 472 >> 2]; - y[j + 380 >> 2] = i3; - i3 = y[j + 484 >> 2]; - y[j + 352 >> 2] = y[j + 480 >> 2]; - y[j + 356 >> 2] = i3; - i3 = y[j + 492 >> 2]; - y[j + 360 >> 2] = y[j + 488 >> 2]; - y[j + 364 >> 2] = i3; - i3 = j + 496 | 0; - fa(i3, j + 368 | 0, j + 352 | 0); - k = y[j + 508 >> 2]; - y[j + 488 >> 2] = y[j + 504 >> 2]; - y[j + 492 >> 2] = k; - k = y[j + 500 >> 2]; - y[j + 480 >> 2] = y[j + 496 >> 2]; - y[j + 484 >> 2] = k; - k = y[j + 452 >> 2]; - y[j + 336 >> 2] = y[j + 448 >> 2]; - y[j + 340 >> 2] = k; - k = y[j + 460 >> 2]; - y[j + 344 >> 2] = y[j + 456 >> 2]; - y[j + 348 >> 2] = k; - k = y[j + 468 >> 2]; - y[j + 320 >> 2] = y[j + 464 >> 2]; - y[j + 324 >> 2] = k; - k = y[j + 476 >> 2]; - y[j + 328 >> 2] = y[j + 472 >> 2]; - y[j + 332 >> 2] = k; - fa(i3, j + 336 | 0, j + 320 | 0); - k = y[j + 508 >> 2]; - y[j + 472 >> 2] = y[j + 504 >> 2]; - y[j + 476 >> 2] = k; - k = y[j + 500 >> 2]; - y[j + 464 >> 2] = y[j + 496 >> 2]; - y[j + 468 >> 2] = k; - k = y[j + 436 >> 2]; - y[j + 304 >> 2] = y[j + 432 >> 2]; - y[j + 308 >> 2] = k; - k = y[j + 444 >> 2]; - y[j + 312 >> 2] = y[j + 440 >> 2]; - y[j + 316 >> 2] = k; - k = y[j + 452 >> 2]; - y[j + 288 >> 2] = y[j + 448 >> 2]; - y[j + 292 >> 2] = k; - k = y[j + 460 >> 2]; - y[j + 296 >> 2] = y[j + 456 >> 2]; - y[j + 300 >> 2] = k; - fa(i3, j + 304 | 0, j + 288 | 0); - k = y[j + 508 >> 2]; - y[j + 456 >> 2] = y[j + 504 >> 2]; - y[j + 460 >> 2] = k; - k = y[j + 500 >> 2]; - y[j + 448 >> 2] = y[j + 496 >> 2]; - y[j + 452 >> 2] = k; - k = y[j + 420 >> 2]; - y[j + 272 >> 2] = y[j + 416 >> 2]; - y[j + 276 >> 2] = k; - k = y[j + 428 >> 2]; - y[j + 280 >> 2] = y[j + 424 >> 2]; - y[j + 284 >> 2] = k; - k = y[j + 436 >> 2]; - y[j + 256 >> 2] = y[j + 432 >> 2]; - y[j + 260 >> 2] = k; - k = y[j + 444 >> 2]; - y[j + 264 >> 2] = y[j + 440 >> 2]; - y[j + 268 >> 2] = k; - fa(i3, j + 272 | 0, j + 256 | 0); - k = y[j + 508 >> 2]; - y[j + 440 >> 2] = y[j + 504 >> 2]; - y[j + 444 >> 2] = k; - k = y[j + 500 >> 2]; - y[j + 432 >> 2] = y[j + 496 >> 2]; - y[j + 436 >> 2] = k; - k = y[j + 404 >> 2]; - y[j + 240 >> 2] = y[j + 400 >> 2]; - y[j + 244 >> 2] = k; - k = y[j + 412 >> 2]; - y[j + 248 >> 2] = y[j + 408 >> 2]; - y[j + 252 >> 2] = k; - k = y[j + 420 >> 2]; - y[j + 224 >> 2] = y[j + 416 >> 2]; - y[j + 228 >> 2] = k; - k = y[j + 428 >> 2]; - y[j + 232 >> 2] = y[j + 424 >> 2]; - y[j + 236 >> 2] = k; - fa(i3, j + 240 | 0, j + 224 | 0); - k = y[j + 508 >> 2]; - y[j + 424 >> 2] = y[j + 504 >> 2]; - y[j + 428 >> 2] = k; - k = y[j + 500 >> 2]; - y[j + 416 >> 2] = y[j + 496 >> 2]; - y[j + 420 >> 2] = k; - k = y[j + 516 >> 2]; - y[j + 208 >> 2] = y[j + 512 >> 2]; - y[j + 212 >> 2] = k; - k = y[j + 524 >> 2]; - y[j + 216 >> 2] = y[j + 520 >> 2]; - y[j + 220 >> 2] = k; - k = y[j + 404 >> 2]; - y[j + 192 >> 2] = y[j + 400 >> 2]; - y[j + 196 >> 2] = k; - k = y[j + 412 >> 2]; - y[j + 200 >> 2] = y[j + 408 >> 2]; - y[j + 204 >> 2] = k; - fa(i3, j + 208 | 0, j + 192 | 0); - y[j + 412 >> 2] = p ^ y[j + 508 >> 2]; - y[j + 408 >> 2] = y[j + 504 >> 2] ^ n2; - y[j + 404 >> 2] = y[j + 500 >> 2] ^ m2; - y[j + 400 >> 2] = l ^ y[j + 496 >> 2]; - i3 = h; - h = h + 16 | 0; - if (h >>> 0 <= g >>> 0) { - continue; - } - break; - } - } - h = g & 15; - if (h) { - l = 16 - h | 0; - if (l) { - o(h | j + 384, 0, l); - } - if (h) { - t(j + 384 | 0, f + i3 | 0, h); - } - m2 = y[j + 384 >> 2]; - n2 = y[j + 388 >> 2]; - p = y[j + 392 >> 2]; - k = y[j + 396 >> 2]; - i3 = y[j + 492 >> 2]; - f = y[j + 488 >> 2]; - y[j + 520 >> 2] = f; - y[j + 524 >> 2] = i3; - l = y[j + 484 >> 2]; - h = y[j + 480 >> 2]; - y[j + 512 >> 2] = h; - y[j + 516 >> 2] = l; - q = y[j + 468 >> 2]; - y[j + 176 >> 2] = y[j + 464 >> 2]; - y[j + 180 >> 2] = q; - q = y[j + 476 >> 2]; - y[j + 184 >> 2] = y[j + 472 >> 2]; - y[j + 188 >> 2] = q; - y[j + 160 >> 2] = h; - y[j + 164 >> 2] = l; - y[j + 168 >> 2] = f; - y[j + 172 >> 2] = i3; - f = j + 496 | 0; - fa(f, j + 176 | 0, j + 160 | 0); - h = y[j + 508 >> 2]; - y[j + 488 >> 2] = y[j + 504 >> 2]; - y[j + 492 >> 2] = h; - h = y[j + 500 >> 2]; - y[j + 480 >> 2] = y[j + 496 >> 2]; - y[j + 484 >> 2] = h; - h = y[j + 452 >> 2]; - y[j + 144 >> 2] = y[j + 448 >> 2]; - y[j + 148 >> 2] = h; - h = y[j + 460 >> 2]; - y[j + 152 >> 2] = y[j + 456 >> 2]; - y[j + 156 >> 2] = h; - h = y[j + 468 >> 2]; - y[j + 128 >> 2] = y[j + 464 >> 2]; - y[j + 132 >> 2] = h; - h = y[j + 476 >> 2]; - y[j + 136 >> 2] = y[j + 472 >> 2]; - y[j + 140 >> 2] = h; - fa(f, j + 144 | 0, j + 128 | 0); - h = y[j + 508 >> 2]; - y[j + 472 >> 2] = y[j + 504 >> 2]; - y[j + 476 >> 2] = h; - h = y[j + 500 >> 2]; - y[j + 464 >> 2] = y[j + 496 >> 2]; - y[j + 468 >> 2] = h; - h = y[j + 436 >> 2]; - y[j + 112 >> 2] = y[j + 432 >> 2]; - y[j + 116 >> 2] = h; - h = y[j + 444 >> 2]; - y[j + 120 >> 2] = y[j + 440 >> 2]; - y[j + 124 >> 2] = h; - h = y[j + 452 >> 2]; - y[j + 96 >> 2] = y[j + 448 >> 2]; - y[j + 100 >> 2] = h; - h = y[j + 460 >> 2]; - y[j + 104 >> 2] = y[j + 456 >> 2]; - y[j + 108 >> 2] = h; - fa(f, j + 112 | 0, j + 96 | 0); - h = y[j + 508 >> 2]; - y[j + 456 >> 2] = y[j + 504 >> 2]; - y[j + 460 >> 2] = h; - h = y[j + 500 >> 2]; - y[j + 448 >> 2] = y[j + 496 >> 2]; - y[j + 452 >> 2] = h; - h = y[j + 420 >> 2]; - y[j + 80 >> 2] = y[j + 416 >> 2]; - y[j + 84 >> 2] = h; - h = y[j + 428 >> 2]; - y[j + 88 >> 2] = y[j + 424 >> 2]; - y[j + 92 >> 2] = h; - h = y[j + 436 >> 2]; - y[j + 64 >> 2] = y[j + 432 >> 2]; - y[j + 68 >> 2] = h; - h = y[j + 444 >> 2]; - y[j + 72 >> 2] = y[j + 440 >> 2]; - y[j + 76 >> 2] = h; - fa(f, j + 80 | 0, j - -64 | 0); - h = y[j + 508 >> 2]; - y[j + 440 >> 2] = y[j + 504 >> 2]; - y[j + 444 >> 2] = h; - h = y[j + 500 >> 2]; - y[j + 432 >> 2] = y[j + 496 >> 2]; - y[j + 436 >> 2] = h; - h = y[j + 404 >> 2]; - y[j + 48 >> 2] = y[j + 400 >> 2]; - y[j + 52 >> 2] = h; - h = y[j + 412 >> 2]; - y[j + 56 >> 2] = y[j + 408 >> 2]; - y[j + 60 >> 2] = h; - h = y[j + 420 >> 2]; - y[j + 32 >> 2] = y[j + 416 >> 2]; - y[j + 36 >> 2] = h; - h = y[j + 428 >> 2]; - y[j + 40 >> 2] = y[j + 424 >> 2]; - y[j + 44 >> 2] = h; - fa(f, j + 48 | 0, j + 32 | 0); - h = y[j + 508 >> 2]; - y[j + 424 >> 2] = y[j + 504 >> 2]; - y[j + 428 >> 2] = h; - h = y[j + 500 >> 2]; - y[j + 416 >> 2] = y[j + 496 >> 2]; - y[j + 420 >> 2] = h; - h = y[j + 516 >> 2]; - y[j + 16 >> 2] = y[j + 512 >> 2]; - y[j + 20 >> 2] = h; - h = y[j + 524 >> 2]; - y[j + 24 >> 2] = y[j + 520 >> 2]; - y[j + 28 >> 2] = h; - h = y[j + 404 >> 2]; - y[j >> 2] = y[j + 400 >> 2]; - y[j + 4 >> 2] = h; - h = y[j + 412 >> 2]; - y[j + 8 >> 2] = y[j + 408 >> 2]; - y[j + 12 >> 2] = h; - fa(f, j + 16 | 0, j); - y[j + 412 >> 2] = k ^ y[j + 508 >> 2]; - y[j + 408 >> 2] = p ^ y[j + 504 >> 2]; - y[j + 404 >> 2] = n2 ^ y[j + 500 >> 2]; - y[j + 400 >> 2] = m2 ^ y[j + 496 >> 2]; - } - i3 = 16; - h = 0; - if (e >>> 0 >= 16) { - while (1) { - Db(a2 + h | 0, d + h | 0, j + 400 | 0); - h = i3; - i3 = h + 16 | 0; - if (i3 >>> 0 <= e >>> 0) { - continue; - } - break; - } - } - f = e & 15; - a: { - if (!f) { - break a; - } - i3 = 16 - f | 0; - if (i3) { - o(f | j + 384, 0, i3); - } - i3 = !f; - if (!i3) { - t(j + 384 | 0, d + h | 0, f); - } - d = j + 512 | 0; - Db(d, j + 384 | 0, j + 400 | 0); - if (i3) { - break a; - } - t(a2 + h | 0, d, f); - } - Cb(b2, c2, g, e, j + 400 | 0); - T = j + 528 | 0; - return 0; - } - function da(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, T2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0, ea2 = 0; - M2 = y[b2 + 12 >> 2]; - q = M2 << 1; - u = q >> 31; - S2 = M2 >> 31; - c2 = te(q, u, M2, S2); - e = U; - g = y[b2 + 16 >> 2]; - v2 = g >> 31; - f = y[b2 + 8 >> 2]; - x2 = f << 1; - D2 = x2 >> 31; - k = te(g, v2, x2, D2); - d = k + c2 | 0; - c2 = U + e | 0; - c2 = d >>> 0 < k >>> 0 ? c2 + 1 | 0 : c2; - z2 = y[b2 + 20 >> 2]; - o2 = z2 << 1; - F2 = o2 >> 31; - h = y[b2 + 4 >> 2]; - k = h << 1; - r = k >> 31; - l = te(o2, F2, k, r); - e = l + d | 0; - d = U + c2 | 0; - d = e >>> 0 < l >>> 0 ? d + 1 | 0 : d; - p = y[b2 + 24 >> 2]; - A2 = p >> 31; - G2 = y[b2 >> 2]; - l = G2 << 1; - s2 = l >> 31; - i3 = te(p, A2, l, s2); - e = i3 + e | 0; - c2 = U + d | 0; - c2 = e >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - d = e; - H2 = y[b2 + 32 >> 2]; - m2 = E(H2, 19); - B2 = m2 >> 31; - P2 = H2 >> 31; - e = te(m2, B2, H2, P2); - d = d + e | 0; - c2 = U + c2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - _ = y[b2 + 36 >> 2]; - i3 = E(_, 38); - t2 = i3 >> 31; - I2 = y[b2 + 28 >> 2]; - Q2 = I2 << 1; - T2 = Q2 >> 31; - e = te(i3, t2, Q2, T2); - d = e + d | 0; - b2 = U + c2 | 0; - C2 = d; - e = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - b2 = te(k, r, g, v2); - c2 = U; - d = te(x2, D2, M2, S2); - b2 = d + b2 | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - R2 = z2 >> 31; - j = te(z2, R2, l, s2); - b2 = j + b2 | 0; - d = U + c2 | 0; - d = b2 >>> 0 < j >>> 0 ? d + 1 | 0 : d; - j = te(m2, B2, Q2, T2); - b2 = j + b2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - d = te(i3, t2, p, A2); - b2 = d + b2 | 0; - c2 = U + c2 | 0; - V2 = b2; - n2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - c2 = te(k, r, q, u); - d = U; - b2 = f; - w2 = b2 >> 31; - W2 = b2; - f = te(b2, w2, b2, w2); - c2 = f + c2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - f = te(l, s2, g, v2); - d = f + c2 | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - j = E(I2, 38); - N2 = j >> 31; - X = I2 >> 31; - f = te(j, N2, I2, X); - b2 = f + d | 0; - d = U + c2 | 0; - d = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - c2 = b2; - b2 = p << 1; - f = te(m2, B2, b2, b2 >> 31); - b2 = c2 + f | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - d = b2; - b2 = te(i3, t2, o2, F2); - d = d + b2 | 0; - c2 = U + c2 | 0; - $2 = d; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - aa = c2; - b2 = c2; - d = d + 33554432 | 0; - b2 = d >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - ba2 = d; - ca2 = b2; - c2 = b2 >> 26; - d = (b2 & 67108863) << 6 | d >>> 26; - b2 = d + V2 | 0; - c2 = c2 + n2 | 0; - V2 = b2; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - b2 = b2 + 16777216 | 0; - d = b2 >>> 0 < 16777216 ? c2 + 1 | 0 : c2; - da2 = b2; - c2 = d >> 25; - b2 = (d & 33554431) << 7 | b2 >>> 25; - d = b2 + C2 | 0; - c2 = c2 + e | 0; - b2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - c2 = d + 33554432 | 0; - b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - C2 = c2; - f = b2; - y[a2 + 24 >> 2] = d - (c2 & -67108864); - b2 = te(l, s2, W2, w2); - c2 = U; - J2 = h >> 31; - e = te(k, r, h, J2); - b2 = e + b2 | 0; - d = U + c2 | 0; - d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = E(p, 19); - O2 = e >> 31; - n2 = te(e, O2, p, A2); - b2 = n2 + b2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < n2 >>> 0 ? c2 + 1 | 0 : c2; - n2 = te(o2, F2, j, N2); - d = n2 + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < n2 >>> 0 ? b2 + 1 | 0 : b2; - n2 = g << 1; - Y = n2 >> 31; - K2 = te(m2, B2, n2, Y); - d = K2 + d | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 < K2 >>> 0 ? c2 + 1 | 0 : c2; - b2 = d; - d = te(i3, t2, q, u); - b2 = b2 + d | 0; - c2 = U + c2 | 0; - L2 = b2; - K2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - b2 = te(o2, F2, e, O2); - c2 = U; - h = te(l, s2, h, J2); - b2 = h + b2 | 0; - d = U + c2 | 0; - d = b2 >>> 0 < h >>> 0 ? d + 1 | 0 : d; - h = te(g, v2, j, N2); - b2 = h + b2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - h = te(m2, B2, q, u); - d = h + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < h >>> 0 ? b2 + 1 | 0 : b2; - h = te(i3, t2, W2, w2); - d = h + d | 0; - c2 = U + b2 | 0; - Z = d; - J2 = d >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - b2 = E(z2, 38); - d = te(b2, b2 >> 31, z2, R2); - h = U; - b2 = G2; - c2 = b2 >> 31; - G2 = d; - d = te(b2, c2, b2, c2); - b2 = G2 + d | 0; - c2 = U + h | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - e = te(e, O2, n2, Y); - b2 = e + b2 | 0; - d = U + c2 | 0; - d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - e = te(q, u, j, N2); - b2 = e + b2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - e = te(m2, B2, x2, D2); - d = e + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - e = te(k, r, i3, t2); - d = e + d | 0; - c2 = U + b2 | 0; - h = d; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - G2 = c2; - d = d + 33554432 | 0; - c2 = d >>> 0 < 33554432 ? c2 + 1 | 0 : c2; - O2 = d; - ea2 = c2; - b2 = c2 >> 26; - c2 = (c2 & 67108863) << 6 | d >>> 26; - e = c2 + Z | 0; - d = b2 + J2 | 0; - J2 = e; - c2 = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - d = e + 16777216 | 0; - c2 = d >>> 0 < 16777216 ? c2 + 1 | 0 : c2; - Z = d; - e = (c2 & 33554431) << 7 | d >>> 25; - d = e + L2 | 0; - c2 = (c2 >> 25) + K2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - b2 = d + 33554432 | 0; - c2 = b2 >>> 0 < 33554432 ? c2 + 1 | 0 : c2; - K2 = b2; - e = c2; - y[a2 + 8 >> 2] = d - (b2 & -67108864); - b2 = te(x2, D2, z2, R2); - c2 = U; - d = te(g, v2, q, u); - b2 = d + b2 | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - d = te(k, r, p, A2); - b2 = d + b2 | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - d = te(l, s2, I2, X); - b2 = d + b2 | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - d = te(i3, t2, H2, P2); - L2 = d + b2 | 0; - b2 = U + c2 | 0; - d = d >>> 0 > L2 >>> 0 ? b2 + 1 | 0 : b2; - c2 = f >> 26; - f = (f & 67108863) << 6 | C2 >>> 26; - b2 = f + L2 | 0; - d = c2 + d | 0; - C2 = b2; - c2 = b2 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - b2 = b2 + 16777216 | 0; - c2 = b2 >>> 0 < 16777216 ? c2 + 1 | 0 : c2; - L2 = b2; - f = c2; - y[a2 + 28 >> 2] = C2 - (b2 & -33554432); - b2 = te(l, s2, M2, S2); - d = U; - w2 = te(k, r, W2, w2); - c2 = w2 + b2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < w2 >>> 0 ? b2 + 1 | 0 : b2; - j = te(p, A2, j, N2); - c2 = j + c2 | 0; - d = U + b2 | 0; - m2 = te(m2, B2, o2, F2); - b2 = m2 + c2 | 0; - c2 = U + (c2 >>> 0 < j >>> 0 ? d + 1 | 0 : d) | 0; - c2 = b2 >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - d = te(i3, t2, g, v2); - b2 = d + b2 | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - d = e >> 26; - C2 = b2; - b2 = (e & 67108863) << 6 | K2 >>> 26; - e = C2 + b2 | 0; - c2 = c2 + d | 0; - d = e; - b2 = d >>> 0 < b2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = d + 16777216 | 0; - b2 = c2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - m2 = c2; - e = b2; - y[a2 + 12 >> 2] = d - (c2 & -33554432); - b2 = te(p, A2, x2, D2); - c2 = U; - d = te(g, v2, g, v2); - b2 = d + b2 | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - d = te(q, u, o2, F2); - b2 = d + b2 | 0; - c2 = U + c2 | 0; - c2 = b2 >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - g = te(k, r, Q2, T2); - d = g + b2 | 0; - b2 = U + c2 | 0; - b2 = d >>> 0 < g >>> 0 ? b2 + 1 | 0 : b2; - g = te(l, s2, H2, P2); - c2 = g + d | 0; - d = U + b2 | 0; - d = c2 >>> 0 < g >>> 0 ? d + 1 | 0 : d; - b2 = i3; - i3 = _; - o2 = i3 >> 31; - g = te(b2, t2, i3, o2); - b2 = g + c2 | 0; - c2 = U + d | 0; - c2 = b2 >>> 0 < g >>> 0 ? c2 + 1 | 0 : c2; - d = b2; - b2 = f >> 25; - f = (f & 33554431) << 7 | L2 >>> 25; - d = d + f | 0; - c2 = b2 + c2 | 0; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - b2 = d + 33554432 | 0; - c2 = b2 >>> 0 < 33554432 ? c2 + 1 | 0 : c2; - g = b2; - f = c2; - y[a2 + 32 >> 2] = d - (b2 & -67108864); - j = V2 - (da2 & -33554432) | 0; - c2 = e >> 25; - e = (e & 33554431) << 7 | m2 >>> 25; - b2 = ba2 & -67108864; - d = e + ($2 - b2 | 0) | 0; - b2 = c2 + (aa - ((b2 >>> 0 > $2 >>> 0) + ca2 | 0) | 0) | 0; - b2 = d >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - e = d; - d = d + 33554432 | 0; - c2 = d >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - b2 = ((c2 & 67108863) << 6 | d >>> 26) + j | 0; - y[a2 + 20 >> 2] = b2; - y[a2 + 16 >> 2] = e - (d & -67108864); - b2 = te(q, u, p, A2); - d = U; - e = te(z2, R2, n2, Y); - c2 = e + b2 | 0; - b2 = U + d | 0; - b2 = c2 >>> 0 < e >>> 0 ? b2 + 1 | 0 : b2; - e = te(x2, D2, I2, X); - d = e + c2 | 0; - c2 = U + b2 | 0; - c2 = d >>> 0 < e >>> 0 ? c2 + 1 | 0 : c2; - e = te(k, r, H2, P2); - b2 = e + d | 0; - d = U + c2 | 0; - d = b2 >>> 0 < e >>> 0 ? d + 1 | 0 : d; - c2 = b2; - b2 = te(l, s2, i3, o2); - e = c2 + b2 | 0; - c2 = U + d | 0; - b2 = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - c2 = f >> 26; - f = (f & 67108863) << 6 | g >>> 26; - d = f + e | 0; - c2 = b2 + c2 | 0; - b2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - c2 = d + 16777216 | 0; - b2 = c2 >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - y[a2 + 36 >> 2] = d - (c2 & -33554432); - f = J2 - (Z & -33554432) | 0; - d = O2 & -67108864; - e = h - d | 0; - k = G2 - ((d >>> 0 > h >>> 0) + ea2 | 0) | 0; - b2 = te((b2 & 33554431) << 7 | c2 >>> 25, b2 >> 25, 19, 0); - d = b2 + e | 0; - c2 = U + k | 0; - b2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - c2 = d + 33554432 | 0; - b2 = c2 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - b2 = ((b2 & 67108863) << 6 | c2 >>> 26) + f | 0; - y[a2 + 4 >> 2] = b2; - y[a2 >> 2] = d - (c2 & -67108864); - } - function Kb(a2, b2, c2, d, e) { - var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0; - f = T - 288 | 0; - T = f; - i3 = y[e + 44 >> 2] ^ d >>> 29; - j = y[e + 40 >> 2] ^ d << 3; - k = y[e + 36 >> 2] ^ c2 >>> 29; - d = y[e + 32 >> 2] ^ c2 << 3; - g = e - -64 | 0; - while (1) { - c2 = y[e + 124 >> 2]; - y[f + 280 >> 2] = y[e + 120 >> 2]; - y[f + 284 >> 2] = c2; - c2 = y[e + 116 >> 2]; - y[f + 272 >> 2] = y[e + 112 >> 2]; - y[f + 276 >> 2] = c2; - c2 = y[e + 100 >> 2]; - y[f + 240 >> 2] = y[e + 96 >> 2]; - y[f + 244 >> 2] = c2; - c2 = y[e + 108 >> 2]; - y[f + 248 >> 2] = y[e + 104 >> 2]; - y[f + 252 >> 2] = c2; - c2 = y[e + 116 >> 2]; - y[f + 224 >> 2] = y[e + 112 >> 2]; - y[f + 228 >> 2] = c2; - c2 = y[e + 124 >> 2]; - y[f + 232 >> 2] = y[e + 120 >> 2]; - y[f + 236 >> 2] = c2; - h = f + 256 | 0; - fa(h, f + 240 | 0, f + 224 | 0); - c2 = y[f + 268 >> 2]; - y[e + 120 >> 2] = y[f + 264 >> 2]; - y[e + 124 >> 2] = c2; - c2 = y[f + 260 >> 2]; - y[e + 112 >> 2] = y[f + 256 >> 2]; - y[e + 116 >> 2] = c2; - c2 = y[e + 84 >> 2]; - y[f + 208 >> 2] = y[e + 80 >> 2]; - y[f + 212 >> 2] = c2; - c2 = y[e + 92 >> 2]; - y[f + 216 >> 2] = y[e + 88 >> 2]; - y[f + 220 >> 2] = c2; - c2 = y[e + 100 >> 2]; - y[f + 192 >> 2] = y[e + 96 >> 2]; - y[f + 196 >> 2] = c2; - c2 = y[e + 108 >> 2]; - y[f + 200 >> 2] = y[e + 104 >> 2]; - y[f + 204 >> 2] = c2; - fa(h, f + 208 | 0, f + 192 | 0); - c2 = y[f + 268 >> 2]; - y[e + 104 >> 2] = y[f + 264 >> 2]; - y[e + 108 >> 2] = c2; - c2 = y[f + 260 >> 2]; - y[e + 96 >> 2] = y[f + 256 >> 2]; - y[e + 100 >> 2] = c2; - c2 = y[g + 4 >> 2]; - y[f + 176 >> 2] = y[g >> 2]; - y[f + 180 >> 2] = c2; - c2 = y[g + 12 >> 2]; - y[f + 184 >> 2] = y[g + 8 >> 2]; - y[f + 188 >> 2] = c2; - c2 = y[e + 84 >> 2]; - y[f + 160 >> 2] = y[e + 80 >> 2]; - y[f + 164 >> 2] = c2; - c2 = y[e + 92 >> 2]; - y[f + 168 >> 2] = y[e + 88 >> 2]; - y[f + 172 >> 2] = c2; - fa(h, f + 176 | 0, f + 160 | 0); - c2 = y[f + 268 >> 2]; - y[e + 88 >> 2] = y[f + 264 >> 2]; - y[e + 92 >> 2] = c2; - c2 = y[f + 260 >> 2]; - y[e + 80 >> 2] = y[f + 256 >> 2]; - y[e + 84 >> 2] = c2; - c2 = y[e + 52 >> 2]; - y[f + 144 >> 2] = y[e + 48 >> 2]; - y[f + 148 >> 2] = c2; - c2 = y[e + 60 >> 2]; - y[f + 152 >> 2] = y[e + 56 >> 2]; - y[f + 156 >> 2] = c2; - c2 = y[g + 4 >> 2]; - y[f + 128 >> 2] = y[g >> 2]; - y[f + 132 >> 2] = c2; - c2 = y[g + 12 >> 2]; - y[f + 136 >> 2] = y[g + 8 >> 2]; - y[f + 140 >> 2] = c2; - fa(h, f + 144 | 0, f + 128 | 0); - c2 = y[f + 268 >> 2]; - y[g + 8 >> 2] = y[f + 264 >> 2]; - y[g + 12 >> 2] = c2; - c2 = y[f + 260 >> 2]; - y[g >> 2] = y[f + 256 >> 2]; - y[g + 4 >> 2] = c2; - c2 = y[e + 36 >> 2]; - y[f + 112 >> 2] = y[e + 32 >> 2]; - y[f + 116 >> 2] = c2; - c2 = y[e + 44 >> 2]; - y[f + 120 >> 2] = y[e + 40 >> 2]; - y[f + 124 >> 2] = c2; - c2 = y[e + 52 >> 2]; - y[f + 96 >> 2] = y[e + 48 >> 2]; - y[f + 100 >> 2] = c2; - c2 = y[e + 60 >> 2]; - y[f + 104 >> 2] = y[e + 56 >> 2]; - y[f + 108 >> 2] = c2; - fa(h, f + 112 | 0, f + 96 | 0); - c2 = y[f + 268 >> 2]; - y[e + 56 >> 2] = y[f + 264 >> 2]; - y[e + 60 >> 2] = c2; - c2 = y[f + 260 >> 2]; - y[e + 48 >> 2] = y[f + 256 >> 2]; - y[e + 52 >> 2] = c2; - c2 = y[e + 20 >> 2]; - y[f + 80 >> 2] = y[e + 16 >> 2]; - y[f + 84 >> 2] = c2; - c2 = y[e + 28 >> 2]; - y[f + 88 >> 2] = y[e + 24 >> 2]; - y[f + 92 >> 2] = c2; - c2 = y[e + 36 >> 2]; - y[f + 64 >> 2] = y[e + 32 >> 2]; - y[f + 68 >> 2] = c2; - c2 = y[e + 44 >> 2]; - y[f + 72 >> 2] = y[e + 40 >> 2]; - y[f + 76 >> 2] = c2; - fa(h, f + 80 | 0, f - -64 | 0); - c2 = y[f + 268 >> 2]; - y[e + 40 >> 2] = y[f + 264 >> 2]; - y[e + 44 >> 2] = c2; - c2 = y[f + 260 >> 2]; - y[e + 32 >> 2] = y[f + 256 >> 2]; - y[e + 36 >> 2] = c2; - c2 = y[e + 4 >> 2]; - y[f + 48 >> 2] = y[e >> 2]; - y[f + 52 >> 2] = c2; - c2 = y[e + 12 >> 2]; - y[f + 56 >> 2] = y[e + 8 >> 2]; - y[f + 60 >> 2] = c2; - c2 = y[e + 20 >> 2]; - y[f + 32 >> 2] = y[e + 16 >> 2]; - y[f + 36 >> 2] = c2; - c2 = y[e + 28 >> 2]; - y[f + 40 >> 2] = y[e + 24 >> 2]; - y[f + 44 >> 2] = c2; - fa(h, f + 48 | 0, f + 32 | 0); - c2 = y[f + 268 >> 2]; - y[e + 24 >> 2] = y[f + 264 >> 2]; - y[e + 28 >> 2] = c2; - c2 = y[f + 260 >> 2]; - y[e + 16 >> 2] = y[f + 256 >> 2]; - y[e + 20 >> 2] = c2; - c2 = y[f + 276 >> 2]; - y[f + 16 >> 2] = y[f + 272 >> 2]; - y[f + 20 >> 2] = c2; - c2 = y[f + 284 >> 2]; - y[f + 24 >> 2] = y[f + 280 >> 2]; - y[f + 28 >> 2] = c2; - c2 = y[e + 4 >> 2]; - y[f >> 2] = y[e >> 2]; - y[f + 4 >> 2] = c2; - c2 = y[e + 12 >> 2]; - y[f + 8 >> 2] = y[e + 8 >> 2]; - y[f + 12 >> 2] = c2; - fa(h, f + 16 | 0, f); - c2 = y[f + 268 >> 2]; - y[e + 8 >> 2] = y[f + 264 >> 2]; - y[e + 12 >> 2] = c2; - c2 = y[f + 260 >> 2]; - y[e >> 2] = y[f + 256 >> 2]; - y[e + 4 >> 2] = c2; - n2 = i3 ^ y[e + 12 >> 2]; - y[e + 12 >> 2] = n2; - p = j ^ y[e + 8 >> 2]; - y[e + 8 >> 2] = p; - q = k ^ y[e + 4 >> 2]; - y[e + 4 >> 2] = q; - r = d ^ y[e >> 2]; - y[e >> 2] = r; - u = d ^ y[g >> 2]; - y[g >> 2] = u; - v2 = k ^ y[e + 68 >> 2]; - y[e + 68 >> 2] = v2; - x2 = j ^ y[e + 72 >> 2]; - y[e + 72 >> 2] = x2; - z2 = i3 ^ y[e + 76 >> 2]; - y[e + 76 >> 2] = z2; - l = l + 1 | 0; - if ((l | 0) != 7) { - continue; - } - break; - } - a: { - b: { - c: { - c2 = b2 - 16 | 0; - if (c2) { - if ((c2 | 0) == 16) { - break c; - } - break b; - } - A2 = y[e + 16 >> 2]; - B2 = y[e + 48 >> 2]; - C2 = y[e + 32 >> 2]; - s2 = y[e + 96 >> 2]; - t2 = y[e + 80 >> 2]; - m2 = y[e + 20 >> 2]; - g = y[e + 52 >> 2]; - h = y[e + 36 >> 2]; - i3 = y[e + 100 >> 2]; - j = y[e + 84 >> 2]; - k = y[e + 24 >> 2]; - l = y[e + 56 >> 2]; - d = y[e + 40 >> 2]; - c2 = y[e + 104 >> 2]; - b2 = y[e + 88 >> 2]; - e = n2 ^ (y[e + 28 >> 2] ^ (y[e + 60 >> 2] ^ (y[e + 44 >> 2] ^ (y[e + 92 >> 2] ^ y[e + 108 >> 2]))) ^ z2); - w[a2 + 12 | 0] = e; - w[a2 + 13 | 0] = e >>> 8; - w[a2 + 14 | 0] = e >>> 16; - w[a2 + 15 | 0] = e >>> 24; - b2 = p ^ (b2 ^ c2 ^ d ^ l ^ k ^ x2); - w[a2 + 8 | 0] = b2; - w[a2 + 9 | 0] = b2 >>> 8; - w[a2 + 10 | 0] = b2 >>> 16; - w[a2 + 11 | 0] = b2 >>> 24; - b2 = q ^ (v2 ^ (m2 ^ (g ^ (i3 ^ j ^ h)))); - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - b2 = r ^ (u ^ (A2 ^ (B2 ^ (C2 ^ (s2 ^ t2))))); - w[a2 | 0] = b2; - w[a2 + 1 | 0] = b2 >>> 8; - w[a2 + 2 | 0] = b2 >>> 16; - w[a2 + 3 | 0] = b2 >>> 24; - break a; - } - g = y[e + 16 >> 2]; - h = y[e + 48 >> 2]; - i3 = y[e + 32 >> 2]; - j = y[e + 20 >> 2]; - k = y[e + 52 >> 2]; - l = y[e + 36 >> 2]; - d = y[e + 24 >> 2]; - c2 = y[e + 56 >> 2]; - b2 = y[e + 40 >> 2]; - m2 = n2 ^ (y[e + 28 >> 2] ^ (y[e + 60 >> 2] ^ y[e + 44 >> 2])); - w[a2 + 12 | 0] = m2; - w[a2 + 13 | 0] = m2 >>> 8; - w[a2 + 14 | 0] = m2 >>> 16; - w[a2 + 15 | 0] = m2 >>> 24; - b2 = p ^ (d ^ (b2 ^ c2)); - w[a2 + 8 | 0] = b2; - w[a2 + 9 | 0] = b2 >>> 8; - w[a2 + 10 | 0] = b2 >>> 16; - w[a2 + 11 | 0] = b2 >>> 24; - b2 = q ^ (j ^ (k ^ l)); - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - b2 = r ^ (g ^ (h ^ i3)); - w[a2 | 0] = b2; - w[a2 + 1 | 0] = b2 >>> 8; - w[a2 + 2 | 0] = b2 >>> 16; - w[a2 + 3 | 0] = b2 >>> 24; - s2 = y[e + 80 >> 2]; - t2 = y[e - -64 >> 2]; - m2 = y[e + 112 >> 2]; - g = y[e + 96 >> 2]; - h = y[e + 84 >> 2]; - i3 = y[e + 68 >> 2]; - j = y[e + 116 >> 2]; - k = y[e + 100 >> 2]; - l = y[e + 88 >> 2]; - d = y[e + 72 >> 2]; - c2 = y[e + 120 >> 2]; - b2 = y[e + 104 >> 2]; - e = y[e + 92 >> 2] ^ (y[e + 76 >> 2] ^ (y[e + 124 >> 2] ^ y[e + 108 >> 2])); - w[a2 + 28 | 0] = e; - w[a2 + 29 | 0] = e >>> 8; - w[a2 + 30 | 0] = e >>> 16; - w[a2 + 31 | 0] = e >>> 24; - b2 = l ^ (d ^ (b2 ^ c2)); - w[a2 + 24 | 0] = b2; - w[a2 + 25 | 0] = b2 >>> 8; - w[a2 + 26 | 0] = b2 >>> 16; - w[a2 + 27 | 0] = b2 >>> 24; - b2 = h ^ (i3 ^ (j ^ k)); - w[a2 + 20 | 0] = b2; - w[a2 + 21 | 0] = b2 >>> 8; - w[a2 + 22 | 0] = b2 >>> 16; - w[a2 + 23 | 0] = b2 >>> 24; - b2 = s2 ^ (t2 ^ (g ^ m2)); - w[a2 + 16 | 0] = b2; - w[a2 + 17 | 0] = b2 >>> 8; - w[a2 + 18 | 0] = b2 >>> 16; - w[a2 + 19 | 0] = b2 >>> 24; - break a; - } - if (!b2) { - break a; - } - o(a2, 0, b2); - } - T = f + 288 | 0; - } - function xc(a2, b2, c2, d, e, f, g, h, i3) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - var j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, U2 = 0, V2 = 0; - k = T; - z2 = k; - k = k - 224 & -32; - T = k; - Nb(i3, h, k + 96 | 0); - h = 0; - if (g >>> 0 > 63) { - i3 = 64; - while (1) { - Mb(f + h | 0, k + 96 | 0); - h = i3; - i3 = h - -64 | 0; - if (i3 >>> 0 <= g >>> 0) { - continue; - } - break; - } - } - i3 = h | 32; - if (i3 >>> 0 <= g >>> 0) { - while (1) { - Ta(f + h | 0, k + 96 | 0); - h = i3; - i3 = h + 32 | 0; - if (i3 >>> 0 <= g >>> 0) { - continue; - } - break; - } - } - i3 = g & 31; - if (i3) { - l = 32 - i3 | 0; - if (l) { - o(i3 | k - -64, 0, l); - } - if (i3) { - t(k - -64 | 0, f + h | 0, i3); - } - Ta(k - -64 | 0, k + 96 | 0); - } - a: { - if (!a2) { - f = 32; - h = 0; - if (c2 >>> 0 < 32) { - break a; - } - while (1) { - Jb(k + 32 | 0, b2 + h | 0, k + 96 | 0); - h = f; - f = f + 32 | 0; - if (f >>> 0 <= c2 >>> 0) { - continue; - } - break; - } - break a; - } - f = 32; - h = 0; - if (c2 >>> 0 < 32) { - break a; - } - while (1) { - Jb(a2 + h | 0, b2 + h | 0, k + 96 | 0); - h = f; - f = f + 32 | 0; - if (f >>> 0 <= c2 >>> 0) { - continue; - } - break; - } - } - i3 = c2 & 31; - if (i3) { - u = a2 ? a2 + h | 0 : k + 32 | 0; - m2 = b2 + h | 0; - f = k + 96 | 0; - b2 = T - 320 | 0; - T = b2; - h = i3 + (b2 + 256 | 0) | 0; - l = 32 - i3 | 0; - j = !l; - if (!j) { - o(h, 0, l); - } - v2 = !i3; - if (!v2) { - t(b2 + 256 | 0, m2, i3); - } - A2 = y[f + 16 >> 2]; - B2 = y[f + 48 >> 2]; - C2 = y[f + 20 >> 2]; - D2 = y[f + 52 >> 2]; - E2 = y[f + 24 >> 2]; - F2 = y[f + 56 >> 2]; - G2 = y[f + 28 >> 2]; - H2 = y[f + 60 >> 2]; - m2 = y[f + 32 >> 2]; - I2 = y[f + 80 >> 2]; - J2 = y[f + 112 >> 2]; - n2 = y[f + 96 >> 2]; - p = y[f + 36 >> 2]; - K2 = y[f + 84 >> 2]; - L2 = y[f + 116 >> 2]; - q = y[f + 100 >> 2]; - r = y[f + 40 >> 2]; - M2 = y[f + 88 >> 2]; - N2 = y[f + 120 >> 2]; - s2 = y[f + 104 >> 2]; - O2 = y[b2 + 256 >> 2]; - P2 = y[b2 + 260 >> 2]; - Q2 = y[b2 + 264 >> 2]; - R2 = y[b2 + 268 >> 2]; - S2 = y[b2 + 272 >> 2]; - U2 = y[b2 + 276 >> 2]; - V2 = y[b2 + 280 >> 2]; - w2 = y[f + 44 >> 2]; - x2 = y[f + 108 >> 2]; - y[b2 + 284 >> 2] = w2 ^ (x2 & y[f + 124 >> 2] ^ (y[f + 92 >> 2] ^ y[b2 + 284 >> 2])); - y[b2 + 280 >> 2] = s2 & N2 ^ (M2 ^ V2) ^ r; - y[b2 + 276 >> 2] = q & L2 ^ (K2 ^ U2) ^ p; - y[b2 + 272 >> 2] = n2 & J2 ^ (I2 ^ S2) ^ m2; - y[b2 + 268 >> 2] = x2 ^ (H2 & w2 ^ (G2 ^ R2)); - y[b2 + 264 >> 2] = r & F2 ^ (E2 ^ Q2) ^ s2; - y[b2 + 260 >> 2] = p & D2 ^ (C2 ^ P2) ^ q; - y[b2 + 256 >> 2] = m2 & B2 ^ (A2 ^ O2) ^ n2; - if (!j) { - o(h, 0, l); - } - if (!v2) { - t(u, b2 + 256 | 0, i3); - } - l = y[b2 + 284 >> 2]; - m2 = y[b2 + 280 >> 2]; - n2 = y[b2 + 276 >> 2]; - p = y[b2 + 272 >> 2]; - q = y[b2 + 256 >> 2]; - r = y[b2 + 260 >> 2]; - s2 = y[b2 + 264 >> 2]; - u = y[b2 + 268 >> 2]; - h = y[f + 124 >> 2]; - y[b2 + 312 >> 2] = y[f + 120 >> 2]; - y[b2 + 316 >> 2] = h; - h = y[f + 116 >> 2]; - y[b2 + 304 >> 2] = y[f + 112 >> 2]; - y[b2 + 308 >> 2] = h; - h = y[f + 100 >> 2]; - y[b2 + 240 >> 2] = y[f + 96 >> 2]; - y[b2 + 244 >> 2] = h; - h = y[f + 108 >> 2]; - y[b2 + 248 >> 2] = y[f + 104 >> 2]; - y[b2 + 252 >> 2] = h; - h = y[f + 116 >> 2]; - y[b2 + 224 >> 2] = y[f + 112 >> 2]; - y[b2 + 228 >> 2] = h; - h = y[f + 124 >> 2]; - y[b2 + 232 >> 2] = y[f + 120 >> 2]; - y[b2 + 236 >> 2] = h; - h = b2 + 288 | 0; - fa(h, b2 + 240 | 0, b2 + 224 | 0); - i3 = y[b2 + 300 >> 2]; - y[f + 120 >> 2] = y[b2 + 296 >> 2]; - y[f + 124 >> 2] = i3; - i3 = y[b2 + 292 >> 2]; - y[f + 112 >> 2] = y[b2 + 288 >> 2]; - y[f + 116 >> 2] = i3; - i3 = y[f + 84 >> 2]; - y[b2 + 208 >> 2] = y[f + 80 >> 2]; - y[b2 + 212 >> 2] = i3; - i3 = y[f + 92 >> 2]; - y[b2 + 216 >> 2] = y[f + 88 >> 2]; - y[b2 + 220 >> 2] = i3; - i3 = y[f + 100 >> 2]; - y[b2 + 192 >> 2] = y[f + 96 >> 2]; - y[b2 + 196 >> 2] = i3; - i3 = y[f + 108 >> 2]; - y[b2 + 200 >> 2] = y[f + 104 >> 2]; - y[b2 + 204 >> 2] = i3; - fa(h, b2 + 208 | 0, b2 + 192 | 0); - i3 = y[b2 + 300 >> 2]; - y[f + 104 >> 2] = y[b2 + 296 >> 2]; - y[f + 108 >> 2] = i3; - i3 = y[b2 + 292 >> 2]; - y[f + 96 >> 2] = y[b2 + 288 >> 2]; - y[f + 100 >> 2] = i3; - i3 = f - -64 | 0; - j = y[i3 + 4 >> 2]; - y[b2 + 176 >> 2] = y[i3 >> 2]; - y[b2 + 180 >> 2] = j; - j = y[f + 76 >> 2]; - y[b2 + 184 >> 2] = y[f + 72 >> 2]; - y[b2 + 188 >> 2] = j; - j = y[f + 84 >> 2]; - y[b2 + 160 >> 2] = y[f + 80 >> 2]; - y[b2 + 164 >> 2] = j; - j = y[f + 92 >> 2]; - y[b2 + 168 >> 2] = y[f + 88 >> 2]; - y[b2 + 172 >> 2] = j; - fa(h, b2 + 176 | 0, b2 + 160 | 0); - j = y[b2 + 300 >> 2]; - y[f + 88 >> 2] = y[b2 + 296 >> 2]; - y[f + 92 >> 2] = j; - j = y[b2 + 292 >> 2]; - y[f + 80 >> 2] = y[b2 + 288 >> 2]; - y[f + 84 >> 2] = j; - j = y[f + 52 >> 2]; - y[b2 + 144 >> 2] = y[f + 48 >> 2]; - y[b2 + 148 >> 2] = j; - j = y[f + 60 >> 2]; - y[b2 + 152 >> 2] = y[f + 56 >> 2]; - y[b2 + 156 >> 2] = j; - j = y[i3 + 4 >> 2]; - y[b2 + 128 >> 2] = y[i3 >> 2]; - y[b2 + 132 >> 2] = j; - j = y[f + 76 >> 2]; - y[b2 + 136 >> 2] = y[f + 72 >> 2]; - y[b2 + 140 >> 2] = j; - fa(h, b2 + 144 | 0, b2 + 128 | 0); - j = y[b2 + 300 >> 2]; - y[f + 72 >> 2] = y[b2 + 296 >> 2]; - y[f + 76 >> 2] = j; - j = y[b2 + 292 >> 2]; - y[i3 >> 2] = y[b2 + 288 >> 2]; - y[i3 + 4 >> 2] = j; - j = y[f + 36 >> 2]; - y[b2 + 112 >> 2] = y[f + 32 >> 2]; - y[b2 + 116 >> 2] = j; - j = y[f + 44 >> 2]; - y[b2 + 120 >> 2] = y[f + 40 >> 2]; - y[b2 + 124 >> 2] = j; - j = y[f + 52 >> 2]; - y[b2 + 96 >> 2] = y[f + 48 >> 2]; - y[b2 + 100 >> 2] = j; - j = y[f + 60 >> 2]; - y[b2 + 104 >> 2] = y[f + 56 >> 2]; - y[b2 + 108 >> 2] = j; - fa(h, b2 + 112 | 0, b2 + 96 | 0); - j = y[b2 + 300 >> 2]; - y[f + 56 >> 2] = y[b2 + 296 >> 2]; - y[f + 60 >> 2] = j; - j = y[b2 + 292 >> 2]; - y[f + 48 >> 2] = y[b2 + 288 >> 2]; - y[f + 52 >> 2] = j; - j = y[f + 20 >> 2]; - y[b2 + 80 >> 2] = y[f + 16 >> 2]; - y[b2 + 84 >> 2] = j; - j = y[f + 28 >> 2]; - y[b2 + 88 >> 2] = y[f + 24 >> 2]; - y[b2 + 92 >> 2] = j; - j = y[f + 36 >> 2]; - y[b2 + 64 >> 2] = y[f + 32 >> 2]; - y[b2 + 68 >> 2] = j; - j = y[f + 44 >> 2]; - y[b2 + 72 >> 2] = y[f + 40 >> 2]; - y[b2 + 76 >> 2] = j; - fa(h, b2 + 80 | 0, b2 - -64 | 0); - j = y[b2 + 300 >> 2]; - y[f + 40 >> 2] = y[b2 + 296 >> 2]; - y[f + 44 >> 2] = j; - j = y[b2 + 292 >> 2]; - y[f + 32 >> 2] = y[b2 + 288 >> 2]; - y[f + 36 >> 2] = j; - j = y[f + 4 >> 2]; - y[b2 + 48 >> 2] = y[f >> 2]; - y[b2 + 52 >> 2] = j; - j = y[f + 12 >> 2]; - y[b2 + 56 >> 2] = y[f + 8 >> 2]; - y[b2 + 60 >> 2] = j; - j = y[f + 20 >> 2]; - y[b2 + 32 >> 2] = y[f + 16 >> 2]; - y[b2 + 36 >> 2] = j; - j = y[f + 28 >> 2]; - y[b2 + 40 >> 2] = y[f + 24 >> 2]; - y[b2 + 44 >> 2] = j; - fa(h, b2 + 48 | 0, b2 + 32 | 0); - j = y[b2 + 300 >> 2]; - y[f + 24 >> 2] = y[b2 + 296 >> 2]; - y[f + 28 >> 2] = j; - j = y[b2 + 292 >> 2]; - y[f + 16 >> 2] = y[b2 + 288 >> 2]; - y[f + 20 >> 2] = j; - j = y[b2 + 308 >> 2]; - y[b2 + 16 >> 2] = y[b2 + 304 >> 2]; - y[b2 + 20 >> 2] = j; - j = y[b2 + 316 >> 2]; - y[b2 + 24 >> 2] = y[b2 + 312 >> 2]; - y[b2 + 28 >> 2] = j; - j = y[f + 4 >> 2]; - y[b2 >> 2] = y[f >> 2]; - y[b2 + 4 >> 2] = j; - j = y[f + 12 >> 2]; - y[b2 + 8 >> 2] = y[f + 8 >> 2]; - y[b2 + 12 >> 2] = j; - fa(h, b2 + 16 | 0, b2); - h = y[b2 + 300 >> 2]; - y[f + 8 >> 2] = y[b2 + 296 >> 2]; - y[f + 12 >> 2] = h; - h = y[b2 + 292 >> 2]; - y[f >> 2] = y[b2 + 288 >> 2]; - y[f + 4 >> 2] = h; - y[f + 12 >> 2] = u ^ y[f + 12 >> 2]; - y[f + 8 >> 2] = s2 ^ y[f + 8 >> 2]; - y[f + 4 >> 2] = r ^ y[f + 4 >> 2]; - y[f >> 2] = q ^ y[f >> 2]; - y[i3 >> 2] = p ^ y[i3 >> 2]; - y[f + 68 >> 2] = n2 ^ y[f + 68 >> 2]; - y[f + 72 >> 2] = m2 ^ y[f + 72 >> 2]; - y[f + 76 >> 2] = l ^ y[f + 76 >> 2]; - T = b2 + 320 | 0; - } - Kb(k, e, g, c2, k + 96 | 0); - h = -1; - b: { - c: { - b2 = e - 16 | 0; - if (b2) { - if ((b2 | 0) == 16) { - break c; - } - break b; - } - h = Ha(k, d); - break b; - } - h = _a(k, d); - } - if (!(!c2 | (!a2 | !h))) { - o(a2, 0, c2); - } - T = z2; - return h | 0; - } - function Eb(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0; - c2 = T - 416 | 0; - T = c2; - g = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); - h = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); - i3 = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); - j = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); - f = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); - k = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); - l = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); - m2 = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); - a2 = y[b2 + 92 >> 2]; - y[c2 + 408 >> 2] = y[b2 + 88 >> 2]; - y[c2 + 412 >> 2] = a2; - a2 = y[b2 + 84 >> 2]; - y[c2 + 400 >> 2] = y[b2 + 80 >> 2]; - y[c2 + 404 >> 2] = a2; - e = b2 - -64 | 0; - a2 = e; - d = y[a2 + 4 >> 2]; - y[c2 + 368 >> 2] = y[a2 >> 2]; - y[c2 + 372 >> 2] = d; - a2 = y[b2 + 76 >> 2]; - y[c2 + 376 >> 2] = y[b2 + 72 >> 2]; - y[c2 + 380 >> 2] = a2; - a2 = y[b2 + 84 >> 2]; - y[c2 + 352 >> 2] = y[b2 + 80 >> 2]; - y[c2 + 356 >> 2] = a2; - a2 = y[b2 + 92 >> 2]; - y[c2 + 360 >> 2] = y[b2 + 88 >> 2]; - y[c2 + 364 >> 2] = a2; - a2 = c2 + 384 | 0; - fa(a2, c2 + 368 | 0, c2 + 352 | 0); - d = y[c2 + 396 >> 2]; - y[b2 + 88 >> 2] = y[c2 + 392 >> 2]; - y[b2 + 92 >> 2] = d; - d = y[c2 + 388 >> 2]; - y[b2 + 80 >> 2] = y[c2 + 384 >> 2]; - y[b2 + 84 >> 2] = d; - d = y[b2 + 52 >> 2]; - y[c2 + 336 >> 2] = y[b2 + 48 >> 2]; - y[c2 + 340 >> 2] = d; - d = y[b2 + 60 >> 2]; - y[c2 + 344 >> 2] = y[b2 + 56 >> 2]; - y[c2 + 348 >> 2] = d; - d = y[e + 4 >> 2]; - y[c2 + 320 >> 2] = y[e >> 2]; - y[c2 + 324 >> 2] = d; - d = y[b2 + 76 >> 2]; - y[c2 + 328 >> 2] = y[b2 + 72 >> 2]; - y[c2 + 332 >> 2] = d; - fa(a2, c2 + 336 | 0, c2 + 320 | 0); - d = y[c2 + 396 >> 2]; - y[b2 + 72 >> 2] = y[c2 + 392 >> 2]; - y[b2 + 76 >> 2] = d; - d = y[c2 + 388 >> 2]; - y[e >> 2] = y[c2 + 384 >> 2]; - y[e + 4 >> 2] = d; - d = y[b2 + 36 >> 2]; - y[c2 + 304 >> 2] = y[b2 + 32 >> 2]; - y[c2 + 308 >> 2] = d; - d = y[b2 + 44 >> 2]; - y[c2 + 312 >> 2] = y[b2 + 40 >> 2]; - y[c2 + 316 >> 2] = d; - d = y[b2 + 52 >> 2]; - y[c2 + 288 >> 2] = y[b2 + 48 >> 2]; - y[c2 + 292 >> 2] = d; - d = y[b2 + 60 >> 2]; - y[c2 + 296 >> 2] = y[b2 + 56 >> 2]; - y[c2 + 300 >> 2] = d; - fa(a2, c2 + 304 | 0, c2 + 288 | 0); - d = y[c2 + 396 >> 2]; - y[b2 + 56 >> 2] = y[c2 + 392 >> 2]; - y[b2 + 60 >> 2] = d; - d = y[c2 + 388 >> 2]; - y[b2 + 48 >> 2] = y[c2 + 384 >> 2]; - y[b2 + 52 >> 2] = d; - d = y[b2 + 20 >> 2]; - y[c2 + 272 >> 2] = y[b2 + 16 >> 2]; - y[c2 + 276 >> 2] = d; - d = y[b2 + 28 >> 2]; - y[c2 + 280 >> 2] = y[b2 + 24 >> 2]; - y[c2 + 284 >> 2] = d; - d = y[b2 + 36 >> 2]; - y[c2 + 256 >> 2] = y[b2 + 32 >> 2]; - y[c2 + 260 >> 2] = d; - d = y[b2 + 44 >> 2]; - y[c2 + 264 >> 2] = y[b2 + 40 >> 2]; - y[c2 + 268 >> 2] = d; - fa(a2, c2 + 272 | 0, c2 + 256 | 0); - d = y[c2 + 396 >> 2]; - y[b2 + 40 >> 2] = y[c2 + 392 >> 2]; - y[b2 + 44 >> 2] = d; - d = y[c2 + 388 >> 2]; - y[b2 + 32 >> 2] = y[c2 + 384 >> 2]; - y[b2 + 36 >> 2] = d; - d = y[b2 + 4 >> 2]; - y[c2 + 240 >> 2] = y[b2 >> 2]; - y[c2 + 244 >> 2] = d; - d = y[b2 + 12 >> 2]; - y[c2 + 248 >> 2] = y[b2 + 8 >> 2]; - y[c2 + 252 >> 2] = d; - d = y[b2 + 20 >> 2]; - y[c2 + 224 >> 2] = y[b2 + 16 >> 2]; - y[c2 + 228 >> 2] = d; - d = y[b2 + 28 >> 2]; - y[c2 + 232 >> 2] = y[b2 + 24 >> 2]; - y[c2 + 236 >> 2] = d; - fa(a2, c2 + 240 | 0, c2 + 224 | 0); - d = y[c2 + 396 >> 2]; - y[b2 + 24 >> 2] = y[c2 + 392 >> 2]; - y[b2 + 28 >> 2] = d; - d = y[c2 + 388 >> 2]; - y[b2 + 16 >> 2] = y[c2 + 384 >> 2]; - y[b2 + 20 >> 2] = d; - d = y[c2 + 404 >> 2]; - y[c2 + 208 >> 2] = y[c2 + 400 >> 2]; - y[c2 + 212 >> 2] = d; - d = y[c2 + 412 >> 2]; - y[c2 + 216 >> 2] = y[c2 + 408 >> 2]; - y[c2 + 220 >> 2] = d; - d = y[b2 + 4 >> 2]; - y[c2 + 192 >> 2] = y[b2 >> 2]; - y[c2 + 196 >> 2] = d; - d = y[b2 + 12 >> 2]; - y[c2 + 200 >> 2] = y[b2 + 8 >> 2]; - y[c2 + 204 >> 2] = d; - fa(a2, c2 + 208 | 0, c2 + 192 | 0); - d = y[c2 + 384 >> 2]; - n2 = y[c2 + 388 >> 2]; - o2 = y[c2 + 392 >> 2]; - y[b2 + 12 >> 2] = y[c2 + 396 >> 2] ^ l; - y[b2 + 8 >> 2] = k ^ o2; - y[b2 + 4 >> 2] = f ^ n2; - y[b2 >> 2] = d ^ m2; - f = y[b2 + 92 >> 2]; - y[c2 + 408 >> 2] = y[b2 + 88 >> 2]; - y[c2 + 412 >> 2] = f; - f = y[b2 + 84 >> 2]; - y[c2 + 400 >> 2] = y[b2 + 80 >> 2]; - y[c2 + 404 >> 2] = f; - f = y[e + 4 >> 2]; - y[c2 + 176 >> 2] = y[e >> 2]; - y[c2 + 180 >> 2] = f; - f = y[b2 + 76 >> 2]; - y[c2 + 184 >> 2] = y[b2 + 72 >> 2]; - y[c2 + 188 >> 2] = f; - f = y[b2 + 84 >> 2]; - y[c2 + 160 >> 2] = y[b2 + 80 >> 2]; - y[c2 + 164 >> 2] = f; - f = y[b2 + 92 >> 2]; - y[c2 + 168 >> 2] = y[b2 + 88 >> 2]; - y[c2 + 172 >> 2] = f; - fa(a2, c2 + 176 | 0, c2 + 160 | 0); - f = y[c2 + 396 >> 2]; - y[b2 + 88 >> 2] = y[c2 + 392 >> 2]; - y[b2 + 92 >> 2] = f; - f = y[c2 + 388 >> 2]; - y[b2 + 80 >> 2] = y[c2 + 384 >> 2]; - y[b2 + 84 >> 2] = f; - f = y[b2 + 52 >> 2]; - y[c2 + 144 >> 2] = y[b2 + 48 >> 2]; - y[c2 + 148 >> 2] = f; - f = y[b2 + 60 >> 2]; - y[c2 + 152 >> 2] = y[b2 + 56 >> 2]; - y[c2 + 156 >> 2] = f; - f = y[e + 4 >> 2]; - y[c2 + 128 >> 2] = y[e >> 2]; - y[c2 + 132 >> 2] = f; - f = y[b2 + 76 >> 2]; - y[c2 + 136 >> 2] = y[b2 + 72 >> 2]; - y[c2 + 140 >> 2] = f; - fa(a2, c2 + 144 | 0, c2 + 128 | 0); - f = y[c2 + 396 >> 2]; - y[b2 + 72 >> 2] = y[c2 + 392 >> 2]; - y[b2 + 76 >> 2] = f; - f = y[c2 + 388 >> 2]; - y[e >> 2] = y[c2 + 384 >> 2]; - y[e + 4 >> 2] = f; - e = y[b2 + 36 >> 2]; - y[c2 + 112 >> 2] = y[b2 + 32 >> 2]; - y[c2 + 116 >> 2] = e; - e = y[b2 + 44 >> 2]; - y[c2 + 120 >> 2] = y[b2 + 40 >> 2]; - y[c2 + 124 >> 2] = e; - e = y[b2 + 52 >> 2]; - y[c2 + 96 >> 2] = y[b2 + 48 >> 2]; - y[c2 + 100 >> 2] = e; - e = y[b2 + 60 >> 2]; - y[c2 + 104 >> 2] = y[b2 + 56 >> 2]; - y[c2 + 108 >> 2] = e; - fa(a2, c2 + 112 | 0, c2 + 96 | 0); - e = y[c2 + 396 >> 2]; - y[b2 + 56 >> 2] = y[c2 + 392 >> 2]; - y[b2 + 60 >> 2] = e; - e = y[c2 + 388 >> 2]; - y[b2 + 48 >> 2] = y[c2 + 384 >> 2]; - y[b2 + 52 >> 2] = e; - e = y[b2 + 20 >> 2]; - y[c2 + 80 >> 2] = y[b2 + 16 >> 2]; - y[c2 + 84 >> 2] = e; - e = y[b2 + 28 >> 2]; - y[c2 + 88 >> 2] = y[b2 + 24 >> 2]; - y[c2 + 92 >> 2] = e; - e = y[b2 + 36 >> 2]; - y[c2 + 64 >> 2] = y[b2 + 32 >> 2]; - y[c2 + 68 >> 2] = e; - e = y[b2 + 44 >> 2]; - y[c2 + 72 >> 2] = y[b2 + 40 >> 2]; - y[c2 + 76 >> 2] = e; - fa(a2, c2 + 80 | 0, c2 - -64 | 0); - e = y[c2 + 396 >> 2]; - y[b2 + 40 >> 2] = y[c2 + 392 >> 2]; - y[b2 + 44 >> 2] = e; - e = y[c2 + 388 >> 2]; - y[b2 + 32 >> 2] = y[c2 + 384 >> 2]; - y[b2 + 36 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[c2 + 48 >> 2] = y[b2 >> 2]; - y[c2 + 52 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[c2 + 56 >> 2] = y[b2 + 8 >> 2]; - y[c2 + 60 >> 2] = e; - e = y[b2 + 20 >> 2]; - y[c2 + 32 >> 2] = y[b2 + 16 >> 2]; - y[c2 + 36 >> 2] = e; - e = y[b2 + 28 >> 2]; - y[c2 + 40 >> 2] = y[b2 + 24 >> 2]; - y[c2 + 44 >> 2] = e; - fa(a2, c2 + 48 | 0, c2 + 32 | 0); - e = y[c2 + 396 >> 2]; - y[b2 + 24 >> 2] = y[c2 + 392 >> 2]; - y[b2 + 28 >> 2] = e; - e = y[c2 + 388 >> 2]; - y[b2 + 16 >> 2] = y[c2 + 384 >> 2]; - y[b2 + 20 >> 2] = e; - e = y[c2 + 404 >> 2]; - y[c2 + 16 >> 2] = y[c2 + 400 >> 2]; - y[c2 + 20 >> 2] = e; - e = y[c2 + 412 >> 2]; - y[c2 + 24 >> 2] = y[c2 + 408 >> 2]; - y[c2 + 28 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[c2 >> 2] = y[b2 >> 2]; - y[c2 + 4 >> 2] = e; - e = y[b2 + 12 >> 2]; - y[c2 + 8 >> 2] = y[b2 + 8 >> 2]; - y[c2 + 12 >> 2] = e; - fa(a2, c2 + 16 | 0, c2); - a2 = y[c2 + 384 >> 2]; - e = y[c2 + 388 >> 2]; - f = y[c2 + 392 >> 2]; - y[b2 + 12 >> 2] = y[c2 + 396 >> 2] ^ j; - y[b2 + 8 >> 2] = f ^ i3; - y[b2 + 4 >> 2] = e ^ h; - y[b2 >> 2] = a2 ^ g; - T = c2 + 416 | 0; - } - function Jb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0; - d = T - 288 | 0; - T = d; - r = y[c2 + 16 >> 2]; - s2 = y[c2 + 48 >> 2]; - t2 = y[c2 + 20 >> 2]; - u = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - v2 = y[c2 + 52 >> 2]; - x2 = y[c2 + 24 >> 2]; - A2 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - B2 = y[c2 + 56 >> 2]; - i3 = y[c2 + 28 >> 2]; - C2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - D2 = y[c2 + 60 >> 2]; - f = y[c2 + 32 >> 2]; - j = y[c2 + 80 >> 2]; - E2 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - F2 = y[c2 + 112 >> 2]; - e = y[c2 + 96 >> 2]; - g = y[c2 + 36 >> 2]; - k = y[c2 + 84 >> 2]; - G2 = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); - H2 = y[c2 + 116 >> 2]; - n2 = y[c2 + 100 >> 2]; - h = y[c2 + 40 >> 2]; - l = y[c2 + 88 >> 2]; - I2 = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); - J2 = y[c2 + 120 >> 2]; - o2 = y[c2 + 104 >> 2]; - K2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - p = y[c2 + 44 >> 2]; - q = y[c2 + 108 >> 2]; - m2 = p ^ (q & y[c2 + 124 >> 2] ^ (y[c2 + 92 >> 2] ^ (z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24)))); - w[a2 + 28 | 0] = m2; - w[a2 + 29 | 0] = m2 >>> 8; - w[a2 + 30 | 0] = m2 >>> 16; - w[a2 + 31 | 0] = m2 >>> 24; - l = h ^ (o2 & J2 ^ (l ^ I2)); - w[a2 + 24 | 0] = l; - w[a2 + 25 | 0] = l >>> 8; - w[a2 + 26 | 0] = l >>> 16; - w[a2 + 27 | 0] = l >>> 24; - k = g ^ (n2 & H2 ^ (k ^ G2)); - w[a2 + 20 | 0] = k; - w[a2 + 21 | 0] = k >>> 8; - w[a2 + 22 | 0] = k >>> 16; - w[a2 + 23 | 0] = k >>> 24; - j = f ^ (e & F2 ^ (j ^ E2)); - w[a2 + 16 | 0] = j; - w[a2 + 17 | 0] = j >>> 8; - w[a2 + 18 | 0] = j >>> 16; - w[a2 + 19 | 0] = j >>> 24; - i3 = D2 & p ^ (i3 ^ C2) ^ q; - w[a2 + 12 | 0] = i3; - w[a2 + 13 | 0] = i3 >>> 8; - w[a2 + 14 | 0] = i3 >>> 16; - w[a2 + 15 | 0] = i3 >>> 24; - h = h & B2 ^ (x2 ^ A2) ^ o2; - w[a2 + 8 | 0] = h; - w[a2 + 9 | 0] = h >>> 8; - w[a2 + 10 | 0] = h >>> 16; - w[a2 + 11 | 0] = h >>> 24; - g = g & v2 ^ (t2 ^ u) ^ n2; - w[a2 + 4 | 0] = g; - w[a2 + 5 | 0] = g >>> 8; - w[a2 + 6 | 0] = g >>> 16; - w[a2 + 7 | 0] = g >>> 24; - f = e ^ (f & s2 ^ (r ^ K2)); - w[a2 | 0] = f; - w[a2 + 1 | 0] = f >>> 8; - w[a2 + 2 | 0] = f >>> 16; - w[a2 + 3 | 0] = f >>> 24; - a2 = y[c2 + 124 >> 2]; - y[d + 280 >> 2] = y[c2 + 120 >> 2]; - y[d + 284 >> 2] = a2; - a2 = y[c2 + 116 >> 2]; - y[d + 272 >> 2] = y[c2 + 112 >> 2]; - y[d + 276 >> 2] = a2; - a2 = y[c2 + 100 >> 2]; - y[d + 240 >> 2] = y[c2 + 96 >> 2]; - y[d + 244 >> 2] = a2; - a2 = y[c2 + 108 >> 2]; - y[d + 248 >> 2] = y[c2 + 104 >> 2]; - y[d + 252 >> 2] = a2; - a2 = y[c2 + 116 >> 2]; - y[d + 224 >> 2] = y[c2 + 112 >> 2]; - y[d + 228 >> 2] = a2; - a2 = y[c2 + 124 >> 2]; - y[d + 232 >> 2] = y[c2 + 120 >> 2]; - y[d + 236 >> 2] = a2; - a2 = d + 256 | 0; - fa(a2, d + 240 | 0, d + 224 | 0); - b2 = y[d + 268 >> 2]; - y[c2 + 120 >> 2] = y[d + 264 >> 2]; - y[c2 + 124 >> 2] = b2; - b2 = y[d + 260 >> 2]; - y[c2 + 112 >> 2] = y[d + 256 >> 2]; - y[c2 + 116 >> 2] = b2; - b2 = y[c2 + 84 >> 2]; - y[d + 208 >> 2] = y[c2 + 80 >> 2]; - y[d + 212 >> 2] = b2; - b2 = y[c2 + 92 >> 2]; - y[d + 216 >> 2] = y[c2 + 88 >> 2]; - y[d + 220 >> 2] = b2; - b2 = y[c2 + 100 >> 2]; - y[d + 192 >> 2] = y[c2 + 96 >> 2]; - y[d + 196 >> 2] = b2; - b2 = y[c2 + 108 >> 2]; - y[d + 200 >> 2] = y[c2 + 104 >> 2]; - y[d + 204 >> 2] = b2; - fa(a2, d + 208 | 0, d + 192 | 0); - b2 = y[d + 268 >> 2]; - y[c2 + 104 >> 2] = y[d + 264 >> 2]; - y[c2 + 108 >> 2] = b2; - b2 = y[d + 260 >> 2]; - y[c2 + 96 >> 2] = y[d + 256 >> 2]; - y[c2 + 100 >> 2] = b2; - b2 = c2 - -64 | 0; - e = y[b2 + 4 >> 2]; - y[d + 176 >> 2] = y[b2 >> 2]; - y[d + 180 >> 2] = e; - e = y[c2 + 76 >> 2]; - y[d + 184 >> 2] = y[c2 + 72 >> 2]; - y[d + 188 >> 2] = e; - e = y[c2 + 84 >> 2]; - y[d + 160 >> 2] = y[c2 + 80 >> 2]; - y[d + 164 >> 2] = e; - e = y[c2 + 92 >> 2]; - y[d + 168 >> 2] = y[c2 + 88 >> 2]; - y[d + 172 >> 2] = e; - fa(a2, d + 176 | 0, d + 160 | 0); - e = y[d + 268 >> 2]; - y[c2 + 88 >> 2] = y[d + 264 >> 2]; - y[c2 + 92 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 80 >> 2] = y[d + 256 >> 2]; - y[c2 + 84 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 144 >> 2] = y[c2 + 48 >> 2]; - y[d + 148 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 152 >> 2] = y[c2 + 56 >> 2]; - y[d + 156 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[d + 128 >> 2] = y[b2 >> 2]; - y[d + 132 >> 2] = e; - e = y[c2 + 76 >> 2]; - y[d + 136 >> 2] = y[c2 + 72 >> 2]; - y[d + 140 >> 2] = e; - fa(a2, d + 144 | 0, d + 128 | 0); - e = y[d + 268 >> 2]; - y[c2 + 72 >> 2] = y[d + 264 >> 2]; - y[c2 + 76 >> 2] = e; - e = y[d + 260 >> 2]; - y[b2 >> 2] = y[d + 256 >> 2]; - y[b2 + 4 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 112 >> 2] = y[c2 + 32 >> 2]; - y[d + 116 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 120 >> 2] = y[c2 + 40 >> 2]; - y[d + 124 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 96 >> 2] = y[c2 + 48 >> 2]; - y[d + 100 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 104 >> 2] = y[c2 + 56 >> 2]; - y[d + 108 >> 2] = e; - fa(a2, d + 112 | 0, d + 96 | 0); - e = y[d + 268 >> 2]; - y[c2 + 56 >> 2] = y[d + 264 >> 2]; - y[c2 + 60 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 48 >> 2] = y[d + 256 >> 2]; - y[c2 + 52 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 80 >> 2] = y[c2 + 16 >> 2]; - y[d + 84 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 88 >> 2] = y[c2 + 24 >> 2]; - y[d + 92 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 64 >> 2] = y[c2 + 32 >> 2]; - y[d + 68 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 72 >> 2] = y[c2 + 40 >> 2]; - y[d + 76 >> 2] = e; - fa(a2, d + 80 | 0, d - -64 | 0); - e = y[d + 268 >> 2]; - y[c2 + 40 >> 2] = y[d + 264 >> 2]; - y[c2 + 44 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 32 >> 2] = y[d + 256 >> 2]; - y[c2 + 36 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 48 >> 2] = y[c2 >> 2]; - y[d + 52 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 56 >> 2] = y[c2 + 8 >> 2]; - y[d + 60 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 32 >> 2] = y[c2 + 16 >> 2]; - y[d + 36 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 40 >> 2] = y[c2 + 24 >> 2]; - y[d + 44 >> 2] = e; - fa(a2, d + 48 | 0, d + 32 | 0); - e = y[d + 268 >> 2]; - y[c2 + 24 >> 2] = y[d + 264 >> 2]; - y[c2 + 28 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 16 >> 2] = y[d + 256 >> 2]; - y[c2 + 20 >> 2] = e; - e = y[d + 276 >> 2]; - y[d + 16 >> 2] = y[d + 272 >> 2]; - y[d + 20 >> 2] = e; - e = y[d + 284 >> 2]; - y[d + 24 >> 2] = y[d + 280 >> 2]; - y[d + 28 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d >> 2] = y[c2 >> 2]; - y[d + 4 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 8 >> 2] = y[c2 + 8 >> 2]; - y[d + 12 >> 2] = e; - fa(a2, d + 16 | 0, d); - a2 = y[d + 268 >> 2]; - y[c2 + 8 >> 2] = y[d + 264 >> 2]; - y[c2 + 12 >> 2] = a2; - a2 = y[d + 260 >> 2]; - y[c2 >> 2] = y[d + 256 >> 2]; - y[c2 + 4 >> 2] = a2; - y[c2 + 12 >> 2] = i3 ^ y[c2 + 12 >> 2]; - y[c2 + 8 >> 2] = h ^ y[c2 + 8 >> 2]; - y[c2 + 4 >> 2] = g ^ y[c2 + 4 >> 2]; - y[c2 >> 2] = f ^ y[c2 >> 2]; - y[b2 >> 2] = j ^ y[b2 >> 2]; - y[c2 + 68 >> 2] = k ^ y[c2 + 68 >> 2]; - y[c2 + 72 >> 2] = l ^ y[c2 + 72 >> 2]; - y[c2 + 76 >> 2] = m2 ^ y[c2 + 76 >> 2]; - T = d + 288 | 0; - } - function Lb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0; - d = T - 288 | 0; - T = d; - u = y[c2 + 16 >> 2]; - v2 = y[c2 + 48 >> 2]; - f = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - x2 = y[c2 + 20 >> 2]; - A2 = y[c2 + 52 >> 2]; - g = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - B2 = y[c2 + 24 >> 2]; - C2 = y[c2 + 56 >> 2]; - h = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - D2 = y[c2 + 28 >> 2]; - E2 = y[c2 + 60 >> 2]; - e = y[c2 + 32 >> 2]; - i3 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - F2 = y[c2 + 80 >> 2]; - G2 = y[c2 + 112 >> 2]; - j = y[c2 + 96 >> 2]; - k = y[c2 + 36 >> 2]; - l = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); - H2 = y[c2 + 84 >> 2]; - I2 = y[c2 + 116 >> 2]; - m2 = y[c2 + 100 >> 2]; - n2 = y[c2 + 40 >> 2]; - o2 = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); - J2 = y[c2 + 88 >> 2]; - K2 = y[c2 + 120 >> 2]; - p = y[c2 + 104 >> 2]; - q = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - r = y[c2 + 44 >> 2]; - s2 = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); - t2 = y[c2 + 108 >> 2]; - b2 = r ^ (s2 ^ (y[c2 + 92 >> 2] ^ t2 & y[c2 + 124 >> 2])); - w[a2 + 28 | 0] = b2; - w[a2 + 29 | 0] = b2 >>> 8; - w[a2 + 30 | 0] = b2 >>> 16; - w[a2 + 31 | 0] = b2 >>> 24; - b2 = p & K2 ^ J2 ^ o2 ^ n2; - w[a2 + 24 | 0] = b2; - w[a2 + 25 | 0] = b2 >>> 8; - w[a2 + 26 | 0] = b2 >>> 16; - w[a2 + 27 | 0] = b2 >>> 24; - b2 = m2 & I2 ^ H2 ^ l ^ k; - w[a2 + 20 | 0] = b2; - w[a2 + 21 | 0] = b2 >>> 8; - w[a2 + 22 | 0] = b2 >>> 16; - w[a2 + 23 | 0] = b2 >>> 24; - b2 = e ^ (j & G2 ^ F2 ^ i3); - w[a2 + 16 | 0] = b2; - w[a2 + 17 | 0] = b2 >>> 8; - w[a2 + 18 | 0] = b2 >>> 16; - w[a2 + 19 | 0] = b2 >>> 24; - b2 = E2 & r ^ D2 ^ h ^ t2; - w[a2 + 12 | 0] = b2; - w[a2 + 13 | 0] = b2 >>> 8; - w[a2 + 14 | 0] = b2 >>> 16; - w[a2 + 15 | 0] = b2 >>> 24; - b2 = n2 & C2 ^ B2 ^ g ^ p; - w[a2 + 8 | 0] = b2; - w[a2 + 9 | 0] = b2 >>> 8; - w[a2 + 10 | 0] = b2 >>> 16; - w[a2 + 11 | 0] = b2 >>> 24; - b2 = k & A2 ^ x2 ^ f ^ m2; - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - b2 = e & v2 ^ u ^ q ^ j; - w[a2 | 0] = b2; - w[a2 + 1 | 0] = b2 >>> 8; - w[a2 + 2 | 0] = b2 >>> 16; - w[a2 + 3 | 0] = b2 >>> 24; - a2 = y[c2 + 124 >> 2]; - y[d + 280 >> 2] = y[c2 + 120 >> 2]; - y[d + 284 >> 2] = a2; - a2 = y[c2 + 116 >> 2]; - y[d + 272 >> 2] = y[c2 + 112 >> 2]; - y[d + 276 >> 2] = a2; - a2 = y[c2 + 100 >> 2]; - y[d + 240 >> 2] = y[c2 + 96 >> 2]; - y[d + 244 >> 2] = a2; - a2 = y[c2 + 108 >> 2]; - y[d + 248 >> 2] = y[c2 + 104 >> 2]; - y[d + 252 >> 2] = a2; - a2 = y[c2 + 116 >> 2]; - y[d + 224 >> 2] = y[c2 + 112 >> 2]; - y[d + 228 >> 2] = a2; - a2 = y[c2 + 124 >> 2]; - y[d + 232 >> 2] = y[c2 + 120 >> 2]; - y[d + 236 >> 2] = a2; - a2 = d + 256 | 0; - fa(a2, d + 240 | 0, d + 224 | 0); - b2 = y[d + 268 >> 2]; - y[c2 + 120 >> 2] = y[d + 264 >> 2]; - y[c2 + 124 >> 2] = b2; - b2 = y[d + 260 >> 2]; - y[c2 + 112 >> 2] = y[d + 256 >> 2]; - y[c2 + 116 >> 2] = b2; - b2 = y[c2 + 84 >> 2]; - y[d + 208 >> 2] = y[c2 + 80 >> 2]; - y[d + 212 >> 2] = b2; - b2 = y[c2 + 92 >> 2]; - y[d + 216 >> 2] = y[c2 + 88 >> 2]; - y[d + 220 >> 2] = b2; - b2 = y[c2 + 100 >> 2]; - y[d + 192 >> 2] = y[c2 + 96 >> 2]; - y[d + 196 >> 2] = b2; - b2 = y[c2 + 108 >> 2]; - y[d + 200 >> 2] = y[c2 + 104 >> 2]; - y[d + 204 >> 2] = b2; - fa(a2, d + 208 | 0, d + 192 | 0); - b2 = y[d + 268 >> 2]; - y[c2 + 104 >> 2] = y[d + 264 >> 2]; - y[c2 + 108 >> 2] = b2; - b2 = y[d + 260 >> 2]; - y[c2 + 96 >> 2] = y[d + 256 >> 2]; - y[c2 + 100 >> 2] = b2; - b2 = c2 - -64 | 0; - e = y[b2 + 4 >> 2]; - y[d + 176 >> 2] = y[b2 >> 2]; - y[d + 180 >> 2] = e; - e = y[c2 + 76 >> 2]; - y[d + 184 >> 2] = y[c2 + 72 >> 2]; - y[d + 188 >> 2] = e; - e = y[c2 + 84 >> 2]; - y[d + 160 >> 2] = y[c2 + 80 >> 2]; - y[d + 164 >> 2] = e; - e = y[c2 + 92 >> 2]; - y[d + 168 >> 2] = y[c2 + 88 >> 2]; - y[d + 172 >> 2] = e; - fa(a2, d + 176 | 0, d + 160 | 0); - e = y[d + 268 >> 2]; - y[c2 + 88 >> 2] = y[d + 264 >> 2]; - y[c2 + 92 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 80 >> 2] = y[d + 256 >> 2]; - y[c2 + 84 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 144 >> 2] = y[c2 + 48 >> 2]; - y[d + 148 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 152 >> 2] = y[c2 + 56 >> 2]; - y[d + 156 >> 2] = e; - e = y[b2 + 4 >> 2]; - y[d + 128 >> 2] = y[b2 >> 2]; - y[d + 132 >> 2] = e; - e = y[c2 + 76 >> 2]; - y[d + 136 >> 2] = y[c2 + 72 >> 2]; - y[d + 140 >> 2] = e; - fa(a2, d + 144 | 0, d + 128 | 0); - e = y[d + 268 >> 2]; - y[c2 + 72 >> 2] = y[d + 264 >> 2]; - y[c2 + 76 >> 2] = e; - e = y[d + 260 >> 2]; - y[b2 >> 2] = y[d + 256 >> 2]; - y[b2 + 4 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 112 >> 2] = y[c2 + 32 >> 2]; - y[d + 116 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 120 >> 2] = y[c2 + 40 >> 2]; - y[d + 124 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 96 >> 2] = y[c2 + 48 >> 2]; - y[d + 100 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 104 >> 2] = y[c2 + 56 >> 2]; - y[d + 108 >> 2] = e; - fa(a2, d + 112 | 0, d + 96 | 0); - e = y[d + 268 >> 2]; - y[c2 + 56 >> 2] = y[d + 264 >> 2]; - y[c2 + 60 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 48 >> 2] = y[d + 256 >> 2]; - y[c2 + 52 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 80 >> 2] = y[c2 + 16 >> 2]; - y[d + 84 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 88 >> 2] = y[c2 + 24 >> 2]; - y[d + 92 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 64 >> 2] = y[c2 + 32 >> 2]; - y[d + 68 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 72 >> 2] = y[c2 + 40 >> 2]; - y[d + 76 >> 2] = e; - fa(a2, d + 80 | 0, d - -64 | 0); - e = y[d + 268 >> 2]; - y[c2 + 40 >> 2] = y[d + 264 >> 2]; - y[c2 + 44 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 32 >> 2] = y[d + 256 >> 2]; - y[c2 + 36 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 48 >> 2] = y[c2 >> 2]; - y[d + 52 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 56 >> 2] = y[c2 + 8 >> 2]; - y[d + 60 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 32 >> 2] = y[c2 + 16 >> 2]; - y[d + 36 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 40 >> 2] = y[c2 + 24 >> 2]; - y[d + 44 >> 2] = e; - fa(a2, d + 48 | 0, d + 32 | 0); - e = y[d + 268 >> 2]; - y[c2 + 24 >> 2] = y[d + 264 >> 2]; - y[c2 + 28 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 16 >> 2] = y[d + 256 >> 2]; - y[c2 + 20 >> 2] = e; - e = y[d + 276 >> 2]; - y[d + 16 >> 2] = y[d + 272 >> 2]; - y[d + 20 >> 2] = e; - e = y[d + 284 >> 2]; - y[d + 24 >> 2] = y[d + 280 >> 2]; - y[d + 28 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d >> 2] = y[c2 >> 2]; - y[d + 4 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 8 >> 2] = y[c2 + 8 >> 2]; - y[d + 12 >> 2] = e; - fa(a2, d + 16 | 0, d); - a2 = y[d + 268 >> 2]; - y[c2 + 8 >> 2] = y[d + 264 >> 2]; - y[c2 + 12 >> 2] = a2; - a2 = y[d + 260 >> 2]; - y[c2 >> 2] = y[d + 256 >> 2]; - y[c2 + 4 >> 2] = a2; - y[c2 + 12 >> 2] = y[c2 + 12 >> 2] ^ h; - y[c2 + 8 >> 2] = y[c2 + 8 >> 2] ^ g; - y[c2 + 4 >> 2] = y[c2 + 4 >> 2] ^ f; - y[c2 >> 2] = y[c2 >> 2] ^ q; - y[b2 >> 2] = y[b2 >> 2] ^ i3; - y[c2 + 68 >> 2] = y[c2 + 68 >> 2] ^ l; - y[c2 + 72 >> 2] = y[c2 + 72 >> 2] ^ o2; - y[c2 + 76 >> 2] = s2 ^ y[c2 + 76 >> 2]; - T = d + 288 | 0; - } - function Nb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0; - d = T - 288 | 0; - T = d; - k = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - l = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - m2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - g = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); - h = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); - i3 = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); - n2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - j = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); - a2 = j ^ 33620224; - y[c2 + 112 >> 2] = a2; - y[c2 + 96 >> 2] = j ^ 1427652059; - y[c2 + 80 >> 2] = a2; - a2 = c2 - -64 | 0; - b2 = j ^ n2; - y[a2 >> 2] = b2; - y[c2 + 56 >> 2] = 1110511904; - y[c2 + 60 >> 2] = -584534669; - y[c2 + 48 >> 2] = 1427652059; - y[c2 + 52 >> 2] = -248528275; - y[c2 + 40 >> 2] = 1496785429; - y[c2 + 44 >> 2] = 1652156816; - y[c2 + 32 >> 2] = 33620224; - y[c2 + 36 >> 2] = 218629379; - y[c2 + 24 >> 2] = 1110511904; - y[c2 + 28 >> 2] = -584534669; - y[c2 + 16 >> 2] = 1427652059; - y[c2 + 20 >> 2] = -248528275; - y[c2 >> 2] = b2; - b2 = i3 ^ 1652156816; - y[c2 + 124 >> 2] = b2; - f = h ^ 1496785429; - y[c2 + 120 >> 2] = f; - e = g ^ 218629379; - y[c2 + 116 >> 2] = e; - y[c2 + 108 >> 2] = i3 ^ -584534669; - y[c2 + 104 >> 2] = h ^ 1110511904; - y[c2 + 100 >> 2] = g ^ -248528275; - y[c2 + 92 >> 2] = b2; - y[c2 + 88 >> 2] = f; - y[c2 + 84 >> 2] = e; - b2 = i3 ^ m2; - y[c2 + 76 >> 2] = b2; - f = h ^ l; - y[c2 + 72 >> 2] = f; - e = g ^ k; - y[c2 + 68 >> 2] = e; - y[c2 + 12 >> 2] = b2; - y[c2 + 8 >> 2] = f; - y[c2 + 4 >> 2] = e; - f = 0; - while (1) { - b2 = y[c2 + 124 >> 2]; - y[d + 280 >> 2] = y[c2 + 120 >> 2]; - y[d + 284 >> 2] = b2; - b2 = y[c2 + 116 >> 2]; - y[d + 272 >> 2] = y[c2 + 112 >> 2]; - y[d + 276 >> 2] = b2; - b2 = y[c2 + 100 >> 2]; - y[d + 240 >> 2] = y[c2 + 96 >> 2]; - y[d + 244 >> 2] = b2; - b2 = y[c2 + 108 >> 2]; - y[d + 248 >> 2] = y[c2 + 104 >> 2]; - y[d + 252 >> 2] = b2; - b2 = y[c2 + 116 >> 2]; - y[d + 224 >> 2] = y[c2 + 112 >> 2]; - y[d + 228 >> 2] = b2; - b2 = y[c2 + 124 >> 2]; - y[d + 232 >> 2] = y[c2 + 120 >> 2]; - y[d + 236 >> 2] = b2; - b2 = d + 256 | 0; - fa(b2, d + 240 | 0, d + 224 | 0); - e = y[d + 268 >> 2]; - y[c2 + 120 >> 2] = y[d + 264 >> 2]; - y[c2 + 124 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 112 >> 2] = y[d + 256 >> 2]; - y[c2 + 116 >> 2] = e; - e = y[c2 + 84 >> 2]; - y[d + 208 >> 2] = y[c2 + 80 >> 2]; - y[d + 212 >> 2] = e; - e = y[c2 + 92 >> 2]; - y[d + 216 >> 2] = y[c2 + 88 >> 2]; - y[d + 220 >> 2] = e; - e = y[c2 + 100 >> 2]; - y[d + 192 >> 2] = y[c2 + 96 >> 2]; - y[d + 196 >> 2] = e; - e = y[c2 + 108 >> 2]; - y[d + 200 >> 2] = y[c2 + 104 >> 2]; - y[d + 204 >> 2] = e; - fa(b2, d + 208 | 0, d + 192 | 0); - e = y[d + 268 >> 2]; - y[c2 + 104 >> 2] = y[d + 264 >> 2]; - y[c2 + 108 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 96 >> 2] = y[d + 256 >> 2]; - y[c2 + 100 >> 2] = e; - e = y[a2 + 4 >> 2]; - y[d + 176 >> 2] = y[a2 >> 2]; - y[d + 180 >> 2] = e; - e = y[a2 + 12 >> 2]; - y[d + 184 >> 2] = y[a2 + 8 >> 2]; - y[d + 188 >> 2] = e; - e = y[c2 + 84 >> 2]; - y[d + 160 >> 2] = y[c2 + 80 >> 2]; - y[d + 164 >> 2] = e; - e = y[c2 + 92 >> 2]; - y[d + 168 >> 2] = y[c2 + 88 >> 2]; - y[d + 172 >> 2] = e; - fa(b2, d + 176 | 0, d + 160 | 0); - e = y[d + 268 >> 2]; - y[c2 + 88 >> 2] = y[d + 264 >> 2]; - y[c2 + 92 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 80 >> 2] = y[d + 256 >> 2]; - y[c2 + 84 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 144 >> 2] = y[c2 + 48 >> 2]; - y[d + 148 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 152 >> 2] = y[c2 + 56 >> 2]; - y[d + 156 >> 2] = e; - e = y[a2 + 4 >> 2]; - y[d + 128 >> 2] = y[a2 >> 2]; - y[d + 132 >> 2] = e; - e = y[a2 + 12 >> 2]; - y[d + 136 >> 2] = y[a2 + 8 >> 2]; - y[d + 140 >> 2] = e; - fa(b2, d + 144 | 0, d + 128 | 0); - e = y[d + 268 >> 2]; - y[a2 + 8 >> 2] = y[d + 264 >> 2]; - y[a2 + 12 >> 2] = e; - e = y[d + 260 >> 2]; - y[a2 >> 2] = y[d + 256 >> 2]; - y[a2 + 4 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 112 >> 2] = y[c2 + 32 >> 2]; - y[d + 116 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 120 >> 2] = y[c2 + 40 >> 2]; - y[d + 124 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 96 >> 2] = y[c2 + 48 >> 2]; - y[d + 100 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 104 >> 2] = y[c2 + 56 >> 2]; - y[d + 108 >> 2] = e; - fa(b2, d + 112 | 0, d + 96 | 0); - e = y[d + 268 >> 2]; - y[c2 + 56 >> 2] = y[d + 264 >> 2]; - y[c2 + 60 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 48 >> 2] = y[d + 256 >> 2]; - y[c2 + 52 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 80 >> 2] = y[c2 + 16 >> 2]; - y[d + 84 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 88 >> 2] = y[c2 + 24 >> 2]; - y[d + 92 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 64 >> 2] = y[c2 + 32 >> 2]; - y[d + 68 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 72 >> 2] = y[c2 + 40 >> 2]; - y[d + 76 >> 2] = e; - fa(b2, d + 80 | 0, d - -64 | 0); - e = y[d + 268 >> 2]; - y[c2 + 40 >> 2] = y[d + 264 >> 2]; - y[c2 + 44 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 32 >> 2] = y[d + 256 >> 2]; - y[c2 + 36 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 48 >> 2] = y[c2 >> 2]; - y[d + 52 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 56 >> 2] = y[c2 + 8 >> 2]; - y[d + 60 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 32 >> 2] = y[c2 + 16 >> 2]; - y[d + 36 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 40 >> 2] = y[c2 + 24 >> 2]; - y[d + 44 >> 2] = e; - fa(b2, d + 48 | 0, d + 32 | 0); - e = y[d + 268 >> 2]; - y[c2 + 24 >> 2] = y[d + 264 >> 2]; - y[c2 + 28 >> 2] = e; - e = y[d + 260 >> 2]; - y[c2 + 16 >> 2] = y[d + 256 >> 2]; - y[c2 + 20 >> 2] = e; - e = y[d + 276 >> 2]; - y[d + 16 >> 2] = y[d + 272 >> 2]; - y[d + 20 >> 2] = e; - e = y[d + 284 >> 2]; - y[d + 24 >> 2] = y[d + 280 >> 2]; - y[d + 28 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d >> 2] = y[c2 >> 2]; - y[d + 4 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 8 >> 2] = y[c2 + 8 >> 2]; - y[d + 12 >> 2] = e; - fa(b2, d + 16 | 0, d); - b2 = y[d + 268 >> 2]; - y[c2 + 8 >> 2] = y[d + 264 >> 2]; - y[c2 + 12 >> 2] = b2; - b2 = y[d + 260 >> 2]; - y[c2 >> 2] = y[d + 256 >> 2]; - y[c2 + 4 >> 2] = b2; - y[c2 + 12 >> 2] = y[c2 + 12 >> 2] ^ m2; - y[c2 + 8 >> 2] = y[c2 + 8 >> 2] ^ l; - y[c2 + 4 >> 2] = y[c2 + 4 >> 2] ^ k; - y[c2 >> 2] = y[c2 >> 2] ^ n2; - y[a2 >> 2] = j ^ y[a2 >> 2]; - y[c2 + 68 >> 2] = y[c2 + 68 >> 2] ^ g; - y[c2 + 72 >> 2] = y[c2 + 72 >> 2] ^ h; - y[c2 + 76 >> 2] = y[c2 + 76 >> 2] ^ i3; - f = f + 1 | 0; - if ((f | 0) != 10) { - continue; - } - break; - } - T = d + 288 | 0; - } - function Sa(a2, b2, c2, d, e) { - var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0, L2 = 0, M2 = 0, N2 = 0, O2 = 0, P2 = 0, Q2 = 0, R2 = 0, S2 = 0, U2 = 0, V2 = 0, W2 = 0, X = 0, Y = 0, Z = 0, _ = 0, $2 = 0, aa = 0, ba2 = 0, ca2 = 0, da2 = 0; - j = T + -64 | 0; - H2 = y[a2 + 60 >> 2]; - I2 = y[a2 + 56 >> 2]; - C2 = y[a2 + 52 >> 2]; - B2 = y[a2 + 48 >> 2]; - J2 = y[a2 + 44 >> 2]; - K2 = y[a2 + 40 >> 2]; - L2 = y[a2 + 36 >> 2]; - M2 = y[a2 + 32 >> 2]; - N2 = y[a2 + 28 >> 2]; - O2 = y[a2 + 24 >> 2]; - P2 = y[a2 + 20 >> 2]; - Q2 = y[a2 + 16 >> 2]; - R2 = y[a2 + 12 >> 2]; - S2 = y[a2 + 8 >> 2]; - U2 = y[a2 + 4 >> 2]; - V2 = y[a2 >> 2]; - while (1) { - a: { - if (!e & d >>> 0 > 63 | e) { - f = c2; - break a; - } - y[j + 56 >> 2] = 0; - y[j + 60 >> 2] = 0; - y[j + 48 >> 2] = 0; - y[j + 52 >> 2] = 0; - y[j + 40 >> 2] = 0; - y[j + 44 >> 2] = 0; - y[j + 32 >> 2] = 0; - y[j + 36 >> 2] = 0; - y[j + 24 >> 2] = 0; - y[j + 28 >> 2] = 0; - y[j + 16 >> 2] = 0; - y[j + 20 >> 2] = 0; - y[j + 8 >> 2] = 0; - y[j + 12 >> 2] = 0; - y[j >> 2] = 0; - y[j + 4 >> 2] = 0; - h = 0; - while (1) { - w[h + j | 0] = z[b2 + h | 0]; - h = h + 1 | 0; - if (!e & d >>> 0 > h >>> 0 | e) { - continue; - } - break; - } - f = j; - b2 = f; - W2 = c2; - } - D2 = 20; - g = V2; - p = U2; - q = S2; - t2 = R2; - h = Q2; - c2 = P2; - k = O2; - l = N2; - m2 = M2; - v2 = L2; - r = K2; - i3 = H2; - x2 = I2; - u = C2; - s2 = B2; - n2 = J2; - while (1) { - o2 = h; - h = g + h | 0; - g = ue(h ^ s2, 16); - m2 = g + m2 | 0; - s2 = ue(o2 ^ m2, 12); - o2 = s2; - A2 = h + s2 | 0; - s2 = ue(A2 ^ g, 8); - m2 = s2 + m2 | 0; - h = ue(o2 ^ m2, 7); - g = l + t2 | 0; - i3 = ue(g ^ i3, 16); - n2 = i3 + n2 | 0; - l = ue(n2 ^ l, 12); - q = k + q | 0; - t2 = ue(q ^ x2, 16); - r = t2 + r | 0; - k = ue(r ^ k, 12); - E2 = g + l | 0; - x2 = E2 + h | 0; - q = k + q | 0; - F2 = ue(q ^ t2, 8); - g = ue(x2 ^ F2, 16); - p = c2 + p | 0; - t2 = ue(p ^ u, 16); - v2 = t2 + v2 | 0; - c2 = ue(v2 ^ c2, 12); - o2 = h; - p = c2 + p | 0; - u = ue(p ^ t2, 8); - G2 = u + v2 | 0; - h = G2 + g | 0; - o2 = ue(o2 ^ h, 12); - t2 = o2 + x2 | 0; - x2 = ue(g ^ t2, 8); - v2 = x2 + h | 0; - h = ue(v2 ^ o2, 7); - o2 = m2; - m2 = q; - g = ue(i3 ^ E2, 8); - i3 = g + n2 | 0; - q = ue(i3 ^ l, 7); - m2 = m2 + q | 0; - u = ue(m2 ^ u, 16); - l = o2 + u | 0; - n2 = ue(l ^ q, 12); - q = n2 + m2 | 0; - u = ue(u ^ q, 8); - m2 = l + u | 0; - l = ue(m2 ^ n2, 7); - n2 = i3; - i3 = p; - r = r + F2 | 0; - p = ue(r ^ k, 7); - i3 = i3 + p | 0; - s2 = ue(i3 ^ s2, 16); - k = n2 + s2 | 0; - n2 = i3; - i3 = ue(k ^ p, 12); - p = n2 + i3 | 0; - s2 = ue(s2 ^ p, 8); - n2 = k + s2 | 0; - k = ue(n2 ^ i3, 7); - o2 = r; - i3 = g; - g = ue(c2 ^ G2, 7); - r = g + A2 | 0; - i3 = ue(i3 ^ r, 16); - c2 = o2 + i3 | 0; - A2 = ue(c2 ^ g, 12); - g = A2 + r | 0; - i3 = ue(i3 ^ g, 8); - r = c2 + i3 | 0; - c2 = ue(r ^ A2, 7); - D2 = D2 - 2 | 0; - if (D2) { - continue; - } - break; - } - D2 = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - A2 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - E2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - F2 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - G2 = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); - o2 = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); - X = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); - Y = z[b2 + 32 | 0] | z[b2 + 33 | 0] << 8 | (z[b2 + 34 | 0] << 16 | z[b2 + 35 | 0] << 24); - Z = z[b2 + 36 | 0] | z[b2 + 37 | 0] << 8 | (z[b2 + 38 | 0] << 16 | z[b2 + 39 | 0] << 24); - _ = z[b2 + 40 | 0] | z[b2 + 41 | 0] << 8 | (z[b2 + 42 | 0] << 16 | z[b2 + 43 | 0] << 24); - $2 = z[b2 + 44 | 0] | z[b2 + 45 | 0] << 8 | (z[b2 + 46 | 0] << 16 | z[b2 + 47 | 0] << 24); - aa = z[b2 + 48 | 0] | z[b2 + 49 | 0] << 8 | (z[b2 + 50 | 0] << 16 | z[b2 + 51 | 0] << 24); - ba2 = z[b2 + 52 | 0] | z[b2 + 53 | 0] << 8 | (z[b2 + 54 | 0] << 16 | z[b2 + 55 | 0] << 24); - ca2 = z[b2 + 56 | 0] | z[b2 + 57 | 0] << 8 | (z[b2 + 58 | 0] << 16 | z[b2 + 59 | 0] << 24); - da2 = z[b2 + 60 | 0] | z[b2 + 61 | 0] << 8 | (z[b2 + 62 | 0] << 16 | z[b2 + 63 | 0] << 24); - g = g + V2 ^ (z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24)); - w[f | 0] = g; - w[f + 1 | 0] = g >>> 8; - w[f + 2 | 0] = g >>> 16; - w[f + 3 | 0] = g >>> 24; - g = i3 + H2 ^ da2; - w[f + 60 | 0] = g; - w[f + 61 | 0] = g >>> 8; - w[f + 62 | 0] = g >>> 16; - w[f + 63 | 0] = g >>> 24; - g = x2 + I2 ^ ca2; - w[f + 56 | 0] = g; - w[f + 57 | 0] = g >>> 8; - w[f + 58 | 0] = g >>> 16; - w[f + 59 | 0] = g >>> 24; - g = u + C2 ^ ba2; - w[f + 52 | 0] = g; - w[f + 53 | 0] = g >>> 8; - w[f + 54 | 0] = g >>> 16; - w[f + 55 | 0] = g >>> 24; - g = s2 + B2 ^ aa; - w[f + 48 | 0] = g; - w[f + 49 | 0] = g >>> 8; - w[f + 50 | 0] = g >>> 16; - w[f + 51 | 0] = g >>> 24; - g = n2 + J2 ^ $2; - w[f + 44 | 0] = g; - w[f + 45 | 0] = g >>> 8; - w[f + 46 | 0] = g >>> 16; - w[f + 47 | 0] = g >>> 24; - g = r + K2 ^ _; - w[f + 40 | 0] = g; - w[f + 41 | 0] = g >>> 8; - w[f + 42 | 0] = g >>> 16; - w[f + 43 | 0] = g >>> 24; - g = v2 + L2 ^ Z; - w[f + 36 | 0] = g; - w[f + 37 | 0] = g >>> 8; - w[f + 38 | 0] = g >>> 16; - w[f + 39 | 0] = g >>> 24; - g = m2 + M2 ^ Y; - w[f + 32 | 0] = g; - w[f + 33 | 0] = g >>> 8; - w[f + 34 | 0] = g >>> 16; - w[f + 35 | 0] = g >>> 24; - l = l + N2 ^ X; - w[f + 28 | 0] = l; - w[f + 29 | 0] = l >>> 8; - w[f + 30 | 0] = l >>> 16; - w[f + 31 | 0] = l >>> 24; - k = o2 ^ k + O2; - w[f + 24 | 0] = k; - w[f + 25 | 0] = k >>> 8; - w[f + 26 | 0] = k >>> 16; - w[f + 27 | 0] = k >>> 24; - c2 = G2 ^ c2 + P2; - w[f + 20 | 0] = c2; - w[f + 21 | 0] = c2 >>> 8; - w[f + 22 | 0] = c2 >>> 16; - w[f + 23 | 0] = c2 >>> 24; - c2 = F2 ^ h + Q2; - w[f + 16 | 0] = c2; - w[f + 17 | 0] = c2 >>> 8; - w[f + 18 | 0] = c2 >>> 16; - w[f + 19 | 0] = c2 >>> 24; - c2 = E2 ^ t2 + R2; - w[f + 12 | 0] = c2; - w[f + 13 | 0] = c2 >>> 8; - w[f + 14 | 0] = c2 >>> 16; - w[f + 15 | 0] = c2 >>> 24; - c2 = A2 ^ q + S2; - w[f + 8 | 0] = c2; - w[f + 9 | 0] = c2 >>> 8; - w[f + 10 | 0] = c2 >>> 16; - w[f + 11 | 0] = c2 >>> 24; - c2 = D2 ^ p + U2; - w[f + 4 | 0] = c2; - w[f + 5 | 0] = c2 >>> 8; - w[f + 6 | 0] = c2 >>> 16; - w[f + 7 | 0] = c2 >>> 24; - B2 = B2 + 1 | 0; - C2 = !B2 + C2 | 0; - if (!e & d >>> 0 <= 64) { - if (!e & d >>> 0 <= 63) { - h = 0; - while (1) { - w[h + W2 | 0] = z[f + h | 0]; - h = h + 1 | 0; - if (d >>> 0 > h >>> 0) { - continue; - } - break; - } - } - y[a2 + 52 >> 2] = C2; - y[a2 + 48 >> 2] = B2; - } else { - b2 = b2 - -64 | 0; - c2 = f - -64 | 0; - e = e - 1 | 0; - d = d + -64 | 0; - e = d >>> 0 < 4294967232 ? e + 1 | 0 : e; - continue; - } - break; - } - } - function Cb(a2, b2, c2, d, e) { - var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0; - f = T - 224 | 0; - T = f; - l = y[e + 60 >> 2] ^ d >>> 29; - m2 = y[e + 56 >> 2] ^ d << 3; - h = y[e + 52 >> 2] ^ c2 >>> 29; - j = y[e + 48 >> 2] ^ c2 << 3; - g = e - -64 | 0; - while (1) { - c2 = y[e + 92 >> 2]; - y[f + 216 >> 2] = y[e + 88 >> 2]; - y[f + 220 >> 2] = c2; - c2 = y[e + 84 >> 2]; - y[f + 208 >> 2] = y[e + 80 >> 2]; - y[f + 212 >> 2] = c2; - c2 = y[g + 4 >> 2]; - y[f + 176 >> 2] = y[g >> 2]; - y[f + 180 >> 2] = c2; - c2 = y[g + 12 >> 2]; - y[f + 184 >> 2] = y[g + 8 >> 2]; - y[f + 188 >> 2] = c2; - c2 = y[e + 84 >> 2]; - y[f + 160 >> 2] = y[e + 80 >> 2]; - y[f + 164 >> 2] = c2; - c2 = y[e + 92 >> 2]; - y[f + 168 >> 2] = y[e + 88 >> 2]; - y[f + 172 >> 2] = c2; - d = f + 192 | 0; - fa(d, f + 176 | 0, f + 160 | 0); - c2 = y[f + 204 >> 2]; - y[e + 88 >> 2] = y[f + 200 >> 2]; - y[e + 92 >> 2] = c2; - c2 = y[f + 196 >> 2]; - y[e + 80 >> 2] = y[f + 192 >> 2]; - y[e + 84 >> 2] = c2; - c2 = y[e + 52 >> 2]; - y[f + 144 >> 2] = y[e + 48 >> 2]; - y[f + 148 >> 2] = c2; - c2 = y[e + 60 >> 2]; - y[f + 152 >> 2] = y[e + 56 >> 2]; - y[f + 156 >> 2] = c2; - c2 = y[g + 4 >> 2]; - y[f + 128 >> 2] = y[g >> 2]; - y[f + 132 >> 2] = c2; - c2 = y[g + 12 >> 2]; - y[f + 136 >> 2] = y[g + 8 >> 2]; - y[f + 140 >> 2] = c2; - fa(d, f + 144 | 0, f + 128 | 0); - c2 = y[f + 204 >> 2]; - y[g + 8 >> 2] = y[f + 200 >> 2]; - y[g + 12 >> 2] = c2; - c2 = y[f + 196 >> 2]; - y[g >> 2] = y[f + 192 >> 2]; - y[g + 4 >> 2] = c2; - c2 = y[e + 36 >> 2]; - y[f + 112 >> 2] = y[e + 32 >> 2]; - y[f + 116 >> 2] = c2; - c2 = y[e + 44 >> 2]; - y[f + 120 >> 2] = y[e + 40 >> 2]; - y[f + 124 >> 2] = c2; - c2 = y[e + 52 >> 2]; - y[f + 96 >> 2] = y[e + 48 >> 2]; - y[f + 100 >> 2] = c2; - c2 = y[e + 60 >> 2]; - y[f + 104 >> 2] = y[e + 56 >> 2]; - y[f + 108 >> 2] = c2; - fa(d, f + 112 | 0, f + 96 | 0); - c2 = y[f + 204 >> 2]; - y[e + 56 >> 2] = y[f + 200 >> 2]; - y[e + 60 >> 2] = c2; - c2 = y[f + 196 >> 2]; - y[e + 48 >> 2] = y[f + 192 >> 2]; - y[e + 52 >> 2] = c2; - c2 = y[e + 20 >> 2]; - y[f + 80 >> 2] = y[e + 16 >> 2]; - y[f + 84 >> 2] = c2; - c2 = y[e + 28 >> 2]; - y[f + 88 >> 2] = y[e + 24 >> 2]; - y[f + 92 >> 2] = c2; - c2 = y[e + 36 >> 2]; - y[f + 64 >> 2] = y[e + 32 >> 2]; - y[f + 68 >> 2] = c2; - c2 = y[e + 44 >> 2]; - y[f + 72 >> 2] = y[e + 40 >> 2]; - y[f + 76 >> 2] = c2; - fa(d, f + 80 | 0, f - -64 | 0); - c2 = y[f + 204 >> 2]; - y[e + 40 >> 2] = y[f + 200 >> 2]; - y[e + 44 >> 2] = c2; - c2 = y[f + 196 >> 2]; - y[e + 32 >> 2] = y[f + 192 >> 2]; - y[e + 36 >> 2] = c2; - c2 = y[e + 4 >> 2]; - y[f + 48 >> 2] = y[e >> 2]; - y[f + 52 >> 2] = c2; - c2 = y[e + 12 >> 2]; - y[f + 56 >> 2] = y[e + 8 >> 2]; - y[f + 60 >> 2] = c2; - c2 = y[e + 20 >> 2]; - y[f + 32 >> 2] = y[e + 16 >> 2]; - y[f + 36 >> 2] = c2; - c2 = y[e + 28 >> 2]; - y[f + 40 >> 2] = y[e + 24 >> 2]; - y[f + 44 >> 2] = c2; - fa(d, f + 48 | 0, f + 32 | 0); - c2 = y[f + 204 >> 2]; - y[e + 24 >> 2] = y[f + 200 >> 2]; - y[e + 28 >> 2] = c2; - c2 = y[f + 196 >> 2]; - y[e + 16 >> 2] = y[f + 192 >> 2]; - y[e + 20 >> 2] = c2; - c2 = y[f + 212 >> 2]; - y[f + 16 >> 2] = y[f + 208 >> 2]; - y[f + 20 >> 2] = c2; - c2 = y[f + 220 >> 2]; - y[f + 24 >> 2] = y[f + 216 >> 2]; - y[f + 28 >> 2] = c2; - c2 = y[e + 4 >> 2]; - y[f >> 2] = y[e >> 2]; - y[f + 4 >> 2] = c2; - c2 = y[e + 12 >> 2]; - y[f + 8 >> 2] = y[e + 8 >> 2]; - y[f + 12 >> 2] = c2; - fa(d, f + 16 | 0, f); - k = y[f + 192 >> 2]; - d = y[f + 196 >> 2]; - c2 = y[f + 200 >> 2]; - n2 = l ^ y[f + 204 >> 2]; - y[e + 12 >> 2] = n2; - p = c2 ^ m2; - y[e + 8 >> 2] = p; - q = d ^ h; - y[e + 4 >> 2] = q; - r = j ^ k; - y[e >> 2] = r; - i3 = i3 + 1 | 0; - if ((i3 | 0) != 7) { - continue; - } - break; - } - a: { - b: { - c: { - c2 = b2 - 16 | 0; - if (c2) { - if ((c2 | 0) == 16) { - break c; - } - break b; - } - s2 = y[e + 16 >> 2]; - t2 = y[e + 48 >> 2]; - u = y[e + 32 >> 2]; - v2 = y[e + 80 >> 2]; - x2 = y[e - -64 >> 2]; - g = y[e + 20 >> 2]; - l = y[e + 52 >> 2]; - m2 = y[e + 36 >> 2]; - h = y[e + 84 >> 2]; - j = y[e + 68 >> 2]; - k = y[e + 24 >> 2]; - i3 = y[e + 56 >> 2]; - d = y[e + 40 >> 2]; - c2 = y[e + 88 >> 2]; - b2 = y[e + 72 >> 2]; - e = n2 ^ (y[e + 28 >> 2] ^ (y[e + 60 >> 2] ^ (y[e + 44 >> 2] ^ (y[e + 92 >> 2] ^ y[e + 76 >> 2])))); - w[a2 + 12 | 0] = e; - w[a2 + 13 | 0] = e >>> 8; - w[a2 + 14 | 0] = e >>> 16; - w[a2 + 15 | 0] = e >>> 24; - b2 = p ^ (b2 ^ c2 ^ d ^ i3 ^ k); - w[a2 + 8 | 0] = b2; - w[a2 + 9 | 0] = b2 >>> 8; - w[a2 + 10 | 0] = b2 >>> 16; - w[a2 + 11 | 0] = b2 >>> 24; - b2 = q ^ (g ^ (l ^ (h ^ j ^ m2))); - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - b2 = r ^ (s2 ^ (t2 ^ (u ^ (v2 ^ x2)))); - w[a2 | 0] = b2; - w[a2 + 1 | 0] = b2 >>> 8; - w[a2 + 2 | 0] = b2 >>> 16; - w[a2 + 3 | 0] = b2 >>> 24; - break a; - } - j = y[e + 32 >> 2]; - k = y[e + 16 >> 2]; - i3 = y[e + 36 >> 2]; - d = y[e + 20 >> 2]; - c2 = y[e + 40 >> 2]; - b2 = y[e + 24 >> 2]; - h = n2 ^ (y[e + 44 >> 2] ^ y[e + 28 >> 2]); - w[a2 + 12 | 0] = h; - w[a2 + 13 | 0] = h >>> 8; - w[a2 + 14 | 0] = h >>> 16; - w[a2 + 15 | 0] = h >>> 24; - b2 = p ^ (b2 ^ c2); - w[a2 + 8 | 0] = b2; - w[a2 + 9 | 0] = b2 >>> 8; - w[a2 + 10 | 0] = b2 >>> 16; - w[a2 + 11 | 0] = b2 >>> 24; - b2 = q ^ (d ^ i3); - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - b2 = r ^ (j ^ k); - w[a2 | 0] = b2; - w[a2 + 1 | 0] = b2 >>> 8; - w[a2 + 2 | 0] = b2 >>> 16; - w[a2 + 3 | 0] = b2 >>> 24; - l = y[e + 48 >> 2]; - m2 = y[e + 80 >> 2]; - h = y[e - -64 >> 2]; - j = y[e + 52 >> 2]; - k = y[e + 84 >> 2]; - i3 = y[e + 68 >> 2]; - d = y[e + 56 >> 2]; - c2 = y[e + 88 >> 2]; - b2 = y[e + 72 >> 2]; - e = y[e + 60 >> 2] ^ (y[e + 92 >> 2] ^ y[e + 76 >> 2]); - w[a2 + 28 | 0] = e; - w[a2 + 29 | 0] = e >>> 8; - w[a2 + 30 | 0] = e >>> 16; - w[a2 + 31 | 0] = e >>> 24; - b2 = d ^ (b2 ^ c2); - w[a2 + 24 | 0] = b2; - w[a2 + 25 | 0] = b2 >>> 8; - w[a2 + 26 | 0] = b2 >>> 16; - w[a2 + 27 | 0] = b2 >>> 24; - b2 = j ^ (k ^ i3); - w[a2 + 20 | 0] = b2; - w[a2 + 21 | 0] = b2 >>> 8; - w[a2 + 22 | 0] = b2 >>> 16; - w[a2 + 23 | 0] = b2 >>> 24; - b2 = l ^ (h ^ m2); - w[a2 + 16 | 0] = b2; - w[a2 + 17 | 0] = b2 >>> 8; - w[a2 + 18 | 0] = b2 >>> 16; - w[a2 + 19 | 0] = b2 >>> 24; - break a; - } - if (!b2) { - break a; - } - o(a2, 0, b2); - } - T = f + 224 | 0; - } - function sa(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0; - j = T - 704 | 0; - T = j; - g = a2 + 80 | 0; - e = y[a2 + 72 >> 2] >>> 3 & 127; - c2 = g + e | 0; - a: { - if (e >>> 0 >= 112) { - e = 128 - e | 0; - if (e) { - t(c2, 38704, e); - } - Ra(a2, g, j, j + 640 | 0); - o(g, 0, 112); - break a; - } - e = 112 - e | 0; - if (!e) { - break a; - } - t(c2, 38704, e); - } - e = a2 - -64 | 0; - d = y[e >> 2]; - c2 = y[e + 4 >> 2]; - i3 = d << 24 | (d & 65280) << 8; - f = d & 16711680; - e = f >>> 8 | 0; - k = f << 24; - h = d & -16777216; - f = h >>> 24 | 0; - y[a2 + 192 >> 2] = k | h << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); - c2 = e | f | i3; - y[a2 + 196 >> 2] = c2; - d = y[a2 + 72 >> 2]; - i3 = d << 24 | (d & 65280) << 8; - f = d & 16711680; - e = f >>> 8 | 0; - c2 = y[a2 + 76 >> 2]; - k = f << 24; - h = d & -16777216; - f = h >>> 24 | 0; - y[a2 + 200 >> 2] = k | h << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); - c2 = e | f | i3; - y[a2 + 204 >> 2] = c2; - Ra(a2, g, j, j + 640 | 0); - d = y[a2 >> 2]; - h = d << 24 | (d & 65280) << 8; - f = d & 16711680; - e = f >>> 8 | 0; - c2 = y[a2 + 4 >> 2]; - i3 = f << 24; - g = d & -16777216; - f = g >>> 24 | 0; - c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); - w[b2 | 0] = c2; - w[b2 + 1 | 0] = c2 >>> 8; - w[b2 + 2 | 0] = c2 >>> 16; - w[b2 + 3 | 0] = c2 >>> 24; - c2 = e | f | h; - e = c2 | 0; - w[b2 + 4 | 0] = e; - w[b2 + 5 | 0] = e >>> 8; - w[b2 + 6 | 0] = e >>> 16; - w[b2 + 7 | 0] = e >>> 24; - d = y[a2 + 8 >> 2]; - h = d << 24 | (d & 65280) << 8; - f = d & 16711680; - e = f >>> 8 | 0; - c2 = y[a2 + 12 >> 2]; - i3 = f << 24; - g = d & -16777216; - f = g >>> 24 | 0; - c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); - w[b2 + 8 | 0] = c2; - w[b2 + 9 | 0] = c2 >>> 8; - w[b2 + 10 | 0] = c2 >>> 16; - w[b2 + 11 | 0] = c2 >>> 24; - c2 = e | f | h; - e = c2 | 0; - w[b2 + 12 | 0] = e; - w[b2 + 13 | 0] = e >>> 8; - w[b2 + 14 | 0] = e >>> 16; - w[b2 + 15 | 0] = e >>> 24; - d = y[a2 + 16 >> 2]; - h = d << 24 | (d & 65280) << 8; - f = d & 16711680; - e = f >>> 8 | 0; - c2 = y[a2 + 20 >> 2]; - i3 = f << 24; - g = d & -16777216; - f = g >>> 24 | 0; - c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); - w[b2 + 16 | 0] = c2; - w[b2 + 17 | 0] = c2 >>> 8; - w[b2 + 18 | 0] = c2 >>> 16; - w[b2 + 19 | 0] = c2 >>> 24; - c2 = e | f | h; - e = c2 | 0; - w[b2 + 20 | 0] = e; - w[b2 + 21 | 0] = e >>> 8; - w[b2 + 22 | 0] = e >>> 16; - w[b2 + 23 | 0] = e >>> 24; - d = y[a2 + 24 >> 2]; - h = d << 24 | (d & 65280) << 8; - f = d & 16711680; - e = f >>> 8 | 0; - c2 = y[a2 + 28 >> 2]; - i3 = f << 24; - g = d & -16777216; - f = g >>> 24 | 0; - c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); - w[b2 + 24 | 0] = c2; - w[b2 + 25 | 0] = c2 >>> 8; - w[b2 + 26 | 0] = c2 >>> 16; - w[b2 + 27 | 0] = c2 >>> 24; - c2 = e | f | h; - e = c2 | 0; - w[b2 + 28 | 0] = e; - w[b2 + 29 | 0] = e >>> 8; - w[b2 + 30 | 0] = e >>> 16; - w[b2 + 31 | 0] = e >>> 24; - d = y[a2 + 32 >> 2]; - h = d << 24 | (d & 65280) << 8; - f = d & 16711680; - e = f >>> 8 | 0; - c2 = y[a2 + 36 >> 2]; - i3 = f << 24; - g = d & -16777216; - f = g >>> 24 | 0; - c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); - w[b2 + 32 | 0] = c2; - w[b2 + 33 | 0] = c2 >>> 8; - w[b2 + 34 | 0] = c2 >>> 16; - w[b2 + 35 | 0] = c2 >>> 24; - c2 = e | f | h; - e = c2 | 0; - w[b2 + 36 | 0] = e; - w[b2 + 37 | 0] = e >>> 8; - w[b2 + 38 | 0] = e >>> 16; - w[b2 + 39 | 0] = e >>> 24; - d = y[a2 + 40 >> 2]; - h = d << 24 | (d & 65280) << 8; - f = d & 16711680; - e = f >>> 8 | 0; - c2 = y[a2 + 44 >> 2]; - i3 = f << 24; - g = d & -16777216; - f = g >>> 24 | 0; - c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); - w[b2 + 40 | 0] = c2; - w[b2 + 41 | 0] = c2 >>> 8; - w[b2 + 42 | 0] = c2 >>> 16; - w[b2 + 43 | 0] = c2 >>> 24; - c2 = e | f | h; - e = c2 | 0; - w[b2 + 44 | 0] = e; - w[b2 + 45 | 0] = e >>> 8; - w[b2 + 46 | 0] = e >>> 16; - w[b2 + 47 | 0] = e >>> 24; - d = y[a2 + 48 >> 2]; - h = d << 24 | (d & 65280) << 8; - f = d & 16711680; - e = f >>> 8 | 0; - c2 = y[a2 + 52 >> 2]; - i3 = f << 24; - g = d & -16777216; - f = g >>> 24 | 0; - c2 = i3 | g << 8 | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); - w[b2 + 48 | 0] = c2; - w[b2 + 49 | 0] = c2 >>> 8; - w[b2 + 50 | 0] = c2 >>> 16; - w[b2 + 51 | 0] = c2 >>> 24; - c2 = e | f | h; - e = c2 | 0; - w[b2 + 52 | 0] = e; - w[b2 + 53 | 0] = e >>> 8; - w[b2 + 54 | 0] = e >>> 16; - w[b2 + 55 | 0] = e >>> 24; - d = y[a2 + 56 >> 2]; - h = d << 24 | (d & 65280) << 8; - f = d & 16711680; - e = f >>> 8 | 0; - c2 = b2; - i3 = f << 24; - g = d & -16777216; - f = g >>> 24 | 0; - b2 = y[a2 + 60 >> 2]; - b2 = i3 | g << 8 | (((b2 & 255) << 24 | d >>> 8) & -16777216 | ((b2 & 16777215) << 8 | d >>> 24) & 16711680 | (b2 >>> 8 & 65280 | b2 >>> 24)); - w[c2 + 56 | 0] = b2; - w[c2 + 57 | 0] = b2 >>> 8; - w[c2 + 58 | 0] = b2 >>> 16; - w[c2 + 59 | 0] = b2 >>> 24; - b2 = e | f | h; - b2 = b2 | 0; - w[c2 + 60 | 0] = b2; - w[c2 + 61 | 0] = b2 >>> 8; - w[c2 + 62 | 0] = b2 >>> 16; - w[c2 + 63 | 0] = b2 >>> 24; - ga(j, 704); - ga(a2, 208); - T = j + 704 | 0; - } - function Mc(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0; - f = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); - r = f ^ 1886610805; - g = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); - s2 = g ^ 1936682341; - f = f ^ 1852142177; - h = g ^ 1819895653; - p = c2; - v2 = c2 & 7; - g = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); - t2 = g ^ 1852075885; - c2 = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); - u = c2 ^ 1685025377; - i3 = g ^ 2037671283; - g = c2 ^ 1952801890; - c2 = p & -8; - if (c2) { - l = b2 + c2 | 0; - while (1) { - q = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - o2 = g ^ q; - c2 = o2 + h | 0; - k = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - d = i3 ^ k; - e = f + d | 0; - i3 = e; - c2 = e >>> 0 < d >>> 0 ? c2 + 1 | 0 : c2; - m2 = c2; - c2 = s2 + u | 0; - h = r + t2 | 0; - c2 = h >>> 0 < t2 >>> 0 ? c2 + 1 | 0 : c2; - f = ve(t2, u, 13) ^ h; - n2 = i3 + f | 0; - g = c2; - e = c2 ^ U; - c2 = m2 + e | 0; - c2 = f >>> 0 > n2 >>> 0 ? c2 + 1 | 0 : c2; - f = ve(f, e, 17) ^ n2; - j = c2; - e = c2 ^ U; - r = ve(f, e, 13); - s2 = U; - c2 = ve(d, o2, 16); - d = m2 ^ U; - o2 = c2 ^ i3; - g = ve(h, g, 32); - h = o2 + g | 0; - c2 = U + d | 0; - g = g >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - c2 = g + e | 0; - i3 = f + h | 0; - c2 = i3 >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - f = i3 ^ r; - m2 = c2; - e = c2 ^ s2; - r = ve(f, e, 17); - s2 = U; - c2 = ve(o2, d, 21); - d = g ^ U; - o2 = c2 ^ h; - g = ve(n2, j, 32); - h = o2 + g | 0; - c2 = U + d | 0; - g = g >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - c2 = g + e | 0; - f = f + h | 0; - c2 = f >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - t2 = f ^ r; - e = c2; - u = c2 ^ s2; - c2 = ve(o2, d, 16); - g = g ^ U; - n2 = g; - c2 = c2 ^ h; - j = ve(c2, g, 21); - h = U; - g = ve(i3, m2, 32); - m2 = g + c2 | 0; - c2 = U + n2 | 0; - i3 = j ^ m2; - c2 = g >>> 0 > m2 >>> 0 ? c2 + 1 | 0 : c2; - g = c2 ^ h; - f = ve(f, e, 32); - h = U; - r = m2 ^ k; - s2 = c2 ^ q; - b2 = b2 + 8 | 0; - if ((l | 0) != (b2 | 0)) { - continue; - } - break; - } - b2 = l; - } - q = 0; - j = p << 24; - a: { - switch (v2 - 1 | 0) { - case 6: - j = j | z[b2 + 6 | 0] << 16; - case 5: - j = j | z[b2 + 5 | 0] << 8; - case 4: - j = j | z[b2 + 4 | 0]; - case 3: - d = z[b2 + 3 | 0]; - c2 = 0; - q = q | d << 24; - j = c2 | j; - case 2: - d = z[b2 + 2 | 0]; - c2 = 0; - q = q | d << 16; - j = c2 | j; - case 1: - d = z[b2 + 1 | 0]; - c2 = 0; - q = q | d << 8; - j = c2 | j; - case 0: - q = z[b2 | 0] | q; - break; - default: - break a; - } - } - b2 = g ^ j; - d = b2; - e = i3 ^ q; - c2 = ve(e, b2, 16); - b2 = U; - d = d + h | 0; - i3 = e + f | 0; - d = i3 >>> 0 < f >>> 0 ? d + 1 | 0 : d; - e = c2 ^ i3; - m2 = d; - d = d ^ b2; - n2 = ve(e, d, 21); - g = U; - c2 = s2 + u | 0; - f = r + t2 | 0; - c2 = f >>> 0 < t2 >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2; - l = e; - e = ve(f, c2, 32); - h = l + e | 0; - c2 = U + d | 0; - c2 = e >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - e = h ^ n2; - d = g; - g = c2; - d = d ^ c2; - p = ve(e, d, 16); - n2 = U; - c2 = i3; - l = ve(t2, u, 13) ^ f; - i3 = l; - f = c2 + i3 | 0; - k = U ^ b2; - c2 = k + m2 | 0; - m2 = e; - b2 = f; - c2 = b2 >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - e = ve(b2, c2, 32); - i3 = m2 + e | 0; - d = U + d | 0; - f = i3 ^ p; - m2 = e >>> 0 > i3 >>> 0 ? d + 1 | 0 : d; - e = m2 ^ n2; - o2 = ve(f, e, 21); - n2 = U; - l = ve(l, k, 17) ^ b2; - b2 = l; - d = b2 + h | 0; - k = U ^ c2; - c2 = k + g | 0; - c2 = b2 >>> 0 > d >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2; - g = f; - f = ve(d, c2, 32); - h = g + f | 0; - c2 = U + e | 0; - g = f >>> 0 > h >>> 0 ? c2 + 1 | 0 : c2; - c2 = g ^ n2; - p = c2; - o2 = h ^ o2; - n2 = ve(o2, c2, 16); - f = U; - l = ve(l, k, 13) ^ d; - c2 = l; - e = c2 + i3 | 0; - k = b2 ^ U; - d = k + m2 | 0; - d = c2 >>> 0 > e >>> 0 ? d + 1 | 0 : d; - b2 = ve(e, d, 32); - c2 = p + U | 0; - i3 = f; - b2 = o2 + (b2 ^ 255) | 0; - f = b2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = i3 ^ f; - p = c2; - i3 = b2; - o2 = n2 ^ b2; - n2 = ve(o2, c2, 21); - m2 = U; - l = ve(l, k, 17) ^ e; - b2 = h ^ q; - e = l + b2 | 0; - k = d ^ U; - c2 = k + (g ^ j) | 0; - c2 = b2 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = c2; - b2 = ve(e, c2, 32); - c2 = p + U | 0; - b2 = b2 + o2 | 0; - g = b2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - c2 = g ^ m2; - m2 = b2; - j = n2 ^ b2; - n2 = ve(j, c2, 16); - h = U; - l = ve(l, k, 13) ^ e; - e = i3 + l | 0; - k = U ^ d; - d = f + k | 0; - d = e >>> 0 < i3 >>> 0 ? d + 1 | 0 : d; - b2 = ve(e, d, 32); - c2 = c2 + U | 0; - b2 = b2 + j | 0; - f = b2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - c2 = f ^ h; - j = c2; - h = b2; - p = n2 ^ b2; - n2 = ve(p, c2, 21); - i3 = U; - b2 = ve(l, k, 17); - k = d ^ U; - c2 = g + k | 0; - g = b2 ^ e; - e = m2 + g | 0; - c2 = e >>> 0 < m2 >>> 0 ? c2 + 1 | 0 : c2; - d = c2; - b2 = ve(e, c2, 32); - c2 = j + U | 0; - b2 = b2 + p | 0; - m2 = b2 >>> 0 < p >>> 0 ? c2 + 1 | 0 : c2; - c2 = m2 ^ i3; - i3 = c2; - j = b2; - o2 = n2 ^ b2; - p = ve(o2, c2, 16); - n2 = U; - b2 = ve(g, k, 13); - l = d ^ U; - c2 = f + l | 0; - k = b2 ^ e; - g = h + k | 0; - c2 = g >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - f = c2; - b2 = ve(g, c2, 32); - c2 = i3 + U | 0; - b2 = b2 + o2 | 0; - c2 = b2 >>> 0 < o2 >>> 0 ? c2 + 1 | 0 : c2; - i3 = b2; - e = p ^ b2; - h = c2; - d = c2 ^ n2; - p = ve(e, d, 21); - n2 = U; - b2 = ve(k, l, 17); - l = f ^ U; - c2 = m2 + l | 0; - k = b2 ^ g; - b2 = j + k | 0; - c2 = b2 >>> 0 < j >>> 0 ? c2 + 1 | 0 : c2; - f = e; - e = ve(b2, c2, 32); - m2 = f + e | 0; - d = U + d | 0; - f = m2 ^ p; - g = e >>> 0 > m2 >>> 0 ? d + 1 | 0 : d; - e = g ^ n2; - n2 = ve(f, e, 16); - j = U; - d = ve(k, l, 13); - l = c2 ^ U; - c2 = h + l | 0; - k = b2 ^ d; - d = i3 + k | 0; - c2 = d >>> 0 < i3 >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2; - h = ve(d, c2, 32); - f = h + f | 0; - c2 = U + e | 0; - e = f; - c2 = e >>> 0 < h >>> 0 ? c2 + 1 | 0 : c2; - n2 = ve(n2 ^ e, c2 ^ j, 21); - j = U; - f = ve(k, l, 17); - b2 = b2 ^ U; - f = d ^ f; - h = ve(f, b2, 13); - d = g + b2 | 0; - f = f + m2 | 0; - b2 = U ^ (f >>> 0 < m2 >>> 0 ? d + 1 | 0 : d); - g = b2; - f = f ^ h; - d = ve(f, b2, 17) ^ n2; - b2 = U ^ j; - c2 = c2 + g | 0; - i3 = e; - e = e + f | 0; - c2 = i3 >>> 0 > e >>> 0 ? c2 + 1 | 0 : c2; - d = ve(e, c2, 32) ^ d ^ e; - w[a2 | 0] = d; - w[a2 + 1 | 0] = d >>> 8; - w[a2 + 2 | 0] = d >>> 16; - w[a2 + 3 | 0] = d >>> 24; - b2 = c2 ^ (U ^ b2); - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - return 0; - } - function Ta(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0; - c2 = T - 288 | 0; - T = c2; - f = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); - g = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); - h = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); - i3 = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); - j = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); - k = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); - l = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); - m2 = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); - a2 = y[b2 + 124 >> 2]; - y[c2 + 280 >> 2] = y[b2 + 120 >> 2]; - y[c2 + 284 >> 2] = a2; - a2 = y[b2 + 116 >> 2]; - y[c2 + 272 >> 2] = y[b2 + 112 >> 2]; - y[c2 + 276 >> 2] = a2; - a2 = y[b2 + 100 >> 2]; - y[c2 + 240 >> 2] = y[b2 + 96 >> 2]; - y[c2 + 244 >> 2] = a2; - a2 = y[b2 + 108 >> 2]; - y[c2 + 248 >> 2] = y[b2 + 104 >> 2]; - y[c2 + 252 >> 2] = a2; - a2 = y[b2 + 116 >> 2]; - y[c2 + 224 >> 2] = y[b2 + 112 >> 2]; - y[c2 + 228 >> 2] = a2; - a2 = y[b2 + 124 >> 2]; - y[c2 + 232 >> 2] = y[b2 + 120 >> 2]; - y[c2 + 236 >> 2] = a2; - a2 = c2 + 256 | 0; - fa(a2, c2 + 240 | 0, c2 + 224 | 0); - e = y[c2 + 268 >> 2]; - y[b2 + 120 >> 2] = y[c2 + 264 >> 2]; - y[b2 + 124 >> 2] = e; - e = y[c2 + 260 >> 2]; - y[b2 + 112 >> 2] = y[c2 + 256 >> 2]; - y[b2 + 116 >> 2] = e; - e = y[b2 + 84 >> 2]; - y[c2 + 208 >> 2] = y[b2 + 80 >> 2]; - y[c2 + 212 >> 2] = e; - e = y[b2 + 92 >> 2]; - y[c2 + 216 >> 2] = y[b2 + 88 >> 2]; - y[c2 + 220 >> 2] = e; - e = y[b2 + 100 >> 2]; - y[c2 + 192 >> 2] = y[b2 + 96 >> 2]; - y[c2 + 196 >> 2] = e; - e = y[b2 + 108 >> 2]; - y[c2 + 200 >> 2] = y[b2 + 104 >> 2]; - y[c2 + 204 >> 2] = e; - fa(a2, c2 + 208 | 0, c2 + 192 | 0); - e = y[c2 + 268 >> 2]; - y[b2 + 104 >> 2] = y[c2 + 264 >> 2]; - y[b2 + 108 >> 2] = e; - e = y[c2 + 260 >> 2]; - y[b2 + 96 >> 2] = y[c2 + 256 >> 2]; - y[b2 + 100 >> 2] = e; - e = b2 - -64 | 0; - d = y[e + 4 >> 2]; - y[c2 + 176 >> 2] = y[e >> 2]; - y[c2 + 180 >> 2] = d; - d = y[b2 + 76 >> 2]; - y[c2 + 184 >> 2] = y[b2 + 72 >> 2]; - y[c2 + 188 >> 2] = d; - d = y[b2 + 84 >> 2]; - y[c2 + 160 >> 2] = y[b2 + 80 >> 2]; - y[c2 + 164 >> 2] = d; - d = y[b2 + 92 >> 2]; - y[c2 + 168 >> 2] = y[b2 + 88 >> 2]; - y[c2 + 172 >> 2] = d; - fa(a2, c2 + 176 | 0, c2 + 160 | 0); - d = y[c2 + 268 >> 2]; - y[b2 + 88 >> 2] = y[c2 + 264 >> 2]; - y[b2 + 92 >> 2] = d; - d = y[c2 + 260 >> 2]; - y[b2 + 80 >> 2] = y[c2 + 256 >> 2]; - y[b2 + 84 >> 2] = d; - d = y[b2 + 52 >> 2]; - y[c2 + 144 >> 2] = y[b2 + 48 >> 2]; - y[c2 + 148 >> 2] = d; - d = y[b2 + 60 >> 2]; - y[c2 + 152 >> 2] = y[b2 + 56 >> 2]; - y[c2 + 156 >> 2] = d; - d = y[e + 4 >> 2]; - y[c2 + 128 >> 2] = y[e >> 2]; - y[c2 + 132 >> 2] = d; - d = y[b2 + 76 >> 2]; - y[c2 + 136 >> 2] = y[b2 + 72 >> 2]; - y[c2 + 140 >> 2] = d; - fa(a2, c2 + 144 | 0, c2 + 128 | 0); - d = y[c2 + 268 >> 2]; - y[b2 + 72 >> 2] = y[c2 + 264 >> 2]; - y[b2 + 76 >> 2] = d; - d = y[c2 + 260 >> 2]; - y[e >> 2] = y[c2 + 256 >> 2]; - y[e + 4 >> 2] = d; - d = y[b2 + 36 >> 2]; - y[c2 + 112 >> 2] = y[b2 + 32 >> 2]; - y[c2 + 116 >> 2] = d; - d = y[b2 + 44 >> 2]; - y[c2 + 120 >> 2] = y[b2 + 40 >> 2]; - y[c2 + 124 >> 2] = d; - d = y[b2 + 52 >> 2]; - y[c2 + 96 >> 2] = y[b2 + 48 >> 2]; - y[c2 + 100 >> 2] = d; - d = y[b2 + 60 >> 2]; - y[c2 + 104 >> 2] = y[b2 + 56 >> 2]; - y[c2 + 108 >> 2] = d; - fa(a2, c2 + 112 | 0, c2 + 96 | 0); - d = y[c2 + 268 >> 2]; - y[b2 + 56 >> 2] = y[c2 + 264 >> 2]; - y[b2 + 60 >> 2] = d; - d = y[c2 + 260 >> 2]; - y[b2 + 48 >> 2] = y[c2 + 256 >> 2]; - y[b2 + 52 >> 2] = d; - d = y[b2 + 20 >> 2]; - y[c2 + 80 >> 2] = y[b2 + 16 >> 2]; - y[c2 + 84 >> 2] = d; - d = y[b2 + 28 >> 2]; - y[c2 + 88 >> 2] = y[b2 + 24 >> 2]; - y[c2 + 92 >> 2] = d; - d = y[b2 + 36 >> 2]; - y[c2 + 64 >> 2] = y[b2 + 32 >> 2]; - y[c2 + 68 >> 2] = d; - d = y[b2 + 44 >> 2]; - y[c2 + 72 >> 2] = y[b2 + 40 >> 2]; - y[c2 + 76 >> 2] = d; - fa(a2, c2 + 80 | 0, c2 - -64 | 0); - d = y[c2 + 268 >> 2]; - y[b2 + 40 >> 2] = y[c2 + 264 >> 2]; - y[b2 + 44 >> 2] = d; - d = y[c2 + 260 >> 2]; - y[b2 + 32 >> 2] = y[c2 + 256 >> 2]; - y[b2 + 36 >> 2] = d; - d = y[b2 + 4 >> 2]; - y[c2 + 48 >> 2] = y[b2 >> 2]; - y[c2 + 52 >> 2] = d; - d = y[b2 + 12 >> 2]; - y[c2 + 56 >> 2] = y[b2 + 8 >> 2]; - y[c2 + 60 >> 2] = d; - d = y[b2 + 20 >> 2]; - y[c2 + 32 >> 2] = y[b2 + 16 >> 2]; - y[c2 + 36 >> 2] = d; - d = y[b2 + 28 >> 2]; - y[c2 + 40 >> 2] = y[b2 + 24 >> 2]; - y[c2 + 44 >> 2] = d; - fa(a2, c2 + 48 | 0, c2 + 32 | 0); - d = y[c2 + 268 >> 2]; - y[b2 + 24 >> 2] = y[c2 + 264 >> 2]; - y[b2 + 28 >> 2] = d; - d = y[c2 + 260 >> 2]; - y[b2 + 16 >> 2] = y[c2 + 256 >> 2]; - y[b2 + 20 >> 2] = d; - d = y[c2 + 276 >> 2]; - y[c2 + 16 >> 2] = y[c2 + 272 >> 2]; - y[c2 + 20 >> 2] = d; - d = y[c2 + 284 >> 2]; - y[c2 + 24 >> 2] = y[c2 + 280 >> 2]; - y[c2 + 28 >> 2] = d; - d = y[b2 + 4 >> 2]; - y[c2 >> 2] = y[b2 >> 2]; - y[c2 + 4 >> 2] = d; - d = y[b2 + 12 >> 2]; - y[c2 + 8 >> 2] = y[b2 + 8 >> 2]; - y[c2 + 12 >> 2] = d; - fa(a2, c2 + 16 | 0, c2); - a2 = y[c2 + 268 >> 2]; - y[b2 + 8 >> 2] = y[c2 + 264 >> 2]; - y[b2 + 12 >> 2] = a2; - a2 = y[c2 + 260 >> 2]; - y[b2 >> 2] = y[c2 + 256 >> 2]; - y[b2 + 4 >> 2] = a2; - y[b2 + 12 >> 2] = y[b2 + 12 >> 2] ^ l; - y[b2 + 8 >> 2] = y[b2 + 8 >> 2] ^ k; - y[b2 + 4 >> 2] = y[b2 + 4 >> 2] ^ j; - y[b2 >> 2] = y[b2 >> 2] ^ m2; - y[e >> 2] = y[e >> 2] ^ i3; - y[b2 + 68 >> 2] = y[b2 + 68 >> 2] ^ h; - y[b2 + 72 >> 2] = y[b2 + 72 >> 2] ^ g; - y[b2 + 76 >> 2] = y[b2 + 76 >> 2] ^ f; - T = c2 + 288 | 0; - } - function Xa(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; - d = T - 480 | 0; - T = d; - c2 = z[b2 | 0]; - w[d + 289 | 0] = c2 >>> 4; - w[d + 288 | 0] = c2 & 15; - c2 = z[b2 + 1 | 0]; - w[d + 291 | 0] = c2 >>> 4; - w[d + 290 | 0] = c2 & 15; - c2 = z[b2 + 2 | 0]; - w[d + 293 | 0] = c2 >>> 4; - w[d + 292 | 0] = c2 & 15; - c2 = z[b2 + 3 | 0]; - w[d + 295 | 0] = c2 >>> 4; - w[d + 294 | 0] = c2 & 15; - c2 = z[b2 + 4 | 0]; - w[d + 297 | 0] = c2 >>> 4; - w[d + 296 | 0] = c2 & 15; - c2 = z[b2 + 5 | 0]; - w[d + 299 | 0] = c2 >>> 4; - w[d + 298 | 0] = c2 & 15; - c2 = z[b2 + 6 | 0]; - w[d + 301 | 0] = c2 >>> 4; - w[d + 300 | 0] = c2 & 15; - c2 = z[b2 + 7 | 0]; - w[d + 303 | 0] = c2 >>> 4; - w[d + 302 | 0] = c2 & 15; - c2 = z[b2 + 8 | 0]; - w[d + 305 | 0] = c2 >>> 4; - w[d + 304 | 0] = c2 & 15; - c2 = z[b2 + 9 | 0]; - w[d + 307 | 0] = c2 >>> 4; - w[d + 306 | 0] = c2 & 15; - c2 = z[b2 + 10 | 0]; - w[d + 309 | 0] = c2 >>> 4; - w[d + 308 | 0] = c2 & 15; - c2 = z[b2 + 11 | 0]; - w[d + 311 | 0] = c2 >>> 4; - w[d + 310 | 0] = c2 & 15; - c2 = z[b2 + 12 | 0]; - w[d + 313 | 0] = c2 >>> 4; - w[d + 312 | 0] = c2 & 15; - c2 = z[b2 + 13 | 0]; - w[d + 315 | 0] = c2 >>> 4; - w[d + 314 | 0] = c2 & 15; - c2 = z[b2 + 14 | 0]; - w[d + 317 | 0] = c2 >>> 4; - w[d + 316 | 0] = c2 & 15; - c2 = z[b2 + 15 | 0]; - w[d + 319 | 0] = c2 >>> 4; - w[d + 318 | 0] = c2 & 15; - c2 = z[b2 + 16 | 0]; - w[d + 321 | 0] = c2 >>> 4; - w[d + 320 | 0] = c2 & 15; - c2 = z[b2 + 17 | 0]; - w[d + 323 | 0] = c2 >>> 4; - w[d + 322 | 0] = c2 & 15; - c2 = z[b2 + 18 | 0]; - w[d + 325 | 0] = c2 >>> 4; - w[d + 324 | 0] = c2 & 15; - c2 = z[b2 + 19 | 0]; - w[d + 327 | 0] = c2 >>> 4; - w[d + 326 | 0] = c2 & 15; - c2 = z[b2 + 20 | 0]; - w[d + 329 | 0] = c2 >>> 4; - w[d + 328 | 0] = c2 & 15; - c2 = z[b2 + 21 | 0]; - w[d + 331 | 0] = c2 >>> 4; - w[d + 330 | 0] = c2 & 15; - c2 = z[b2 + 22 | 0]; - w[d + 333 | 0] = c2 >>> 4; - w[d + 332 | 0] = c2 & 15; - c2 = z[b2 + 23 | 0]; - w[d + 335 | 0] = c2 >>> 4; - w[d + 334 | 0] = c2 & 15; - c2 = z[b2 + 24 | 0]; - w[d + 337 | 0] = c2 >>> 4; - w[d + 336 | 0] = c2 & 15; - c2 = z[b2 + 25 | 0]; - w[d + 339 | 0] = c2 >>> 4; - w[d + 338 | 0] = c2 & 15; - c2 = z[b2 + 26 | 0]; - w[d + 341 | 0] = c2 >>> 4; - w[d + 340 | 0] = c2 & 15; - c2 = z[b2 + 27 | 0]; - w[d + 343 | 0] = c2 >>> 4; - w[d + 342 | 0] = c2 & 15; - c2 = z[b2 + 28 | 0]; - w[d + 345 | 0] = c2 >>> 4; - w[d + 344 | 0] = c2 & 15; - c2 = z[b2 + 29 | 0]; - w[d + 347 | 0] = c2 >>> 4; - w[d + 346 | 0] = c2 & 15; - c2 = z[b2 + 30 | 0]; - w[d + 349 | 0] = c2 >>> 4; - w[d + 348 | 0] = c2 & 15; - b2 = z[b2 + 31 | 0]; - w[d + 351 | 0] = b2 >>> 4; - w[d + 350 | 0] = b2 & 15; - b2 = 0; - while (1) { - e = (d + 288 | 0) + f | 0; - b2 = z[e | 0] + b2 | 0; - c2 = b2 + 8 | 0; - w[e | 0] = b2 - (c2 & 240); - b2 = z[e + 1 | 0] + (c2 << 24 >> 24 >> 4) | 0; - c2 = b2 + 8 | 0; - w[e + 1 | 0] = b2 - (c2 & 240); - b2 = z[e + 2 | 0] + (c2 << 24 >> 24 >> 4) | 0; - c2 = b2 + 8 | 0; - w[e + 2 | 0] = b2 - (c2 & 240); - b2 = c2 << 24 >> 24 >> 4; - f = f + 3 | 0; - if ((f | 0) != 63) { - continue; - } - break; - } - w[d + 351 | 0] = z[d + 351 | 0] + b2; - y[a2 + 32 >> 2] = 0; - y[a2 + 36 >> 2] = 0; - y[a2 + 24 >> 2] = 0; - y[a2 + 28 >> 2] = 0; - y[a2 + 16 >> 2] = 0; - y[a2 + 20 >> 2] = 0; - y[a2 + 8 >> 2] = 0; - y[a2 + 12 >> 2] = 0; - y[a2 >> 2] = 0; - y[a2 + 4 >> 2] = 0; - y[a2 + 44 >> 2] = 0; - y[a2 + 48 >> 2] = 0; - f = a2 + 40 | 0; - y[f >> 2] = 1; - y[a2 + 52 >> 2] = 0; - y[a2 + 56 >> 2] = 0; - y[a2 + 60 >> 2] = 0; - y[a2 + 64 >> 2] = 0; - y[a2 + 68 >> 2] = 0; - y[a2 + 72 >> 2] = 0; - y[a2 + 76 >> 2] = 0; - y[a2 + 80 >> 2] = 1; - o(a2 + 84 | 0, 0, 76); - l = a2 + 120 | 0; - c2 = a2 + 80 | 0; - g = d + 208 | 0; - k = d + 168 | 0; - h = d + 248 | 0; - b2 = 1; - while (1) { - e = d + 8 | 0; - Pb(e, b2 >>> 1 | 0, w[(d + 288 | 0) + b2 | 0]); - i3 = d + 128 | 0; - lb(i3, a2, e); - ea(a2, i3, h); - ea(f, k, g); - ea(c2, g, h); - ea(l, i3, k); - e = b2 >>> 0 < 62; - b2 = b2 + 2 | 0; - if (e) { - continue; - } - break; - } - b2 = y[a2 + 36 >> 2]; - y[d + 392 >> 2] = y[a2 + 32 >> 2]; - y[d + 396 >> 2] = b2; - b2 = y[a2 + 28 >> 2]; - y[d + 384 >> 2] = y[a2 + 24 >> 2]; - y[d + 388 >> 2] = b2; - b2 = y[a2 + 20 >> 2]; - y[d + 376 >> 2] = y[a2 + 16 >> 2]; - y[d + 380 >> 2] = b2; - b2 = y[a2 + 12 >> 2]; - y[d + 368 >> 2] = y[a2 + 8 >> 2]; - y[d + 372 >> 2] = b2; - b2 = y[a2 + 4 >> 2]; - y[d + 360 >> 2] = y[a2 >> 2]; - y[d + 364 >> 2] = b2; - b2 = y[f + 4 >> 2]; - y[d + 400 >> 2] = y[f >> 2]; - y[d + 404 >> 2] = b2; - b2 = y[f + 12 >> 2]; - y[d + 408 >> 2] = y[f + 8 >> 2]; - y[d + 412 >> 2] = b2; - b2 = y[f + 20 >> 2]; - y[d + 416 >> 2] = y[f + 16 >> 2]; - y[d + 420 >> 2] = b2; - b2 = y[f + 28 >> 2]; - y[d + 424 >> 2] = y[f + 24 >> 2]; - y[d + 428 >> 2] = b2; - b2 = y[f + 36 >> 2]; - y[d + 432 >> 2] = y[f + 32 >> 2]; - y[d + 436 >> 2] = b2; - b2 = y[c2 + 4 >> 2]; - y[d + 440 >> 2] = y[c2 >> 2]; - y[d + 444 >> 2] = b2; - b2 = y[c2 + 12 >> 2]; - y[d + 448 >> 2] = y[c2 + 8 >> 2]; - y[d + 452 >> 2] = b2; - b2 = y[c2 + 20 >> 2]; - y[d + 456 >> 2] = y[c2 + 16 >> 2]; - y[d + 460 >> 2] = b2; - b2 = y[c2 + 28 >> 2]; - y[d + 464 >> 2] = y[c2 + 24 >> 2]; - y[d + 468 >> 2] = b2; - b2 = y[c2 + 36 >> 2]; - y[d + 472 >> 2] = y[c2 + 32 >> 2]; - y[d + 476 >> 2] = b2; - j = d + 360 | 0; - ya(i3, j); - ea(j, i3, h); - e = d + 400 | 0; - ea(e, k, g); - b2 = d + 440 | 0; - ea(b2, g, h); - ya(i3, j); - ea(j, i3, h); - ea(e, k, g); - ea(b2, g, h); - ya(i3, j); - ea(j, i3, h); - ea(e, k, g); - ea(b2, g, h); - ya(i3, j); - ea(a2, i3, h); - ea(f, k, g); - ea(c2, g, h); - ea(l, i3, k); - b2 = 0; - while (1) { - e = d + 8 | 0; - Pb(e, b2 >>> 1 | 0, w[(d + 288 | 0) + b2 | 0]); - j = d + 128 | 0; - lb(j, a2, e); - ea(a2, j, h); - ea(f, k, g); - ea(c2, g, h); - ea(l, j, k); - e = b2 >>> 0 < 62; - b2 = b2 + 2 | 0; - if (e) { - continue; - } - break; - } - T = d + 480 | 0; - } - function wb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0; - g = T + -64 | 0; - T = g; - a: { - if ((c2 - 65 & 255) >>> 0 > 191) { - f = -1; - if (!(z[a2 + 80 | 0] | z[a2 + 81 | 0] << 8 | (z[a2 + 82 | 0] << 16 | z[a2 + 83 | 0] << 24) | (z[a2 + 84 | 0] | z[a2 + 85 | 0] << 8 | (z[a2 + 86 | 0] << 16 | z[a2 + 87 | 0] << 24)))) { - h = z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24); - if (h >>> 0 >= 129) { - d = a2 - -64 | 0; - e = z[d | 0] | z[d + 1 | 0] << 8 | (z[d + 2 | 0] << 16 | z[d + 3 | 0] << 24); - f = z[d + 4 | 0] | z[d + 5 | 0] << 8 | (z[d + 6 | 0] << 16 | z[d + 7 | 0] << 24); - i3 = f; - h = e + 128 | 0; - f = h >>> 0 < 128 ? f + 1 | 0 : f; - w[d | 0] = h; - w[d + 1 | 0] = h >>> 8; - w[d + 2 | 0] = h >>> 16; - w[d + 3 | 0] = h >>> 24; - w[d + 4 | 0] = f; - w[d + 5 | 0] = f >>> 8; - w[d + 6 | 0] = f >>> 16; - w[d + 7 | 0] = f >>> 24; - f = z[a2 + 76 | 0] | z[a2 + 77 | 0] << 8 | (z[a2 + 78 | 0] << 16 | z[a2 + 79 | 0] << 24); - d = (i3 | 0) == -1 & e >>> 0 > 4294967167; - e = d + (z[a2 + 72 | 0] | z[a2 + 73 | 0] << 8 | (z[a2 + 74 | 0] << 16 | z[a2 + 75 | 0] << 24)) | 0; - f = d >>> 0 > e >>> 0 ? f + 1 | 0 : f; - w[a2 + 72 | 0] = e; - w[a2 + 73 | 0] = e >>> 8; - w[a2 + 74 | 0] = e >>> 16; - w[a2 + 75 | 0] = e >>> 24; - w[a2 + 76 | 0] = f; - w[a2 + 77 | 0] = f >>> 8; - w[a2 + 78 | 0] = f >>> 16; - w[a2 + 79 | 0] = f >>> 24; - f = a2 + 96 | 0; - fb(a2, f); - d = (z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24)) - 128 | 0; - w[a2 + 352 | 0] = d; - w[a2 + 353 | 0] = d >>> 8; - w[a2 + 354 | 0] = d >>> 16; - w[a2 + 355 | 0] = d >>> 24; - if (d >>> 0 >= 129) { - break a; - } - if (d) { - t(f, a2 + 224 | 0, d); - } - h = z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24); - } - d = a2 - -64 | 0; - f = z[d | 0] | z[d + 1 | 0] << 8 | (z[d + 2 | 0] << 16 | z[d + 3 | 0] << 24); - j = z[d + 4 | 0] | z[d + 5 | 0] << 8 | (z[d + 6 | 0] << 16 | z[d + 7 | 0] << 24); - e = j; - i3 = f + h | 0; - e = i3 >>> 0 < h >>> 0 ? e + 1 | 0 : e; - w[d | 0] = i3; - w[d + 1 | 0] = i3 >>> 8; - w[d + 2 | 0] = i3 >>> 16; - w[d + 3 | 0] = i3 >>> 24; - w[d + 4 | 0] = e; - w[d + 5 | 0] = e >>> 8; - w[d + 6 | 0] = e >>> 16; - w[d + 7 | 0] = e >>> 24; - d = (e | 0) == (j | 0) & f >>> 0 > i3 >>> 0 | e >>> 0 < j >>> 0; - f = z[a2 + 76 | 0] | z[a2 + 77 | 0] << 8 | (z[a2 + 78 | 0] << 16 | z[a2 + 79 | 0] << 24); - e = d + (z[a2 + 72 | 0] | z[a2 + 73 | 0] << 8 | (z[a2 + 74 | 0] << 16 | z[a2 + 75 | 0] << 24)) | 0; - f = e >>> 0 < d >>> 0 ? f + 1 | 0 : f; - w[a2 + 72 | 0] = e; - w[a2 + 73 | 0] = e >>> 8; - w[a2 + 74 | 0] = e >>> 16; - w[a2 + 75 | 0] = e >>> 24; - w[a2 + 76 | 0] = f; - w[a2 + 77 | 0] = f >>> 8; - w[a2 + 78 | 0] = f >>> 16; - w[a2 + 79 | 0] = f >>> 24; - if (z[a2 + 356 | 0]) { - w[a2 + 88 | 0] = 255; - w[a2 + 89 | 0] = 255; - w[a2 + 90 | 0] = 255; - w[a2 + 91 | 0] = 255; - w[a2 + 92 | 0] = 255; - w[a2 + 93 | 0] = 255; - w[a2 + 94 | 0] = 255; - w[a2 + 95 | 0] = 255; - } - w[a2 + 80 | 0] = 255; - w[a2 + 81 | 0] = 255; - w[a2 + 82 | 0] = 255; - w[a2 + 83 | 0] = 255; - w[a2 + 84 | 0] = 255; - w[a2 + 85 | 0] = 255; - w[a2 + 86 | 0] = 255; - w[a2 + 87 | 0] = 255; - d = a2 + 96 | 0; - f = 0; - e = 256 - h | 0; - if (e) { - o(d + h | 0, 0, e); - } - fb(a2, d); - e = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); - y[g >> 2] = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); - y[g + 4 >> 2] = e; - e = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); - y[g + 8 >> 2] = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); - y[g + 12 >> 2] = e; - e = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); - y[g + 16 >> 2] = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); - y[g + 20 >> 2] = e; - e = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); - y[g + 24 >> 2] = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); - y[g + 28 >> 2] = e; - e = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); - y[g + 32 >> 2] = z[a2 + 32 | 0] | z[a2 + 33 | 0] << 8 | (z[a2 + 34 | 0] << 16 | z[a2 + 35 | 0] << 24); - y[g + 36 >> 2] = e; - e = z[a2 + 44 | 0] | z[a2 + 45 | 0] << 8 | (z[a2 + 46 | 0] << 16 | z[a2 + 47 | 0] << 24); - y[g + 40 >> 2] = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); - y[g + 44 >> 2] = e; - e = z[a2 + 52 | 0] | z[a2 + 53 | 0] << 8 | (z[a2 + 54 | 0] << 16 | z[a2 + 55 | 0] << 24); - y[g + 48 >> 2] = z[a2 + 48 | 0] | z[a2 + 49 | 0] << 8 | (z[a2 + 50 | 0] << 16 | z[a2 + 51 | 0] << 24); - y[g + 52 >> 2] = e; - e = z[a2 + 60 | 0] | z[a2 + 61 | 0] << 8 | (z[a2 + 62 | 0] << 16 | z[a2 + 63 | 0] << 24); - y[g + 56 >> 2] = z[a2 + 56 | 0] | z[a2 + 57 | 0] << 8 | (z[a2 + 58 | 0] << 16 | z[a2 + 59 | 0] << 24); - y[g + 60 >> 2] = e; - if (c2) { - t(b2, g, c2); - } - ga(a2, 64); - ga(d, 256); - } - T = g - -64 | 0; - return f; - } - ja(); - s(); - } - Q(1268, 1130, 306, 1074); - s(); - } - function Dc(a2) { - a2 = a2 | 0; - var b2 = 0, c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0; - a: { - if (!a2) { - break a; - } - d = a2 - 8 | 0; - b2 = y[a2 - 4 >> 2]; - a2 = b2 & -8; - f = d + a2 | 0; - b: { - if (b2 & 1) { - break b; - } - if (!(b2 & 2)) { - break a; - } - b2 = y[d >> 2]; - d = d - b2 | 0; - if (d >>> 0 < B[10053]) { - break a; - } - a2 = a2 + b2 | 0; - c: { - d: { - e: { - if (y[10054] != (d | 0)) { - c2 = y[d + 12 >> 2]; - if (b2 >>> 0 <= 255) { - e = y[d + 8 >> 2]; - if ((e | 0) != (c2 | 0)) { - break e; - } - j = 40196, k = y[10049] & ue(-2, b2 >>> 3 | 0), y[j >> 2] = k; - break b; - } - h = y[d + 24 >> 2]; - if ((c2 | 0) != (d | 0)) { - b2 = y[d + 8 >> 2]; - y[b2 + 12 >> 2] = c2; - y[c2 + 8 >> 2] = b2; - break c; - } - e = y[d + 20 >> 2]; - if (e) { - b2 = d + 20 | 0; - } else { - e = y[d + 16 >> 2]; - if (!e) { - break d; - } - b2 = d + 16 | 0; - } - while (1) { - g = b2; - c2 = e; - b2 = c2 + 20 | 0; - e = y[c2 + 20 >> 2]; - if (e) { - continue; - } - b2 = c2 + 16 | 0; - e = y[c2 + 16 >> 2]; - if (e) { - continue; - } - break; - } - y[g >> 2] = 0; - break c; - } - b2 = y[f + 4 >> 2]; - if ((b2 & 3) != 3) { - break b; - } - y[10051] = a2; - y[f + 4 >> 2] = b2 & -2; - y[d + 4 >> 2] = a2 | 1; - y[f >> 2] = a2; - return; - } - y[e + 12 >> 2] = c2; - y[c2 + 8 >> 2] = e; - break b; - } - c2 = 0; - } - if (!h) { - break b; - } - b2 = y[d + 28 >> 2]; - e = b2 << 2; - f: { - if (y[e + 40500 >> 2] == (d | 0)) { - y[e + 40500 >> 2] = c2; - if (c2) { - break f; - } - j = 40200, k = y[10050] & ue(-2, b2), y[j >> 2] = k; - break b; - } - g: { - if (y[h + 16 >> 2] == (d | 0)) { - y[h + 16 >> 2] = c2; - break g; - } - y[h + 20 >> 2] = c2; - } - if (!c2) { - break b; - } - } - y[c2 + 24 >> 2] = h; - b2 = y[d + 16 >> 2]; - if (b2) { - y[c2 + 16 >> 2] = b2; - y[b2 + 24 >> 2] = c2; - } - b2 = y[d + 20 >> 2]; - if (!b2) { - break b; - } - y[c2 + 20 >> 2] = b2; - y[b2 + 24 >> 2] = c2; - } - if (d >>> 0 >= f >>> 0) { - break a; - } - b2 = y[f + 4 >> 2]; - if (!(b2 & 1)) { - break a; - } - h: { - i: { - j: { - k: { - if (!(b2 & 2)) { - if (y[10055] == (f | 0)) { - y[10055] = d; - a2 = y[10052] + a2 | 0; - y[10052] = a2; - y[d + 4 >> 2] = a2 | 1; - if (y[10054] != (d | 0)) { - break a; - } - y[10051] = 0; - y[10054] = 0; - return; - } - i3 = y[10054]; - if ((i3 | 0) == (f | 0)) { - y[10054] = d; - a2 = y[10051] + a2 | 0; - y[10051] = a2; - y[d + 4 >> 2] = a2 | 1; - y[a2 + d >> 2] = a2; - return; - } - a2 = (b2 & -8) + a2 | 0; - c2 = y[f + 12 >> 2]; - if (b2 >>> 0 <= 255) { - e = y[f + 8 >> 2]; - if ((e | 0) == (c2 | 0)) { - j = 40196, k = y[10049] & ue(-2, b2 >>> 3 | 0), y[j >> 2] = k; - break i; - } - y[e + 12 >> 2] = c2; - y[c2 + 8 >> 2] = e; - break i; - } - h = y[f + 24 >> 2]; - if ((c2 | 0) != (f | 0)) { - b2 = y[f + 8 >> 2]; - y[b2 + 12 >> 2] = c2; - y[c2 + 8 >> 2] = b2; - break j; - } - e = y[f + 20 >> 2]; - if (e) { - b2 = f + 20 | 0; - } else { - e = y[f + 16 >> 2]; - if (!e) { - break k; - } - b2 = f + 16 | 0; - } - while (1) { - g = b2; - c2 = e; - b2 = c2 + 20 | 0; - e = y[c2 + 20 >> 2]; - if (e) { - continue; - } - b2 = c2 + 16 | 0; - e = y[c2 + 16 >> 2]; - if (e) { - continue; - } - break; - } - y[g >> 2] = 0; - break j; - } - y[f + 4 >> 2] = b2 & -2; - y[d + 4 >> 2] = a2 | 1; - y[a2 + d >> 2] = a2; - break h; - } - c2 = 0; - } - if (!h) { - break i; - } - b2 = y[f + 28 >> 2]; - e = b2 << 2; - l: { - if (y[e + 40500 >> 2] == (f | 0)) { - y[e + 40500 >> 2] = c2; - if (c2) { - break l; - } - j = 40200, k = y[10050] & ue(-2, b2), y[j >> 2] = k; - break i; - } - m: { - if (y[h + 16 >> 2] == (f | 0)) { - y[h + 16 >> 2] = c2; - break m; - } - y[h + 20 >> 2] = c2; - } - if (!c2) { - break i; - } - } - y[c2 + 24 >> 2] = h; - b2 = y[f + 16 >> 2]; - if (b2) { - y[c2 + 16 >> 2] = b2; - y[b2 + 24 >> 2] = c2; - } - b2 = y[f + 20 >> 2]; - if (!b2) { - break i; - } - y[c2 + 20 >> 2] = b2; - y[b2 + 24 >> 2] = c2; - } - y[d + 4 >> 2] = a2 | 1; - y[a2 + d >> 2] = a2; - if ((d | 0) != (i3 | 0)) { - break h; - } - y[10051] = a2; - return; - } - if (a2 >>> 0 <= 255) { - b2 = (a2 & 248) + 40236 | 0; - e = y[10049]; - a2 = 1 << (a2 >>> 3); - n: { - if (!(e & a2)) { - y[10049] = a2 | e; - a2 = b2; - break n; - } - a2 = y[b2 + 8 >> 2]; - } - y[b2 + 8 >> 2] = d; - y[a2 + 12 >> 2] = d; - y[d + 12 >> 2] = b2; - y[d + 8 >> 2] = a2; - return; - } - c2 = 31; - if (a2 >>> 0 <= 16777215) { - b2 = H(a2 >>> 8 | 0); - c2 = (a2 >>> 38 - b2 & 1 | b2 << 1) ^ 62; - } - y[d + 28 >> 2] = c2; - y[d + 16 >> 2] = 0; - y[d + 20 >> 2] = 0; - b2 = (c2 << 2) + 40500 | 0; - o: { - p: { - e = y[10050]; - g = 1 << c2; - q: { - if (!(e & g)) { - y[10050] = e | g; - y[b2 >> 2] = d; - c2 = 24; - break q; - } - c2 = a2 << ((c2 | 0) != 31 ? 25 - (c2 >>> 1 | 0) | 0 : 0); - b2 = y[b2 >> 2]; - while (1) { - e = b2; - if ((y[b2 + 4 >> 2] & -8) == (a2 | 0)) { - break p; - } - b2 = c2 >>> 29 | 0; - c2 = c2 << 1; - g = (b2 & 4) + e | 0; - b2 = y[g + 16 >> 2]; - if (b2) { - continue; - } - break; - } - y[g + 16 >> 2] = d; - b2 = e; - c2 = 24; - } - e = d; - g = d; - a2 = 8; - break o; - } - b2 = y[e + 8 >> 2]; - y[b2 + 12 >> 2] = d; - y[e + 8 >> 2] = d; - c2 = 8; - g = 0; - a2 = 24; - } - y[c2 + d >> 2] = b2; - y[d + 12 >> 2] = e; - y[a2 + d >> 2] = g; - a2 = y[10057] - 1 | 0; - y[10057] = a2 ? a2 : -1; - } - } - function Rb(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0, B2 = 0; - d = T - 320 | 0; - T = d; - j = a2 + 40 | 0; - Sb(j, b2); - y[a2 + 84 >> 2] = 0; - y[a2 + 88 >> 2] = 0; - y[a2 + 80 >> 2] = 1; - y[a2 + 92 >> 2] = 0; - y[a2 + 96 >> 2] = 0; - y[a2 + 100 >> 2] = 0; - y[a2 + 104 >> 2] = 0; - y[a2 + 108 >> 2] = 0; - y[a2 + 112 >> 2] = 0; - y[a2 + 116 >> 2] = 0; - i3 = d + 240 | 0; - da(i3, j); - g = d + 192 | 0; - ea(g, i3, 1328); - l = -1; - k = y[d + 240 >> 2] - 1 | 0; - y[d + 240 >> 2] = k; - y[d + 192 >> 2] = y[d + 192 >> 2] + 1; - m2 = y[d + 244 >> 2]; - n2 = y[d + 248 >> 2]; - o2 = y[d + 252 >> 2]; - p = y[d + 256 >> 2]; - q = y[d + 260 >> 2]; - r = y[d + 264 >> 2]; - s2 = y[d + 268 >> 2]; - t2 = y[d + 272 >> 2]; - u = y[d + 276 >> 2]; - h = d + 144 | 0; - da(h, g); - ea(h, h, g); - da(a2, h); - ea(a2, a2, g); - ea(a2, a2, i3); - e = T - 144 | 0; - T = e; - f = e + 96 | 0; - da(f, a2); - c2 = e + 48 | 0; - da(c2, f); - da(c2, c2); - ea(c2, a2, c2); - ea(f, f, c2); - da(f, f); - ea(f, c2, f); - da(c2, f); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - ea(f, c2, f); - da(c2, f); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - ea(c2, c2, f); - da(e, c2); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - da(e, e); - ea(c2, e, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - ea(f, c2, f); - da(c2, f); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - ea(c2, c2, f); - da(e, c2); - c2 = 1; - while (1) { - da(e, e); - c2 = c2 + 1 | 0; - if ((c2 | 0) != 100) { - continue; - } - break; - } - c2 = e + 48 | 0; - ea(c2, e, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - f = e + 96 | 0; - ea(f, c2, f); - da(f, f); - da(f, f); - ea(a2, f, a2); - T = e + 144 | 0; - ea(a2, a2, h); - ea(a2, a2, i3); - c2 = d + 96 | 0; - da(c2, a2); - ea(c2, c2, g); - c2 = y[d + 132 >> 2]; - y[d + 84 >> 2] = c2 - u; - e = y[d + 128 >> 2]; - y[d + 80 >> 2] = e - t2; - f = y[d + 124 >> 2]; - y[d + 76 >> 2] = f - s2; - g = y[d + 120 >> 2]; - y[d + 72 >> 2] = g - r; - h = y[d + 116 >> 2]; - y[d + 68 >> 2] = h - q; - i3 = y[d + 112 >> 2]; - y[d + 64 >> 2] = i3 - p; - v2 = y[d + 108 >> 2]; - y[d + 60 >> 2] = v2 - o2; - x2 = y[d + 104 >> 2]; - y[d + 56 >> 2] = x2 - n2; - A2 = y[d + 100 >> 2]; - y[d + 52 >> 2] = A2 - m2; - B2 = y[d + 96 >> 2]; - y[d + 48 >> 2] = B2 - k; - qa(d, d + 48 | 0); - a: { - if (!Fa(d, 32)) { - y[d + 36 >> 2] = c2 + u; - y[d + 32 >> 2] = e + t2; - y[d + 28 >> 2] = f + s2; - y[d + 24 >> 2] = g + r; - y[d + 20 >> 2] = h + q; - y[d + 16 >> 2] = i3 + p; - y[d + 12 >> 2] = o2 + v2; - y[d + 8 >> 2] = n2 + x2; - y[d + 4 >> 2] = m2 + A2; - y[d >> 2] = k + B2; - c2 = d + 288 | 0; - qa(c2, d); - if (!Fa(c2, 32)) { - break a; - } - ea(a2, a2, 1376); - } - qa(d + 288 | 0, a2); - if ((w[d + 288 | 0] & 1) == (z[b2 + 31 | 0] >>> 7 | 0)) { - y[a2 >> 2] = 0 - y[a2 >> 2]; - y[a2 + 36 >> 2] = 0 - y[a2 + 36 >> 2]; - y[a2 + 32 >> 2] = 0 - y[a2 + 32 >> 2]; - y[a2 + 28 >> 2] = 0 - y[a2 + 28 >> 2]; - y[a2 + 24 >> 2] = 0 - y[a2 + 24 >> 2]; - y[a2 + 20 >> 2] = 0 - y[a2 + 20 >> 2]; - y[a2 + 16 >> 2] = 0 - y[a2 + 16 >> 2]; - y[a2 + 12 >> 2] = 0 - y[a2 + 12 >> 2]; - y[a2 + 8 >> 2] = 0 - y[a2 + 8 >> 2]; - y[a2 + 4 >> 2] = 0 - y[a2 + 4 >> 2]; - } - ea(a2 + 120 | 0, a2, j); - l = 0; - } - T = d + 320 | 0; - return l; - } - function Db(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, A2 = 0; - d = T - 224 | 0; - T = d; - j = y[c2 + 16 >> 2]; - e = c2 - -64 | 0; - k = y[e >> 2]; - l = y[c2 + 80 >> 2]; - m2 = y[c2 + 32 >> 2]; - n2 = y[c2 + 48 >> 2]; - f = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - o2 = y[c2 + 20 >> 2]; - p = y[c2 + 68 >> 2]; - q = y[c2 + 84 >> 2]; - r = y[c2 + 36 >> 2]; - s2 = y[c2 + 52 >> 2]; - g = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - t2 = y[c2 + 24 >> 2]; - u = y[c2 + 72 >> 2]; - v2 = y[c2 + 88 >> 2]; - x2 = y[c2 + 40 >> 2]; - A2 = y[c2 + 56 >> 2]; - h = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - i3 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - b2 = i3 ^ (y[c2 + 44 >> 2] & y[c2 + 60 >> 2] ^ (y[c2 + 28 >> 2] ^ (y[c2 + 92 >> 2] ^ y[c2 + 76 >> 2]))); - w[a2 + 12 | 0] = b2; - w[a2 + 13 | 0] = b2 >>> 8; - w[a2 + 14 | 0] = b2 >>> 16; - w[a2 + 15 | 0] = b2 >>> 24; - b2 = x2 & A2 ^ (u ^ v2 ^ t2) ^ g; - w[a2 + 8 | 0] = b2; - w[a2 + 9 | 0] = b2 >>> 8; - w[a2 + 10 | 0] = b2 >>> 16; - w[a2 + 11 | 0] = b2 >>> 24; - b2 = r & s2 ^ (p ^ q ^ o2) ^ f; - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - b2 = m2 & n2 ^ (j ^ (k ^ l)) ^ h; - w[a2 | 0] = b2; - w[a2 + 1 | 0] = b2 >>> 8; - w[a2 + 2 | 0] = b2 >>> 16; - w[a2 + 3 | 0] = b2 >>> 24; - a2 = y[c2 + 92 >> 2]; - y[d + 216 >> 2] = y[c2 + 88 >> 2]; - y[d + 220 >> 2] = a2; - a2 = y[c2 + 84 >> 2]; - y[d + 208 >> 2] = y[c2 + 80 >> 2]; - y[d + 212 >> 2] = a2; - a2 = y[e + 4 >> 2]; - y[d + 176 >> 2] = y[e >> 2]; - y[d + 180 >> 2] = a2; - a2 = y[c2 + 76 >> 2]; - y[d + 184 >> 2] = y[c2 + 72 >> 2]; - y[d + 188 >> 2] = a2; - a2 = y[c2 + 84 >> 2]; - y[d + 160 >> 2] = y[c2 + 80 >> 2]; - y[d + 164 >> 2] = a2; - a2 = y[c2 + 92 >> 2]; - y[d + 168 >> 2] = y[c2 + 88 >> 2]; - y[d + 172 >> 2] = a2; - a2 = d + 192 | 0; - fa(a2, d + 176 | 0, d + 160 | 0); - b2 = y[d + 204 >> 2]; - y[c2 + 88 >> 2] = y[d + 200 >> 2]; - y[c2 + 92 >> 2] = b2; - b2 = y[d + 196 >> 2]; - y[c2 + 80 >> 2] = y[d + 192 >> 2]; - y[c2 + 84 >> 2] = b2; - b2 = y[c2 + 52 >> 2]; - y[d + 144 >> 2] = y[c2 + 48 >> 2]; - y[d + 148 >> 2] = b2; - b2 = y[c2 + 60 >> 2]; - y[d + 152 >> 2] = y[c2 + 56 >> 2]; - y[d + 156 >> 2] = b2; - b2 = y[e + 4 >> 2]; - y[d + 128 >> 2] = y[e >> 2]; - y[d + 132 >> 2] = b2; - b2 = y[c2 + 76 >> 2]; - y[d + 136 >> 2] = y[c2 + 72 >> 2]; - y[d + 140 >> 2] = b2; - fa(a2, d + 144 | 0, d + 128 | 0); - b2 = y[d + 204 >> 2]; - y[c2 + 72 >> 2] = y[d + 200 >> 2]; - y[c2 + 76 >> 2] = b2; - b2 = y[d + 196 >> 2]; - y[e >> 2] = y[d + 192 >> 2]; - y[e + 4 >> 2] = b2; - b2 = y[c2 + 36 >> 2]; - y[d + 112 >> 2] = y[c2 + 32 >> 2]; - y[d + 116 >> 2] = b2; - b2 = y[c2 + 44 >> 2]; - y[d + 120 >> 2] = y[c2 + 40 >> 2]; - y[d + 124 >> 2] = b2; - b2 = y[c2 + 52 >> 2]; - y[d + 96 >> 2] = y[c2 + 48 >> 2]; - y[d + 100 >> 2] = b2; - b2 = y[c2 + 60 >> 2]; - y[d + 104 >> 2] = y[c2 + 56 >> 2]; - y[d + 108 >> 2] = b2; - fa(a2, d + 112 | 0, d + 96 | 0); - b2 = y[d + 204 >> 2]; - y[c2 + 56 >> 2] = y[d + 200 >> 2]; - y[c2 + 60 >> 2] = b2; - b2 = y[d + 196 >> 2]; - y[c2 + 48 >> 2] = y[d + 192 >> 2]; - y[c2 + 52 >> 2] = b2; - b2 = y[c2 + 20 >> 2]; - y[d + 80 >> 2] = y[c2 + 16 >> 2]; - y[d + 84 >> 2] = b2; - b2 = y[c2 + 28 >> 2]; - y[d + 88 >> 2] = y[c2 + 24 >> 2]; - y[d + 92 >> 2] = b2; - b2 = y[c2 + 36 >> 2]; - y[d + 64 >> 2] = y[c2 + 32 >> 2]; - y[d + 68 >> 2] = b2; - b2 = y[c2 + 44 >> 2]; - y[d + 72 >> 2] = y[c2 + 40 >> 2]; - y[d + 76 >> 2] = b2; - fa(a2, d + 80 | 0, d - -64 | 0); - b2 = y[d + 204 >> 2]; - y[c2 + 40 >> 2] = y[d + 200 >> 2]; - y[c2 + 44 >> 2] = b2; - b2 = y[d + 196 >> 2]; - y[c2 + 32 >> 2] = y[d + 192 >> 2]; - y[c2 + 36 >> 2] = b2; - b2 = y[c2 + 4 >> 2]; - y[d + 48 >> 2] = y[c2 >> 2]; - y[d + 52 >> 2] = b2; - b2 = y[c2 + 12 >> 2]; - y[d + 56 >> 2] = y[c2 + 8 >> 2]; - y[d + 60 >> 2] = b2; - b2 = y[c2 + 20 >> 2]; - y[d + 32 >> 2] = y[c2 + 16 >> 2]; - y[d + 36 >> 2] = b2; - b2 = y[c2 + 28 >> 2]; - y[d + 40 >> 2] = y[c2 + 24 >> 2]; - y[d + 44 >> 2] = b2; - fa(a2, d + 48 | 0, d + 32 | 0); - b2 = y[d + 204 >> 2]; - y[c2 + 24 >> 2] = y[d + 200 >> 2]; - y[c2 + 28 >> 2] = b2; - b2 = y[d + 196 >> 2]; - y[c2 + 16 >> 2] = y[d + 192 >> 2]; - y[c2 + 20 >> 2] = b2; - b2 = y[d + 212 >> 2]; - y[d + 16 >> 2] = y[d + 208 >> 2]; - y[d + 20 >> 2] = b2; - b2 = y[d + 220 >> 2]; - y[d + 24 >> 2] = y[d + 216 >> 2]; - y[d + 28 >> 2] = b2; - b2 = y[c2 + 4 >> 2]; - y[d >> 2] = y[c2 >> 2]; - y[d + 4 >> 2] = b2; - b2 = y[c2 + 12 >> 2]; - y[d + 8 >> 2] = y[c2 + 8 >> 2]; - y[d + 12 >> 2] = b2; - fa(a2, d + 16 | 0, d); - a2 = y[d + 192 >> 2]; - b2 = y[d + 196 >> 2]; - e = y[d + 200 >> 2]; - y[c2 + 12 >> 2] = i3 ^ y[d + 204 >> 2]; - y[c2 + 8 >> 2] = e ^ g; - y[c2 + 4 >> 2] = b2 ^ f; - y[c2 >> 2] = a2 ^ h; - T = d + 224 | 0; - } - function Bb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0; - d = T - 224 | 0; - T = d; - g = y[c2 + 16 >> 2]; - e = c2 - -64 | 0; - f = y[e >> 2]; - j = y[c2 + 80 >> 2]; - k = y[c2 + 32 >> 2]; - l = y[c2 + 48 >> 2]; - h = y[c2 + 20 >> 2]; - m2 = y[c2 + 68 >> 2]; - n2 = y[c2 + 84 >> 2]; - o2 = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - p = y[c2 + 36 >> 2]; - q = y[c2 + 52 >> 2]; - i3 = y[c2 + 24 >> 2]; - r = y[c2 + 72 >> 2]; - s2 = y[c2 + 88 >> 2]; - t2 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - u = y[c2 + 40 >> 2]; - v2 = y[c2 + 56 >> 2]; - x2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - b2 = y[c2 + 44 >> 2] & y[c2 + 60 >> 2] ^ (y[c2 + 28 >> 2] ^ (y[c2 + 76 >> 2] ^ (y[c2 + 92 >> 2] ^ (z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24))))); - w[a2 + 12 | 0] = b2; - w[a2 + 13 | 0] = b2 >>> 8; - w[a2 + 14 | 0] = b2 >>> 16; - w[a2 + 15 | 0] = b2 >>> 24; - i3 = u & v2 ^ (i3 ^ (s2 ^ t2 ^ r)); - w[a2 + 8 | 0] = i3; - w[a2 + 9 | 0] = i3 >>> 8; - w[a2 + 10 | 0] = i3 >>> 16; - w[a2 + 11 | 0] = i3 >>> 24; - h = p & q ^ (h ^ (n2 ^ o2 ^ m2)); - w[a2 + 4 | 0] = h; - w[a2 + 5 | 0] = h >>> 8; - w[a2 + 6 | 0] = h >>> 16; - w[a2 + 7 | 0] = h >>> 24; - g = k & l ^ (g ^ (f ^ (j ^ x2))); - w[a2 | 0] = g; - w[a2 + 1 | 0] = g >>> 8; - w[a2 + 2 | 0] = g >>> 16; - w[a2 + 3 | 0] = g >>> 24; - a2 = y[c2 + 92 >> 2]; - y[d + 216 >> 2] = y[c2 + 88 >> 2]; - y[d + 220 >> 2] = a2; - a2 = y[c2 + 84 >> 2]; - y[d + 208 >> 2] = y[c2 + 80 >> 2]; - y[d + 212 >> 2] = a2; - a2 = y[e + 4 >> 2]; - y[d + 176 >> 2] = y[e >> 2]; - y[d + 180 >> 2] = a2; - a2 = y[c2 + 76 >> 2]; - y[d + 184 >> 2] = y[c2 + 72 >> 2]; - y[d + 188 >> 2] = a2; - a2 = y[c2 + 84 >> 2]; - y[d + 160 >> 2] = y[c2 + 80 >> 2]; - y[d + 164 >> 2] = a2; - a2 = y[c2 + 92 >> 2]; - y[d + 168 >> 2] = y[c2 + 88 >> 2]; - y[d + 172 >> 2] = a2; - a2 = d + 192 | 0; - fa(a2, d + 176 | 0, d + 160 | 0); - f = y[d + 204 >> 2]; - y[c2 + 88 >> 2] = y[d + 200 >> 2]; - y[c2 + 92 >> 2] = f; - f = y[d + 196 >> 2]; - y[c2 + 80 >> 2] = y[d + 192 >> 2]; - y[c2 + 84 >> 2] = f; - f = y[c2 + 52 >> 2]; - y[d + 144 >> 2] = y[c2 + 48 >> 2]; - y[d + 148 >> 2] = f; - f = y[c2 + 60 >> 2]; - y[d + 152 >> 2] = y[c2 + 56 >> 2]; - y[d + 156 >> 2] = f; - f = y[e + 4 >> 2]; - y[d + 128 >> 2] = y[e >> 2]; - y[d + 132 >> 2] = f; - f = y[c2 + 76 >> 2]; - y[d + 136 >> 2] = y[c2 + 72 >> 2]; - y[d + 140 >> 2] = f; - fa(a2, d + 144 | 0, d + 128 | 0); - f = y[d + 204 >> 2]; - y[c2 + 72 >> 2] = y[d + 200 >> 2]; - y[c2 + 76 >> 2] = f; - f = y[d + 196 >> 2]; - y[e >> 2] = y[d + 192 >> 2]; - y[e + 4 >> 2] = f; - e = y[c2 + 36 >> 2]; - y[d + 112 >> 2] = y[c2 + 32 >> 2]; - y[d + 116 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 120 >> 2] = y[c2 + 40 >> 2]; - y[d + 124 >> 2] = e; - e = y[c2 + 52 >> 2]; - y[d + 96 >> 2] = y[c2 + 48 >> 2]; - y[d + 100 >> 2] = e; - e = y[c2 + 60 >> 2]; - y[d + 104 >> 2] = y[c2 + 56 >> 2]; - y[d + 108 >> 2] = e; - fa(a2, d + 112 | 0, d + 96 | 0); - e = y[d + 204 >> 2]; - y[c2 + 56 >> 2] = y[d + 200 >> 2]; - y[c2 + 60 >> 2] = e; - e = y[d + 196 >> 2]; - y[c2 + 48 >> 2] = y[d + 192 >> 2]; - y[c2 + 52 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 80 >> 2] = y[c2 + 16 >> 2]; - y[d + 84 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 88 >> 2] = y[c2 + 24 >> 2]; - y[d + 92 >> 2] = e; - e = y[c2 + 36 >> 2]; - y[d + 64 >> 2] = y[c2 + 32 >> 2]; - y[d + 68 >> 2] = e; - e = y[c2 + 44 >> 2]; - y[d + 72 >> 2] = y[c2 + 40 >> 2]; - y[d + 76 >> 2] = e; - fa(a2, d + 80 | 0, d - -64 | 0); - e = y[d + 204 >> 2]; - y[c2 + 40 >> 2] = y[d + 200 >> 2]; - y[c2 + 44 >> 2] = e; - e = y[d + 196 >> 2]; - y[c2 + 32 >> 2] = y[d + 192 >> 2]; - y[c2 + 36 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d + 48 >> 2] = y[c2 >> 2]; - y[d + 52 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 56 >> 2] = y[c2 + 8 >> 2]; - y[d + 60 >> 2] = e; - e = y[c2 + 20 >> 2]; - y[d + 32 >> 2] = y[c2 + 16 >> 2]; - y[d + 36 >> 2] = e; - e = y[c2 + 28 >> 2]; - y[d + 40 >> 2] = y[c2 + 24 >> 2]; - y[d + 44 >> 2] = e; - fa(a2, d + 48 | 0, d + 32 | 0); - e = y[d + 204 >> 2]; - y[c2 + 24 >> 2] = y[d + 200 >> 2]; - y[c2 + 28 >> 2] = e; - e = y[d + 196 >> 2]; - y[c2 + 16 >> 2] = y[d + 192 >> 2]; - y[c2 + 20 >> 2] = e; - e = y[d + 212 >> 2]; - y[d + 16 >> 2] = y[d + 208 >> 2]; - y[d + 20 >> 2] = e; - e = y[d + 220 >> 2]; - y[d + 24 >> 2] = y[d + 216 >> 2]; - y[d + 28 >> 2] = e; - e = y[c2 + 4 >> 2]; - y[d >> 2] = y[c2 >> 2]; - y[d + 4 >> 2] = e; - e = y[c2 + 12 >> 2]; - y[d + 8 >> 2] = y[c2 + 8 >> 2]; - y[d + 12 >> 2] = e; - fa(a2, d + 16 | 0, d); - a2 = y[d + 192 >> 2]; - e = y[d + 196 >> 2]; - f = y[d + 200 >> 2]; - y[c2 + 12 >> 2] = b2 ^ y[d + 204 >> 2]; - y[c2 + 8 >> 2] = f ^ i3; - y[c2 + 4 >> 2] = e ^ h; - y[c2 >> 2] = a2 ^ g; - T = d + 224 | 0; - } - function Nc(a2, b2, c2, d, e, f, g, h, i3, j) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - var k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0; - k = f; - f = g; - l = k | 0; - o2 = i3; - g = T - 400 | 0; - T = g; - if (c2) { - y[c2 >> 2] = 0; - y[c2 + 4 >> 2] = 0; - } - if (d) { - w[d | 0] = 255; - } - q = -1; - a: { - b: { - i3 = l >>> 0 < 17; - c: { - if (i3 & !f) { - break c; - } - k = f - i3 | 0; - p = k; - i3 = l - 17 | 0; - if (!k & i3 >>> 0 >= 4294967279 | k) { - break b; - } - m2 = g + 32 | 0; - n2 = a2 + 32 | 0; - Ba(m2, 64, n2, a2); - k = g + 96 | 0; - va(k, m2); - ga(m2, 64); - ha(k, h, o2, j); - ha(k, 38832, 0 - o2 & 15, 0); - y[g + 88 >> 2] = 0; - y[g + 92 >> 2] = 0; - y[g + 80 >> 2] = 0; - y[g + 84 >> 2] = 0; - y[g + 72 >> 2] = 0; - y[g + 76 >> 2] = 0; - y[g + 64 >> 2] = 0; - y[g + 68 >> 2] = 0; - y[g + 56 >> 2] = 0; - y[g + 60 >> 2] = 0; - y[g + 48 >> 2] = 0; - y[g + 52 >> 2] = 0; - y[g + 40 >> 2] = 0; - y[g + 44 >> 2] = 0; - y[g + 32 >> 2] = 0; - y[g + 36 >> 2] = 0; - w[g + 32 | 0] = z[e | 0]; - Ea(m2, m2, 64, 0, n2, 1, a2); - h = z[g + 32 | 0]; - w[g + 32 | 0] = z[e | 0]; - ha(k, m2, 64, 0); - e = e + 1 | 0; - ha(k, e, i3, p); - ha(k, 38832, l - 1 & 15, 0); - y[g + 24 >> 2] = o2; - y[g + 28 >> 2] = j; - j = g + 24 | 0; - ha(k, j, 8, 0); - l = l + 47 | 0; - f = l >>> 0 < 47 ? f + 1 | 0 : f; - y[g + 24 >> 2] = l; - y[g + 28 >> 2] = f; - ha(k, j, 8, 0); - ua(k, g); - ga(k, 256); - if (ib(g, e + i3 | 0, 16)) { - ga(g, 16); - break c; - } - Ea(b2, e, i3, p, n2, 2, a2); - w[a2 + 36 | 0] = z[a2 + 36 | 0] ^ z[g | 0]; - w[a2 + 37 | 0] = z[a2 + 37 | 0] ^ z[g + 1 | 0]; - w[a2 + 38 | 0] = z[a2 + 38 | 0] ^ z[g + 2 | 0]; - w[a2 + 39 | 0] = z[a2 + 39 | 0] ^ z[g + 3 | 0]; - w[a2 + 40 | 0] = z[a2 + 40 | 0] ^ z[g + 4 | 0]; - w[a2 + 41 | 0] = z[a2 + 41 | 0] ^ z[g + 5 | 0]; - w[a2 + 42 | 0] = z[a2 + 42 | 0] ^ z[g + 6 | 0]; - w[a2 + 43 | 0] = z[a2 + 43 | 0] ^ z[g + 7 | 0]; - Fb(n2); - d: { - if (!(h & 2)) { - if (!Fa(n2, 4)) { - break d; - } - } - b2 = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); - y[g + 376 >> 2] = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); - y[g + 380 >> 2] = b2; - b2 = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); - y[g + 368 >> 2] = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); - y[g + 372 >> 2] = b2; - b2 = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); - y[g + 360 >> 2] = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); - y[g + 364 >> 2] = b2; - b2 = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); - y[g + 352 >> 2] = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); - y[g + 356 >> 2] = b2; - b2 = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); - y[g + 384 >> 2] = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); - y[g + 388 >> 2] = b2; - b2 = g + 352 | 0; - gb(b2, b2, n2, a2); - b2 = y[g + 380 >> 2]; - e = y[g + 376 >> 2]; - w[a2 + 24 | 0] = e; - w[a2 + 25 | 0] = e >>> 8; - w[a2 + 26 | 0] = e >>> 16; - w[a2 + 27 | 0] = e >>> 24; - w[a2 + 28 | 0] = b2; - w[a2 + 29 | 0] = b2 >>> 8; - w[a2 + 30 | 0] = b2 >>> 16; - w[a2 + 31 | 0] = b2 >>> 24; - b2 = y[g + 372 >> 2]; - e = y[g + 368 >> 2]; - w[a2 + 16 | 0] = e; - w[a2 + 17 | 0] = e >>> 8; - w[a2 + 18 | 0] = e >>> 16; - w[a2 + 19 | 0] = e >>> 24; - w[a2 + 20 | 0] = b2; - w[a2 + 21 | 0] = b2 >>> 8; - w[a2 + 22 | 0] = b2 >>> 16; - w[a2 + 23 | 0] = b2 >>> 24; - b2 = y[g + 364 >> 2]; - e = y[g + 360 >> 2]; - w[a2 + 8 | 0] = e; - w[a2 + 9 | 0] = e >>> 8; - w[a2 + 10 | 0] = e >>> 16; - w[a2 + 11 | 0] = e >>> 24; - w[a2 + 12 | 0] = b2; - w[a2 + 13 | 0] = b2 >>> 8; - w[a2 + 14 | 0] = b2 >>> 16; - w[a2 + 15 | 0] = b2 >>> 24; - b2 = y[g + 356 >> 2]; - e = y[g + 352 >> 2]; - w[a2 | 0] = e; - w[a2 + 1 | 0] = e >>> 8; - w[a2 + 2 | 0] = e >>> 16; - w[a2 + 3 | 0] = e >>> 24; - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - b2 = y[g + 384 >> 2]; - e = y[g + 388 >> 2]; - w[a2 + 32 | 0] = 1; - w[a2 + 33 | 0] = 0; - w[a2 + 34 | 0] = 0; - w[a2 + 35 | 0] = 0; - w[a2 + 36 | 0] = b2; - w[a2 + 37 | 0] = b2 >>> 8; - w[a2 + 38 | 0] = b2 >>> 16; - w[a2 + 39 | 0] = b2 >>> 24; - w[a2 + 40 | 0] = e; - w[a2 + 41 | 0] = e >>> 8; - w[a2 + 42 | 0] = e >>> 16; - w[a2 + 43 | 0] = e >>> 24; - } - if (c2) { - y[c2 >> 2] = i3; - y[c2 + 4 >> 2] = p; - } - q = 0; - if (!d) { - break c; - } - w[d | 0] = h; - } - T = g + 400 | 0; - break a; - } - ja(); - s(); - } - return q | 0; - } - function Ua(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0, y2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0, I2 = 0, J2 = 0, K2 = 0; - h = 1634760805; - v2 = z[c2 | 0] | z[c2 + 1 | 0] << 8 | (z[c2 + 2 | 0] << 16 | z[c2 + 3 | 0] << 24); - e = v2; - x2 = z[c2 + 4 | 0] | z[c2 + 5 | 0] << 8 | (z[c2 + 6 | 0] << 16 | z[c2 + 7 | 0] << 24); - i3 = x2; - y2 = z[c2 + 8 | 0] | z[c2 + 9 | 0] << 8 | (z[c2 + 10 | 0] << 16 | z[c2 + 11 | 0] << 24); - j = y2; - A2 = z[c2 + 12 | 0] | z[c2 + 13 | 0] << 8 | (z[c2 + 14 | 0] << 16 | z[c2 + 15 | 0] << 24); - k = A2; - o2 = 857760878; - B2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - l = B2; - C2 = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - f = C2; - D2 = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - n2 = D2; - E2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - q = E2; - b2 = 2036477234; - F2 = z[c2 + 16 | 0] | z[c2 + 17 | 0] << 8 | (z[c2 + 18 | 0] << 16 | z[c2 + 19 | 0] << 24); - g = F2; - d = 1797285236; - G2 = z[c2 + 28 | 0] | z[c2 + 29 | 0] << 8 | (z[c2 + 30 | 0] << 16 | z[c2 + 31 | 0] << 24); - r = G2; - H2 = z[c2 + 24 | 0] | z[c2 + 25 | 0] << 8 | (z[c2 + 26 | 0] << 16 | z[c2 + 27 | 0] << 24); - p = H2; - I2 = z[c2 + 20 | 0] | z[c2 + 21 | 0] << 8 | (z[c2 + 22 | 0] << 16 | z[c2 + 23 | 0] << 24); - c2 = I2; - while (1) { - m2 = ue(e + o2 | 0, 7) ^ q; - s2 = ue(m2 + o2 | 0, 9) ^ p; - k = ue(c2 + h | 0, 7) ^ k; - t2 = ue(k + h | 0, 9) ^ n2; - J2 = ue(t2 + k | 0, 13) ^ c2; - j = ue(d + g | 0, 7) ^ j; - u = ue(j + d | 0, 9) ^ f; - n2 = ue(j + u | 0, 13) ^ g; - g = ue(u + n2 | 0, 18) ^ d; - f = ue(b2 + l | 0, 7) ^ r; - c2 = J2 ^ ue(g + f | 0, 7); - p = s2 ^ ue(c2 + g | 0, 9); - r = ue(c2 + p | 0, 13) ^ f; - d = ue(p + r | 0, 18) ^ g; - i3 = ue(b2 + f | 0, 9) ^ i3; - l = ue(i3 + f | 0, 13) ^ l; - b2 = ue(l + i3 | 0, 18) ^ b2; - g = ue(b2 + m2 | 0, 7) ^ n2; - n2 = ue(g + b2 | 0, 9) ^ t2; - q = ue(g + n2 | 0, 13) ^ m2; - b2 = ue(n2 + q | 0, 18) ^ b2; - m2 = ue(m2 + s2 | 0, 13) ^ e; - e = ue(m2 + s2 | 0, 18) ^ o2; - l = ue(e + k | 0, 7) ^ l; - f = ue(l + e | 0, 9) ^ u; - k = ue(f + l | 0, 13) ^ k; - o2 = ue(f + k | 0, 18) ^ e; - h = ue(t2 + J2 | 0, 18) ^ h; - e = ue(h + j | 0, 7) ^ m2; - i3 = ue(e + h | 0, 9) ^ i3; - j = ue(e + i3 | 0, 13) ^ j; - h = ue(i3 + j | 0, 18) ^ h; - m2 = K2 >>> 0 < 18; - K2 = K2 + 2 | 0; - if (m2) { - continue; - } - break; - } - d = d + 1797285236 | 0; - w[a2 + 60 | 0] = d; - w[a2 + 61 | 0] = d >>> 8; - w[a2 + 62 | 0] = d >>> 16; - w[a2 + 63 | 0] = d >>> 24; - d = r + G2 | 0; - w[a2 + 56 | 0] = d; - w[a2 + 57 | 0] = d >>> 8; - w[a2 + 58 | 0] = d >>> 16; - w[a2 + 59 | 0] = d >>> 24; - d = p + H2 | 0; - w[a2 + 52 | 0] = d; - w[a2 + 53 | 0] = d >>> 8; - w[a2 + 54 | 0] = d >>> 16; - w[a2 + 55 | 0] = d >>> 24; - c2 = c2 + I2 | 0; - w[a2 + 48 | 0] = c2; - w[a2 + 49 | 0] = c2 >>> 8; - w[a2 + 50 | 0] = c2 >>> 16; - w[a2 + 51 | 0] = c2 >>> 24; - c2 = g + F2 | 0; - w[a2 + 44 | 0] = c2; - w[a2 + 45 | 0] = c2 >>> 8; - w[a2 + 46 | 0] = c2 >>> 16; - w[a2 + 47 | 0] = c2 >>> 24; - b2 = b2 + 2036477234 | 0; - w[a2 + 40 | 0] = b2; - w[a2 + 41 | 0] = b2 >>> 8; - w[a2 + 42 | 0] = b2 >>> 16; - w[a2 + 43 | 0] = b2 >>> 24; - b2 = q + E2 | 0; - w[a2 + 36 | 0] = b2; - w[a2 + 37 | 0] = b2 >>> 8; - w[a2 + 38 | 0] = b2 >>> 16; - w[a2 + 39 | 0] = b2 >>> 24; - b2 = n2 + D2 | 0; - w[a2 + 32 | 0] = b2; - w[a2 + 33 | 0] = b2 >>> 8; - w[a2 + 34 | 0] = b2 >>> 16; - w[a2 + 35 | 0] = b2 >>> 24; - b2 = f + C2 | 0; - w[a2 + 28 | 0] = b2; - w[a2 + 29 | 0] = b2 >>> 8; - w[a2 + 30 | 0] = b2 >>> 16; - w[a2 + 31 | 0] = b2 >>> 24; - b2 = l + B2 | 0; - w[a2 + 24 | 0] = b2; - w[a2 + 25 | 0] = b2 >>> 8; - w[a2 + 26 | 0] = b2 >>> 16; - w[a2 + 27 | 0] = b2 >>> 24; - b2 = o2 + 857760878 | 0; - w[a2 + 20 | 0] = b2; - w[a2 + 21 | 0] = b2 >>> 8; - w[a2 + 22 | 0] = b2 >>> 16; - w[a2 + 23 | 0] = b2 >>> 24; - b2 = k + A2 | 0; - w[a2 + 16 | 0] = b2; - w[a2 + 17 | 0] = b2 >>> 8; - w[a2 + 18 | 0] = b2 >>> 16; - w[a2 + 19 | 0] = b2 >>> 24; - b2 = j + y2 | 0; - w[a2 + 12 | 0] = b2; - w[a2 + 13 | 0] = b2 >>> 8; - w[a2 + 14 | 0] = b2 >>> 16; - w[a2 + 15 | 0] = b2 >>> 24; - b2 = i3 + x2 | 0; - w[a2 + 8 | 0] = b2; - w[a2 + 9 | 0] = b2 >>> 8; - w[a2 + 10 | 0] = b2 >>> 16; - w[a2 + 11 | 0] = b2 >>> 24; - b2 = e + v2 | 0; - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - b2 = h + 1634760805 | 0; - w[a2 | 0] = b2; - w[a2 + 1 | 0] = b2 >>> 8; - w[a2 + 2 | 0] = b2 >>> 16; - w[a2 + 3 | 0] = b2 >>> 24; - } - function Oc(a2, b2, c2, d, e, f, g, h, i3, j) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - var k = 0, l = 0, m2 = 0, n2 = 0; - k = e; - e = 0; - l = k | e; - n2 = e | h; - e = T - 384 | 0; - T = e; - if (c2) { - y[c2 >> 2] = 0; - y[c2 + 4 >> 2] = 0; - } - a: { - if (!f & l >>> 0 < 4294967279) { - m2 = e + 16 | 0; - h = a2 + 32 | 0; - Ba(m2, 64, h, a2); - k = e + 80 | 0; - va(k, m2); - ga(m2, 64); - ha(k, g, n2, i3); - ha(k, 38832, 0 - n2 & 15, 0); - y[e + 16 >> 2] = 0; - y[e + 20 >> 2] = 0; - y[e + 72 >> 2] = 0; - y[e + 76 >> 2] = 0; - y[e + 64 >> 2] = 0; - y[e + 68 >> 2] = 0; - y[e + 56 >> 2] = 0; - y[e + 60 >> 2] = 0; - y[e + 48 >> 2] = 0; - y[e + 52 >> 2] = 0; - y[e + 40 >> 2] = 0; - y[e + 44 >> 2] = 0; - y[e + 32 >> 2] = 0; - y[e + 36 >> 2] = 0; - y[e + 24 >> 2] = 0; - y[e + 28 >> 2] = 0; - w[e + 16 | 0] = j; - Ea(m2, m2, 64, 0, h, 1, a2); - ha(k, m2, 64, 0); - w[b2 | 0] = z[e + 16 | 0]; - b2 = b2 + 1 | 0; - Ea(b2, d, l, f, h, 2, a2); - ha(k, b2, l, f); - ha(k, 38832, l & 15, 0); - y[e + 8 >> 2] = n2; - y[e + 12 >> 2] = i3; - d = e + 8 | 0; - ha(k, d, 8, 0); - y[e + 8 >> 2] = l - -64; - y[e + 12 >> 2] = f - ((l >>> 0 < 4294967232) - 1 | 0); - ha(k, d, 8, 0); - b2 = b2 + l | 0; - ua(k, b2); - ga(k, 256); - w[a2 + 36 | 0] = z[a2 + 36 | 0] ^ z[b2 | 0]; - w[a2 + 37 | 0] = z[a2 + 37 | 0] ^ z[b2 + 1 | 0]; - w[a2 + 38 | 0] = z[a2 + 38 | 0] ^ z[b2 + 2 | 0]; - w[a2 + 39 | 0] = z[a2 + 39 | 0] ^ z[b2 + 3 | 0]; - w[a2 + 40 | 0] = z[a2 + 40 | 0] ^ z[b2 + 4 | 0]; - w[a2 + 41 | 0] = z[a2 + 41 | 0] ^ z[b2 + 5 | 0]; - w[a2 + 42 | 0] = z[a2 + 42 | 0] ^ z[b2 + 6 | 0]; - w[a2 + 43 | 0] = z[a2 + 43 | 0] ^ z[b2 + 7 | 0]; - Fb(h); - b: { - if (!(j & 2)) { - if (!Fa(h, 4)) { - break b; - } - } - b2 = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); - y[e + 360 >> 2] = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); - y[e + 364 >> 2] = b2; - b2 = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); - y[e + 352 >> 2] = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); - y[e + 356 >> 2] = b2; - b2 = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); - y[e + 344 >> 2] = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); - y[e + 348 >> 2] = b2; - b2 = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); - y[e + 336 >> 2] = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); - y[e + 340 >> 2] = b2; - b2 = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); - y[e + 368 >> 2] = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); - y[e + 372 >> 2] = b2; - b2 = e + 336 | 0; - gb(b2, b2, h, a2); - b2 = y[e + 364 >> 2]; - d = y[e + 360 >> 2]; - w[a2 + 24 | 0] = d; - w[a2 + 25 | 0] = d >>> 8; - w[a2 + 26 | 0] = d >>> 16; - w[a2 + 27 | 0] = d >>> 24; - w[a2 + 28 | 0] = b2; - w[a2 + 29 | 0] = b2 >>> 8; - w[a2 + 30 | 0] = b2 >>> 16; - w[a2 + 31 | 0] = b2 >>> 24; - b2 = y[e + 356 >> 2]; - d = y[e + 352 >> 2]; - w[a2 + 16 | 0] = d; - w[a2 + 17 | 0] = d >>> 8; - w[a2 + 18 | 0] = d >>> 16; - w[a2 + 19 | 0] = d >>> 24; - w[a2 + 20 | 0] = b2; - w[a2 + 21 | 0] = b2 >>> 8; - w[a2 + 22 | 0] = b2 >>> 16; - w[a2 + 23 | 0] = b2 >>> 24; - b2 = y[e + 348 >> 2]; - d = y[e + 344 >> 2]; - w[a2 + 8 | 0] = d; - w[a2 + 9 | 0] = d >>> 8; - w[a2 + 10 | 0] = d >>> 16; - w[a2 + 11 | 0] = d >>> 24; - w[a2 + 12 | 0] = b2; - w[a2 + 13 | 0] = b2 >>> 8; - w[a2 + 14 | 0] = b2 >>> 16; - w[a2 + 15 | 0] = b2 >>> 24; - b2 = y[e + 340 >> 2]; - d = y[e + 336 >> 2]; - w[a2 | 0] = d; - w[a2 + 1 | 0] = d >>> 8; - w[a2 + 2 | 0] = d >>> 16; - w[a2 + 3 | 0] = d >>> 24; - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - b2 = y[e + 368 >> 2]; - d = y[e + 372 >> 2]; - w[h | 0] = 1; - w[h + 1 | 0] = 0; - w[h + 2 | 0] = 0; - w[h + 3 | 0] = 0; - w[a2 + 36 | 0] = b2; - w[a2 + 37 | 0] = b2 >>> 8; - w[a2 + 38 | 0] = b2 >>> 16; - w[a2 + 39 | 0] = b2 >>> 24; - w[a2 + 40 | 0] = d; - w[a2 + 41 | 0] = d >>> 8; - w[a2 + 42 | 0] = d >>> 16; - w[a2 + 43 | 0] = d >>> 24; - } - if (c2) { - a2 = l + 17 | 0; - f = a2 >>> 0 < 17 ? f + 1 | 0 : f; - y[c2 >> 2] = a2; - y[c2 + 4 >> 2] = f; - } - T = e + 384 | 0; - break a; - } - ja(); - s(); - } - return 0; - } - function mb(a2, b2, c2, d) { - var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, F2 = 0; - A2 = z[a2 + 80 | 0] ? 0 : 16777216; - o2 = y[a2 + 36 >> 2]; - m2 = y[a2 + 32 >> 2]; - n2 = y[a2 + 28 >> 2]; - k = y[a2 + 24 >> 2]; - l = y[a2 + 20 >> 2]; - q = y[a2 + 4 >> 2]; - B2 = E(q, 5); - s2 = y[a2 + 8 >> 2]; - w2 = E(s2, 5); - u = y[a2 + 12 >> 2]; - v2 = E(u, 5); - x2 = y[a2 + 16 >> 2]; - t2 = E(x2, 5); - r = y[a2 >> 2]; - while (1) { - g = ((z[b2 + 3 | 0] | z[b2 + 4 | 0] << 8 | (z[b2 + 5 | 0] << 16 | z[b2 + 6 | 0] << 24)) >>> 2 & 67108863) + k | 0; - e = te(g, 0, u, 0); - i3 = U; - k = ((z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24)) & 67108863) + l | 0; - h = te(k, 0, x2, 0); - l = h + e | 0; - e = U + i3 | 0; - e = h >>> 0 > l >>> 0 ? e + 1 | 0 : e; - n2 = ((z[b2 + 6 | 0] | z[b2 + 7 | 0] << 8 | (z[b2 + 8 | 0] << 16 | z[b2 + 9 | 0] << 24)) >>> 4 & 67108863) + n2 | 0; - i3 = te(n2, 0, s2, 0); - l = i3 + l | 0; - e = U + e | 0; - e = i3 >>> 0 > l >>> 0 ? e + 1 | 0 : e; - m2 = ((z[b2 + 9 | 0] | z[b2 + 10 | 0] << 8 | (z[b2 + 11 | 0] << 16 | z[b2 + 12 | 0] << 24)) >>> 6 | 0) + m2 | 0; - i3 = te(m2, 0, q, 0); - l = i3 + l | 0; - e = U + e | 0; - e = i3 >>> 0 > l >>> 0 ? e + 1 | 0 : e; - o2 = o2 + A2 + ((z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24)) >>> 8) | 0; - i3 = te(o2, 0, r, 0); - l = i3 + l | 0; - e = U + e | 0; - C2 = l; - l = i3 >>> 0 > l >>> 0 ? e + 1 | 0 : e; - e = te(g, 0, s2, 0); - i3 = U; - h = te(k, 0, u, 0); - e = h + e | 0; - f = U + i3 | 0; - f = e >>> 0 < h >>> 0 ? f + 1 | 0 : f; - h = te(n2, 0, q, 0); - i3 = h + e | 0; - e = U + f | 0; - e = h >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; - h = te(m2, 0, r, 0); - i3 = h + i3 | 0; - e = U + e | 0; - e = h >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; - h = te(o2, 0, t2, 0); - i3 = h + i3 | 0; - e = U + e | 0; - D2 = i3; - i3 = h >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; - e = te(g, 0, q, 0); - j = U; - f = te(k, 0, s2, 0); - h = f + e | 0; - e = U + j | 0; - e = f >>> 0 > h >>> 0 ? e + 1 | 0 : e; - j = te(n2, 0, r, 0); - h = j + h | 0; - f = U + e | 0; - f = h >>> 0 < j >>> 0 ? f + 1 | 0 : f; - j = te(m2, 0, t2, 0); - h = j + h | 0; - e = U + f | 0; - e = h >>> 0 < j >>> 0 ? e + 1 | 0 : e; - j = te(o2, 0, v2, 0); - h = j + h | 0; - e = U + e | 0; - F2 = h; - h = h >>> 0 < j >>> 0 ? e + 1 | 0 : e; - e = te(g, 0, r, 0); - f = U; - p = te(k, 0, q, 0); - j = p + e | 0; - e = U + f | 0; - e = j >>> 0 < p >>> 0 ? e + 1 | 0 : e; - f = te(n2, 0, t2, 0); - j = f + j | 0; - e = U + e | 0; - e = f >>> 0 > j >>> 0 ? e + 1 | 0 : e; - p = te(m2, 0, v2, 0); - j = p + j | 0; - f = U + e | 0; - f = j >>> 0 < p >>> 0 ? f + 1 | 0 : f; - p = te(o2, 0, w2, 0); - j = p + j | 0; - e = U + f | 0; - e = j >>> 0 < p >>> 0 ? e + 1 | 0 : e; - p = j; - j = e; - e = te(g, 0, t2, 0); - f = U; - k = te(k, 0, r, 0); - g = k + e | 0; - e = U + f | 0; - e = g >>> 0 < k >>> 0 ? e + 1 | 0 : e; - k = te(n2, 0, v2, 0); - g = k + g | 0; - e = U + e | 0; - e = g >>> 0 < k >>> 0 ? e + 1 | 0 : e; - k = te(m2, 0, w2, 0); - g = k + g | 0; - e = U + e | 0; - e = g >>> 0 < k >>> 0 ? e + 1 | 0 : e; - k = te(o2, 0, B2, 0); - g = k + g | 0; - f = U + e | 0; - f = g >>> 0 < k >>> 0 ? f + 1 | 0 : f; - k = g; - n2 = (f & 67108863) << 6 | g >>> 26; - g = n2 + p | 0; - e = j; - e = g >>> 0 < n2 >>> 0 ? e + 1 | 0 : e; - n2 = g; - m2 = (e & 67108863) << 6 | g >>> 26; - g = m2 + F2 | 0; - e = h; - e = g >>> 0 < m2 >>> 0 ? e + 1 | 0 : e; - m2 = g; - f = i3; - g = (e & 67108863) << 6 | g >>> 26; - e = g + D2 | 0; - o2 = e; - f = e >>> 0 < g >>> 0 ? f + 1 | 0 : f; - i3 = (f & 67108863) << 6 | e >>> 26; - g = i3 + C2 | 0; - e = l; - e = E(((g >>> 0 < i3 >>> 0 ? e + 1 | 0 : e) & 67108863) << 6 | g >>> 26, 5) + (k & 67108863) | 0; - k = (n2 & 67108863) + (e >>> 26 | 0) | 0; - n2 = m2 & 67108863; - m2 = o2 & 67108863; - o2 = g & 67108863; - l = e & 67108863; - b2 = b2 + 16 | 0; - d = d - (c2 >>> 0 < 16) | 0; - c2 = c2 - 16 | 0; - if (!d & c2 >>> 0 > 15 | d) { - continue; - } - break; - } - y[a2 + 36 >> 2] = o2; - y[a2 + 32 >> 2] = m2; - y[a2 + 28 >> 2] = n2; - y[a2 + 24 >> 2] = k; - y[a2 + 20 >> 2] = l; - } - function ma(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0; - d = y[b2 + 40 >> 2]; - e = y[b2 + 4 >> 2]; - g = y[b2 + 44 >> 2]; - h = y[b2 + 8 >> 2]; - i3 = y[b2 + 48 >> 2]; - j = y[b2 + 12 >> 2]; - k = y[b2 + 52 >> 2]; - l = y[b2 + 16 >> 2]; - m2 = y[b2 + 56 >> 2]; - n2 = y[b2 + 20 >> 2]; - o2 = y[b2 + 60 >> 2]; - p = y[b2 + 24 >> 2]; - f = b2 - -64 | 0; - q = y[f >> 2]; - r = y[b2 + 28 >> 2]; - s2 = y[b2 + 68 >> 2]; - t2 = y[b2 + 32 >> 2]; - u = y[b2 + 72 >> 2]; - v2 = y[b2 >> 2]; - y[a2 + 36 >> 2] = y[b2 + 36 >> 2] + y[b2 + 76 >> 2]; - y[a2 + 32 >> 2] = t2 + u; - y[a2 + 28 >> 2] = r + s2; - y[a2 + 24 >> 2] = p + q; - y[a2 + 20 >> 2] = n2 + o2; - y[a2 + 16 >> 2] = l + m2; - y[a2 + 12 >> 2] = j + k; - y[a2 + 8 >> 2] = h + i3; - y[a2 + 4 >> 2] = e + g; - y[a2 >> 2] = d + v2; - g = y[b2 + 40 >> 2]; - d = y[b2 + 4 >> 2]; - h = y[b2 + 44 >> 2]; - i3 = y[b2 + 8 >> 2]; - j = y[b2 + 48 >> 2]; - k = y[b2 + 12 >> 2]; - l = y[b2 + 52 >> 2]; - m2 = y[b2 + 16 >> 2]; - n2 = y[b2 + 56 >> 2]; - o2 = y[b2 + 20 >> 2]; - p = y[b2 + 60 >> 2]; - q = y[b2 + 24 >> 2]; - f = y[f >> 2]; - e = y[b2 + 28 >> 2]; - r = y[b2 + 68 >> 2]; - s2 = y[b2 + 32 >> 2]; - t2 = y[b2 + 72 >> 2]; - u = y[b2 >> 2]; - y[a2 + 76 >> 2] = y[b2 + 76 >> 2] - y[b2 + 36 >> 2]; - y[a2 + 72 >> 2] = t2 - s2; - y[a2 + 68 >> 2] = r - e; - e = a2 - -64 | 0; - y[e >> 2] = f - q; - y[a2 + 60 >> 2] = p - o2; - y[a2 + 56 >> 2] = n2 - m2; - y[a2 + 52 >> 2] = l - k; - y[a2 + 48 >> 2] = j - i3; - y[a2 + 44 >> 2] = h - d; - d = a2 + 40 | 0; - y[d >> 2] = g - u; - ea(a2 + 80 | 0, a2, c2); - ea(d, d, c2 + 40 | 0); - ea(a2 + 120 | 0, c2 + 120 | 0, b2 + 120 | 0); - ea(a2, b2 + 80 | 0, c2 + 80 | 0); - v2 = y[a2 + 4 >> 2]; - z2 = y[a2 + 8 >> 2]; - A2 = y[a2 + 12 >> 2]; - B2 = y[a2 + 16 >> 2]; - C2 = y[a2 + 20 >> 2]; - D2 = y[a2 + 24 >> 2]; - E2 = y[a2 + 28 >> 2]; - F2 = y[a2 + 32 >> 2]; - G2 = y[a2 + 36 >> 2]; - b2 = y[d >> 2]; - c2 = y[a2 + 80 >> 2]; - g = y[a2 + 44 >> 2]; - h = y[a2 + 84 >> 2]; - i3 = y[a2 + 48 >> 2]; - j = y[a2 + 88 >> 2]; - k = y[a2 + 52 >> 2]; - l = y[a2 + 92 >> 2]; - m2 = y[a2 + 56 >> 2]; - n2 = y[a2 + 96 >> 2]; - o2 = y[a2 + 60 >> 2]; - p = y[a2 + 100 >> 2]; - f = y[e >> 2]; - q = y[a2 + 104 >> 2]; - r = y[a2 + 68 >> 2]; - s2 = y[a2 + 108 >> 2]; - t2 = y[a2 + 72 >> 2]; - u = y[a2 + 112 >> 2]; - H2 = y[a2 >> 2]; - w2 = y[a2 + 76 >> 2]; - x2 = y[a2 + 116 >> 2]; - y[a2 + 76 >> 2] = w2 + x2; - y[a2 + 72 >> 2] = t2 + u; - y[a2 + 68 >> 2] = r + s2; - y[e >> 2] = f + q; - y[a2 + 60 >> 2] = o2 + p; - y[a2 + 56 >> 2] = m2 + n2; - y[a2 + 52 >> 2] = k + l; - y[a2 + 48 >> 2] = i3 + j; - y[a2 + 44 >> 2] = g + h; - y[d >> 2] = b2 + c2; - y[a2 + 36 >> 2] = x2 - w2; - y[a2 + 32 >> 2] = u - t2; - y[a2 + 28 >> 2] = s2 - r; - y[a2 + 24 >> 2] = q - f; - y[a2 + 20 >> 2] = p - o2; - y[a2 + 16 >> 2] = n2 - m2; - y[a2 + 12 >> 2] = l - k; - y[a2 + 8 >> 2] = j - i3; - y[a2 + 4 >> 2] = h - g; - y[a2 >> 2] = c2 - b2; - b2 = G2 << 1; - c2 = y[a2 + 156 >> 2]; - y[a2 + 156 >> 2] = b2 - c2; - d = F2 << 1; - e = y[a2 + 152 >> 2]; - y[a2 + 152 >> 2] = d - e; - g = E2 << 1; - h = y[a2 + 148 >> 2]; - y[a2 + 148 >> 2] = g - h; - i3 = D2 << 1; - j = y[a2 + 144 >> 2]; - y[a2 + 144 >> 2] = i3 - j; - k = C2 << 1; - l = y[a2 + 140 >> 2]; - y[a2 + 140 >> 2] = k - l; - m2 = B2 << 1; - n2 = y[a2 + 136 >> 2]; - y[a2 + 136 >> 2] = m2 - n2; - o2 = A2 << 1; - p = y[a2 + 132 >> 2]; - y[a2 + 132 >> 2] = o2 - p; - f = z2 << 1; - q = y[a2 + 128 >> 2]; - y[a2 + 128 >> 2] = f - q; - r = v2 << 1; - s2 = y[a2 + 124 >> 2]; - y[a2 + 124 >> 2] = r - s2; - t2 = H2 << 1; - u = y[a2 + 120 >> 2]; - y[a2 + 120 >> 2] = t2 - u; - y[a2 + 112 >> 2] = d + e; - y[a2 + 108 >> 2] = g + h; - y[a2 + 104 >> 2] = i3 + j; - y[a2 + 100 >> 2] = k + l; - y[a2 + 96 >> 2] = m2 + n2; - y[a2 + 92 >> 2] = o2 + p; - y[a2 + 88 >> 2] = f + q; - y[a2 + 84 >> 2] = r + s2; - y[a2 + 80 >> 2] = t2 + u; - y[a2 + 116 >> 2] = b2 + c2; - } - function Qb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0; - d = y[b2 + 40 >> 2]; - e = y[b2 + 4 >> 2]; - g = y[b2 + 44 >> 2]; - h = y[b2 + 8 >> 2]; - i3 = y[b2 + 48 >> 2]; - j = y[b2 + 12 >> 2]; - k = y[b2 + 52 >> 2]; - l = y[b2 + 16 >> 2]; - m2 = y[b2 + 56 >> 2]; - n2 = y[b2 + 20 >> 2]; - o2 = y[b2 + 60 >> 2]; - p = y[b2 + 24 >> 2]; - f = b2 - -64 | 0; - q = y[f >> 2]; - r = y[b2 + 28 >> 2]; - s2 = y[b2 + 68 >> 2]; - t2 = y[b2 + 32 >> 2]; - u = y[b2 + 72 >> 2]; - v2 = y[b2 >> 2]; - y[a2 + 36 >> 2] = y[b2 + 36 >> 2] + y[b2 + 76 >> 2]; - y[a2 + 32 >> 2] = t2 + u; - y[a2 + 28 >> 2] = r + s2; - y[a2 + 24 >> 2] = p + q; - y[a2 + 20 >> 2] = n2 + o2; - y[a2 + 16 >> 2] = l + m2; - y[a2 + 12 >> 2] = j + k; - y[a2 + 8 >> 2] = h + i3; - y[a2 + 4 >> 2] = e + g; - y[a2 >> 2] = d + v2; - g = y[b2 + 40 >> 2]; - d = y[b2 + 4 >> 2]; - h = y[b2 + 44 >> 2]; - i3 = y[b2 + 8 >> 2]; - j = y[b2 + 48 >> 2]; - k = y[b2 + 12 >> 2]; - l = y[b2 + 52 >> 2]; - m2 = y[b2 + 16 >> 2]; - n2 = y[b2 + 56 >> 2]; - o2 = y[b2 + 20 >> 2]; - p = y[b2 + 60 >> 2]; - q = y[b2 + 24 >> 2]; - f = y[f >> 2]; - e = y[b2 + 28 >> 2]; - r = y[b2 + 68 >> 2]; - s2 = y[b2 + 32 >> 2]; - t2 = y[b2 + 72 >> 2]; - u = y[b2 >> 2]; - y[a2 + 76 >> 2] = y[b2 + 76 >> 2] - y[b2 + 36 >> 2]; - y[a2 + 72 >> 2] = t2 - s2; - y[a2 + 68 >> 2] = r - e; - e = a2 - -64 | 0; - y[e >> 2] = f - q; - y[a2 + 60 >> 2] = p - o2; - y[a2 + 56 >> 2] = n2 - m2; - y[a2 + 52 >> 2] = l - k; - y[a2 + 48 >> 2] = j - i3; - y[a2 + 44 >> 2] = h - d; - d = a2 + 40 | 0; - y[d >> 2] = g - u; - ea(a2 + 80 | 0, a2, c2 + 40 | 0); - ea(d, d, c2); - ea(a2 + 120 | 0, c2 + 120 | 0, b2 + 120 | 0); - ea(a2, b2 + 80 | 0, c2 + 80 | 0); - v2 = y[a2 + 4 >> 2]; - z2 = y[a2 + 8 >> 2]; - A2 = y[a2 + 12 >> 2]; - B2 = y[a2 + 16 >> 2]; - C2 = y[a2 + 20 >> 2]; - D2 = y[a2 + 24 >> 2]; - E2 = y[a2 + 28 >> 2]; - F2 = y[a2 + 32 >> 2]; - G2 = y[a2 + 36 >> 2]; - b2 = y[d >> 2]; - c2 = y[a2 + 80 >> 2]; - g = y[a2 + 44 >> 2]; - h = y[a2 + 84 >> 2]; - i3 = y[a2 + 48 >> 2]; - j = y[a2 + 88 >> 2]; - k = y[a2 + 52 >> 2]; - l = y[a2 + 92 >> 2]; - m2 = y[a2 + 56 >> 2]; - n2 = y[a2 + 96 >> 2]; - o2 = y[a2 + 60 >> 2]; - p = y[a2 + 100 >> 2]; - f = y[e >> 2]; - q = y[a2 + 104 >> 2]; - r = y[a2 + 68 >> 2]; - s2 = y[a2 + 108 >> 2]; - t2 = y[a2 + 72 >> 2]; - u = y[a2 + 112 >> 2]; - H2 = y[a2 >> 2]; - w2 = y[a2 + 76 >> 2]; - x2 = y[a2 + 116 >> 2]; - y[a2 + 76 >> 2] = w2 + x2; - y[a2 + 72 >> 2] = t2 + u; - y[a2 + 68 >> 2] = r + s2; - y[e >> 2] = f + q; - y[a2 + 60 >> 2] = o2 + p; - y[a2 + 56 >> 2] = m2 + n2; - y[a2 + 52 >> 2] = k + l; - y[a2 + 48 >> 2] = i3 + j; - y[a2 + 44 >> 2] = g + h; - y[d >> 2] = b2 + c2; - y[a2 + 36 >> 2] = x2 - w2; - y[a2 + 32 >> 2] = u - t2; - y[a2 + 28 >> 2] = s2 - r; - y[a2 + 24 >> 2] = q - f; - y[a2 + 20 >> 2] = p - o2; - y[a2 + 16 >> 2] = n2 - m2; - y[a2 + 12 >> 2] = l - k; - y[a2 + 8 >> 2] = j - i3; - y[a2 + 4 >> 2] = h - g; - y[a2 >> 2] = c2 - b2; - b2 = y[a2 + 156 >> 2]; - c2 = G2 << 1; - y[a2 + 156 >> 2] = b2 + c2; - d = y[a2 + 152 >> 2]; - e = F2 << 1; - y[a2 + 152 >> 2] = d + e; - g = y[a2 + 148 >> 2]; - h = E2 << 1; - y[a2 + 148 >> 2] = g + h; - i3 = y[a2 + 144 >> 2]; - j = D2 << 1; - y[a2 + 144 >> 2] = i3 + j; - k = y[a2 + 140 >> 2]; - l = C2 << 1; - y[a2 + 140 >> 2] = k + l; - m2 = y[a2 + 136 >> 2]; - n2 = B2 << 1; - y[a2 + 136 >> 2] = m2 + n2; - o2 = y[a2 + 132 >> 2]; - p = A2 << 1; - y[a2 + 132 >> 2] = o2 + p; - f = y[a2 + 128 >> 2]; - q = z2 << 1; - y[a2 + 128 >> 2] = f + q; - r = y[a2 + 124 >> 2]; - s2 = v2 << 1; - y[a2 + 124 >> 2] = r + s2; - t2 = y[a2 + 120 >> 2]; - u = H2 << 1; - y[a2 + 120 >> 2] = t2 + u; - y[a2 + 112 >> 2] = e - d; - y[a2 + 108 >> 2] = h - g; - y[a2 + 104 >> 2] = j - i3; - y[a2 + 100 >> 2] = l - k; - y[a2 + 96 >> 2] = n2 - m2; - y[a2 + 92 >> 2] = p - o2; - y[a2 + 88 >> 2] = q - f; - y[a2 + 84 >> 2] = s2 - r; - y[a2 + 80 >> 2] = u - t2; - y[a2 + 116 >> 2] = c2 - b2; - } - function lb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, z2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0, F2 = 0, G2 = 0, H2 = 0; - d = y[b2 + 40 >> 2]; - e = y[b2 + 4 >> 2]; - g = y[b2 + 44 >> 2]; - h = y[b2 + 8 >> 2]; - i3 = y[b2 + 48 >> 2]; - j = y[b2 + 12 >> 2]; - k = y[b2 + 52 >> 2]; - l = y[b2 + 16 >> 2]; - m2 = y[b2 + 56 >> 2]; - n2 = y[b2 + 20 >> 2]; - o2 = y[b2 + 60 >> 2]; - p = y[b2 + 24 >> 2]; - f = b2 - -64 | 0; - q = y[f >> 2]; - r = y[b2 + 28 >> 2]; - s2 = y[b2 + 68 >> 2]; - t2 = y[b2 + 32 >> 2]; - u = y[b2 + 72 >> 2]; - v2 = y[b2 >> 2]; - y[a2 + 36 >> 2] = y[b2 + 36 >> 2] + y[b2 + 76 >> 2]; - y[a2 + 32 >> 2] = t2 + u; - y[a2 + 28 >> 2] = r + s2; - y[a2 + 24 >> 2] = p + q; - y[a2 + 20 >> 2] = n2 + o2; - y[a2 + 16 >> 2] = l + m2; - y[a2 + 12 >> 2] = j + k; - y[a2 + 8 >> 2] = h + i3; - y[a2 + 4 >> 2] = e + g; - y[a2 >> 2] = d + v2; - g = y[b2 + 40 >> 2]; - d = y[b2 + 4 >> 2]; - h = y[b2 + 44 >> 2]; - i3 = y[b2 + 8 >> 2]; - j = y[b2 + 48 >> 2]; - k = y[b2 + 12 >> 2]; - l = y[b2 + 52 >> 2]; - m2 = y[b2 + 16 >> 2]; - n2 = y[b2 + 56 >> 2]; - o2 = y[b2 + 20 >> 2]; - p = y[b2 + 60 >> 2]; - q = y[b2 + 24 >> 2]; - f = y[f >> 2]; - e = y[b2 + 28 >> 2]; - r = y[b2 + 68 >> 2]; - s2 = y[b2 + 32 >> 2]; - t2 = y[b2 + 72 >> 2]; - u = y[b2 >> 2]; - y[a2 + 76 >> 2] = y[b2 + 76 >> 2] - y[b2 + 36 >> 2]; - y[a2 + 72 >> 2] = t2 - s2; - y[a2 + 68 >> 2] = r - e; - e = a2 - -64 | 0; - y[e >> 2] = f - q; - y[a2 + 60 >> 2] = p - o2; - y[a2 + 56 >> 2] = n2 - m2; - y[a2 + 52 >> 2] = l - k; - y[a2 + 48 >> 2] = j - i3; - y[a2 + 44 >> 2] = h - d; - d = a2 + 40 | 0; - y[d >> 2] = g - u; - ea(a2 + 80 | 0, a2, c2); - ea(d, d, c2 + 40 | 0); - ea(a2 + 120 | 0, c2 + 80 | 0, b2 + 120 | 0); - v2 = y[b2 + 80 >> 2]; - z2 = y[b2 + 84 >> 2]; - A2 = y[b2 + 88 >> 2]; - B2 = y[b2 + 92 >> 2]; - C2 = y[b2 + 96 >> 2]; - D2 = y[b2 + 100 >> 2]; - E2 = y[b2 + 104 >> 2]; - F2 = y[b2 + 108 >> 2]; - G2 = y[b2 + 112 >> 2]; - H2 = y[b2 + 116 >> 2]; - b2 = y[d >> 2]; - c2 = y[a2 + 80 >> 2]; - g = y[a2 + 44 >> 2]; - h = y[a2 + 84 >> 2]; - i3 = y[a2 + 48 >> 2]; - j = y[a2 + 88 >> 2]; - k = y[a2 + 52 >> 2]; - l = y[a2 + 92 >> 2]; - m2 = y[a2 + 56 >> 2]; - n2 = y[a2 + 96 >> 2]; - o2 = y[a2 + 60 >> 2]; - p = y[a2 + 100 >> 2]; - f = y[e >> 2]; - q = y[a2 + 104 >> 2]; - r = y[a2 + 68 >> 2]; - s2 = y[a2 + 108 >> 2]; - t2 = y[a2 + 72 >> 2]; - u = y[a2 + 112 >> 2]; - w2 = y[a2 + 76 >> 2]; - x2 = y[a2 + 116 >> 2]; - y[a2 + 76 >> 2] = w2 + x2; - y[a2 + 72 >> 2] = t2 + u; - y[a2 + 68 >> 2] = r + s2; - y[e >> 2] = f + q; - y[a2 + 60 >> 2] = o2 + p; - y[a2 + 56 >> 2] = m2 + n2; - y[a2 + 52 >> 2] = k + l; - y[a2 + 48 >> 2] = i3 + j; - y[a2 + 44 >> 2] = g + h; - y[d >> 2] = b2 + c2; - y[a2 + 36 >> 2] = x2 - w2; - y[a2 + 32 >> 2] = u - t2; - y[a2 + 28 >> 2] = s2 - r; - y[a2 + 24 >> 2] = q - f; - y[a2 + 20 >> 2] = p - o2; - y[a2 + 16 >> 2] = n2 - m2; - y[a2 + 12 >> 2] = l - k; - y[a2 + 8 >> 2] = j - i3; - y[a2 + 4 >> 2] = h - g; - y[a2 >> 2] = c2 - b2; - b2 = H2 << 1; - c2 = y[a2 + 156 >> 2]; - y[a2 + 156 >> 2] = b2 - c2; - d = G2 << 1; - e = y[a2 + 152 >> 2]; - y[a2 + 152 >> 2] = d - e; - g = F2 << 1; - h = y[a2 + 148 >> 2]; - y[a2 + 148 >> 2] = g - h; - i3 = E2 << 1; - j = y[a2 + 144 >> 2]; - y[a2 + 144 >> 2] = i3 - j; - k = D2 << 1; - l = y[a2 + 140 >> 2]; - y[a2 + 140 >> 2] = k - l; - m2 = C2 << 1; - n2 = y[a2 + 136 >> 2]; - y[a2 + 136 >> 2] = m2 - n2; - o2 = B2 << 1; - p = y[a2 + 132 >> 2]; - y[a2 + 132 >> 2] = o2 - p; - f = A2 << 1; - q = y[a2 + 128 >> 2]; - y[a2 + 128 >> 2] = f - q; - r = z2 << 1; - s2 = y[a2 + 124 >> 2]; - y[a2 + 124 >> 2] = r - s2; - t2 = v2 << 1; - u = y[a2 + 120 >> 2]; - y[a2 + 120 >> 2] = t2 - u; - y[a2 + 112 >> 2] = d + e; - y[a2 + 108 >> 2] = g + h; - y[a2 + 104 >> 2] = i3 + j; - y[a2 + 100 >> 2] = k + l; - y[a2 + 96 >> 2] = m2 + n2; - y[a2 + 92 >> 2] = o2 + p; - y[a2 + 88 >> 2] = f + q; - y[a2 + 84 >> 2] = r + s2; - y[a2 + 80 >> 2] = t2 + u; - y[a2 + 116 >> 2] = b2 + c2; - } - function Oa(a2, b2, c2, d) { - var e = 0, f = 0; - e = -1; - f = d - 65 | 0; - if (!(f >>> 0 < 4294967232 | c2 >>> 0 > 64)) { - a: { - if (!(c2 ? b2 : 0)) { - if ((f & 255) >>> 0 <= 191) { - ja(); - s(); - } - o(a2 - -64 | 0, 0, 293); - w[a2 + 56 | 0] = 121; - w[a2 + 57 | 0] = 33; - w[a2 + 58 | 0] = 126; - w[a2 + 59 | 0] = 19; - w[a2 + 60 | 0] = 25; - w[a2 + 61 | 0] = 205; - w[a2 + 62 | 0] = 224; - w[a2 + 63 | 0] = 91; - w[a2 + 48 | 0] = 107; - w[a2 + 49 | 0] = 189; - w[a2 + 50 | 0] = 65; - w[a2 + 51 | 0] = 251; - w[a2 + 52 | 0] = 171; - w[a2 + 53 | 0] = 217; - w[a2 + 54 | 0] = 131; - w[a2 + 55 | 0] = 31; - w[a2 + 40 | 0] = 31; - w[a2 + 41 | 0] = 108; - w[a2 + 42 | 0] = 62; - w[a2 + 43 | 0] = 43; - w[a2 + 44 | 0] = 140; - w[a2 + 45 | 0] = 104; - w[a2 + 46 | 0] = 5; - w[a2 + 47 | 0] = 155; - w[a2 + 32 | 0] = 209; - w[a2 + 33 | 0] = 130; - w[a2 + 34 | 0] = 230; - w[a2 + 35 | 0] = 173; - w[a2 + 36 | 0] = 127; - w[a2 + 37 | 0] = 82; - w[a2 + 38 | 0] = 14; - w[a2 + 39 | 0] = 81; - w[a2 + 24 | 0] = 241; - w[a2 + 25 | 0] = 54; - w[a2 + 26 | 0] = 29; - w[a2 + 27 | 0] = 95; - w[a2 + 28 | 0] = 58; - w[a2 + 29 | 0] = 245; - w[a2 + 30 | 0] = 79; - w[a2 + 31 | 0] = 165; - w[a2 + 16 | 0] = 43; - w[a2 + 17 | 0] = 248; - w[a2 + 18 | 0] = 148; - w[a2 + 19 | 0] = 254; - w[a2 + 20 | 0] = 114; - w[a2 + 21 | 0] = 243; - w[a2 + 22 | 0] = 110; - w[a2 + 23 | 0] = 60; - w[a2 + 8 | 0] = 59; - w[a2 + 9 | 0] = 167; - w[a2 + 10 | 0] = 202; - w[a2 + 11 | 0] = 132; - w[a2 + 12 | 0] = 133; - w[a2 + 13 | 0] = 174; - w[a2 + 14 | 0] = 103; - w[a2 + 15 | 0] = 187; - b2 = d ^ -222443256; - w[a2 | 0] = b2; - w[a2 + 1 | 0] = b2 >>> 8; - w[a2 + 2 | 0] = b2 >>> 16; - w[a2 + 3 | 0] = b2 >>> 24; - w[a2 + 4 | 0] = 103; - w[a2 + 5 | 0] = 230; - w[a2 + 6 | 0] = 9; - w[a2 + 7 | 0] = 106; - break a; - } - e = T - 128 | 0; - T = e; - b: { - if (!(!b2 | (d - 65 & 255) >>> 0 <= 191 | (c2 - 65 & 255) >>> 0 <= 191)) { - o(a2 - -64 | 0, 0, 293); - w[a2 + 56 | 0] = 121; - w[a2 + 57 | 0] = 33; - w[a2 + 58 | 0] = 126; - w[a2 + 59 | 0] = 19; - w[a2 + 60 | 0] = 25; - w[a2 + 61 | 0] = 205; - w[a2 + 62 | 0] = 224; - w[a2 + 63 | 0] = 91; - w[a2 + 48 | 0] = 107; - w[a2 + 49 | 0] = 189; - w[a2 + 50 | 0] = 65; - w[a2 + 51 | 0] = 251; - w[a2 + 52 | 0] = 171; - w[a2 + 53 | 0] = 217; - w[a2 + 54 | 0] = 131; - w[a2 + 55 | 0] = 31; - w[a2 + 40 | 0] = 31; - w[a2 + 41 | 0] = 108; - w[a2 + 42 | 0] = 62; - w[a2 + 43 | 0] = 43; - w[a2 + 44 | 0] = 140; - w[a2 + 45 | 0] = 104; - w[a2 + 46 | 0] = 5; - w[a2 + 47 | 0] = 155; - w[a2 + 32 | 0] = 209; - w[a2 + 33 | 0] = 130; - w[a2 + 34 | 0] = 230; - w[a2 + 35 | 0] = 173; - w[a2 + 36 | 0] = 127; - w[a2 + 37 | 0] = 82; - w[a2 + 38 | 0] = 14; - w[a2 + 39 | 0] = 81; - w[a2 + 24 | 0] = 241; - w[a2 + 25 | 0] = 54; - w[a2 + 26 | 0] = 29; - w[a2 + 27 | 0] = 95; - w[a2 + 28 | 0] = 58; - w[a2 + 29 | 0] = 245; - w[a2 + 30 | 0] = 79; - w[a2 + 31 | 0] = 165; - w[a2 + 16 | 0] = 43; - w[a2 + 17 | 0] = 248; - w[a2 + 18 | 0] = 148; - w[a2 + 19 | 0] = 254; - w[a2 + 20 | 0] = 114; - w[a2 + 21 | 0] = 243; - w[a2 + 22 | 0] = 110; - w[a2 + 23 | 0] = 60; - w[a2 + 8 | 0] = 59; - w[a2 + 9 | 0] = 167; - w[a2 + 10 | 0] = 202; - w[a2 + 11 | 0] = 132; - w[a2 + 12 | 0] = 133; - w[a2 + 13 | 0] = 174; - w[a2 + 14 | 0] = 103; - w[a2 + 15 | 0] = 187; - d = (c2 << 8 | d) ^ -222443256; - w[a2 | 0] = d; - w[a2 + 1 | 0] = d >>> 8; - w[a2 + 2 | 0] = d >>> 16; - w[a2 + 3 | 0] = d >>> 24; - d = c2 >>> 24 ^ 1779033703; - w[a2 + 4 | 0] = d; - w[a2 + 5 | 0] = d >>> 8; - w[a2 + 6 | 0] = d >>> 16; - w[a2 + 7 | 0] = d >>> 24; - o(e, 0, 128); - if (c2) { - t(e, b2, c2); - } - t(a2 + 96 | 0, e, 128); - w[a2 + 352 | 0] = 128; - w[a2 + 353 | 0] = 0; - w[a2 + 354 | 0] = 0; - w[a2 + 355 | 0] = 0; - ga(e, 128); - T = e + 128 | 0; - break b; - } - ja(); - s(); - } - } - e = 0; - } - return e; - } - function Sb(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0, x2 = 0, A2 = 0, B2 = 0, C2 = 0, D2 = 0, E2 = 0; - r = z[b2 + 31 | 0]; - s2 = z[b2 + 30 | 0]; - t2 = z[b2 + 29 | 0]; - u = z[b2 + 6 | 0]; - v2 = z[b2 + 5 | 0]; - w2 = z[b2 + 4 | 0]; - x2 = z[b2 + 9 | 0]; - A2 = z[b2 + 8 | 0]; - B2 = z[b2 + 7 | 0]; - C2 = z[b2 + 12 | 0]; - l = z[b2 + 11 | 0]; - m2 = z[b2 + 10 | 0]; - p = z[b2 + 15 | 0]; - n2 = z[b2 + 14 | 0]; - D2 = z[b2 + 13 | 0]; - i3 = z[b2 + 28 | 0]; - k = z[b2 + 27 | 0]; - j = z[b2 + 26 | 0]; - h = z[b2 + 25 | 0]; - f = z[b2 + 24 | 0]; - e = z[b2 + 23 | 0]; - E2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - d = z[b2 + 21 | 0]; - g = d << 15; - d = c2; - c2 = g; - g = z[b2 + 20 | 0]; - o2 = c2 | g << 7; - g = d | d; - c2 = z[b2 + 22 | 0]; - c2 = c2 << 23 | o2; - d = d | g; - q = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - b2 = 0; - g = c2; - o2 = q + 16777216 | 0; - b2 = o2 >>> 0 < 16777216 ? 1 : b2; - c2 = (b2 & 33554431) << 7 | o2 >>> 25; - g = g + c2 | 0; - b2 = (b2 >>> 25 | 0) + d | 0; - d = g; - c2 = d >>> 0 < c2 >>> 0 ? b2 + 1 | 0 : b2; - g = d + 33554432 | 0; - b2 = g >>> 0 < 33554432 ? c2 + 1 | 0 : c2; - y[a2 + 24 >> 2] = d - (g & -67108864); - d = e >>> 27 | 0; - e = f << 13 | e << 5; - c2 = d | f >>> 19 | h >>> 11; - d = b2; - f = h << 21 | e; - d = (d & 67108863) << 6 | g >>> 26; - e = f + d | 0; - d = e; - b2 = c2; - e = f + 16777216 | 0; - c2 = e >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - y[a2 + 28 >> 2] = d - (e & 1040187392); - d = k >>> 20 | j >>> 28 | i3 >>> 12; - b2 = c2; - c2 = b2 >>> 25 | 0; - b2 = (b2 & 33554431) << 7 | e >>> 25; - e = b2 + (k << 12 | j << 4 | i3 << 20) | 0; - d = c2 + d | 0; - c2 = e; - d = c2 >>> 0 < b2 >>> 0 ? d + 1 | 0 : d; - b2 = d; - i3 = c2 + 33554432 | 0; - e = i3 >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - y[a2 + 32 >> 2] = c2 - (i3 & -67108864); - j = q - (o2 & -33554432) | 0; - f = n2 << 10 | D2 << 2 | p << 18; - h = n2 >>> 22 | p >>> 14; - c2 = l >>> 21 | m2 >>> 29; - l = l << 11 | m2 << 3 | C2 << 19; - k = l + 16777216 | 0; - d = k >>> 0 < 16777216 ? c2 + 1 | 0 : c2; - b2 = d >>> 25 | 0; - c2 = f; - f = (d & 33554431) << 7 | k >>> 25; - d = c2 + f | 0; - c2 = b2 + h | 0; - c2 = d >>> 0 < f >>> 0 ? c2 + 1 | 0 : c2; - b2 = c2; - f = d + 33554432 | 0; - b2 = f >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - c2 = f; - f = ((b2 & 67108863) << 6 | c2 >>> 26) + j | 0; - y[a2 + 20 >> 2] = f; - y[a2 + 16 >> 2] = d - (c2 & -67108864); - f = A2 << 13 | B2 << 5 | x2 << 21; - h = 0; - m2 = v2 << 14 | w2 << 6 | u << 22; - c2 = 0; - j = m2 + 16777216 | 0; - c2 = j >>> 0 < 16777216 ? c2 + 1 | 0 : c2; - d = c2 >>> 25 | 0; - b2 = f; - f = (c2 & 33554431) << 7 | j >>> 25; - c2 = b2 + f | 0; - b2 = d + h | 0; - b2 = c2 >>> 0 < f >>> 0 ? b2 + 1 | 0 : b2; - h = c2 + 33554432 | 0; - d = h >>> 0 < 33554432 ? b2 + 1 | 0 : b2; - y[a2 + 8 >> 2] = c2 - (h & -67108864); - n2 = r << 18 & 33292288 | (s2 << 10 | t2 << 2); - c2 = 0; - e = (e & 67108863) << 6 | i3 >>> 26; - i3 = e + n2 | 0; - b2 = c2; - e = n2 + 16777216 | 0; - c2 = e >>> 0 < 16777216 ? b2 + 1 | 0 : b2; - y[a2 + 36 >> 2] = i3 - (e & 33554432); - d = l + ((d & 67108863) << 6 | h >>> 26) | 0; - y[a2 + 12 >> 2] = d - (k & 234881024); - f = m2 - (j & 2113929216) | 0; - b2 = c2; - c2 = b2 >>> 25 | 0; - d = te((b2 & 33554431) << 7 | e >>> 25, c2, 19, 0); - c2 = d + E2 | 0; - b2 = U; - d = c2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2; - b2 = c2 + 33554432 | 0; - d = b2 >>> 0 < 33554432 ? d + 1 | 0 : d; - e = ((d & 67108863) << 6 | b2 >>> 26) + f | 0; - y[a2 + 4 >> 2] = e; - y[a2 >> 2] = c2 - (b2 & -67108864); - } - function ka(a2, b2, c2, d) { - var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0; - o2 = T - 704 | 0; - T = o2; - a: { - if (!(c2 | d)) { - break a; - } - g = y[a2 + 76 >> 2]; - f = g; - g = (d << 3 | c2 >>> 29) + f | 0; - k = y[a2 + 72 >> 2]; - i3 = c2 << 3; - h = k + i3 | 0; - y[a2 + 72 >> 2] = h; - g = h >>> 0 < i3 >>> 0 ? g + 1 | 0 : g; - y[a2 + 76 >> 2] = g; - e = a2 - -64 | 0; - i3 = e; - h = (f | 0) == (g | 0) & h >>> 0 < k >>> 0 | f >>> 0 > g >>> 0; - g = y[e + 4 >> 2]; - r = h; - h = h + y[e >> 2] | 0; - e = r >>> 0 > h >>> 0 ? g + 1 | 0 : g; - j = d >>> 29 | 0; - h = j + h | 0; - y[i3 >> 2] = h; - y[i3 + 4 >> 2] = h >>> 0 < j >>> 0 ? e + 1 | 0 : e; - h = a2 + 80 | 0; - i3 = ((f & 7) << 29 | k >>> 3) & 127; - g = i3; - e = 128 - g | 0; - k = e; - j = 0; - r = 0 - (j + (g >>> 0 > 128) | 0) | 0; - g = r; - if ((d | 0) == (g | 0) & c2 >>> 0 >= e >>> 0 | d >>> 0 > g >>> 0) { - s2 = e & 3; - f = 0; - g = 0; - b: { - if (!j & (i3 ^ 127) >>> 0 >= 3 | j) { - j = e & 252; - while (1) { - e = f + i3 | 0; - w[e + h | 0] = z[b2 + f | 0]; - e = f | 1; - q = i3 + e | 0; - w[h + q | 0] = z[b2 + e | 0]; - e = f | 2; - q = i3 + e | 0; - w[h + q | 0] = z[b2 + e | 0]; - e = f | 3; - q = i3 + e | 0; - w[h + q | 0] = z[b2 + e | 0]; - f = f + 4 | 0; - g = f >>> 0 < 4 ? g + 1 | 0 : g; - e = p; - m2 = m2 + 4 | 0; - e = m2 >>> 0 < 4 ? e + 1 | 0 : e; - p = e; - if ((j | 0) != (m2 | 0) | (n2 | 0) != (e | 0)) { - continue; - } - break; - } - if (!(s2 | t2)) { - break b; - } - } - while (1) { - e = f + i3 | 0; - w[e + h | 0] = z[b2 + f | 0]; - e = g; - f = f + 1 | 0; - g = f ? e : e + 1 | 0; - e = n2; - l = l + 1 | 0; - e = l ? e : e + 1 | 0; - n2 = e; - if ((l | 0) != (s2 | 0) | (t2 | 0) != (e | 0)) { - continue; - } - break; - } - } - f = o2 + 640 | 0; - Ra(a2, h, o2, f); - b2 = b2 + k | 0; - d = d - ((c2 >>> 0 < k >>> 0) + r | 0) | 0; - c2 = c2 - k | 0; - if (!d & c2 >>> 0 > 127 | d) { - while (1) { - Ra(a2, b2, o2, f); - b2 = b2 + 128 | 0; - d = d - (c2 >>> 0 < 128) | 0; - c2 = c2 - 128 | 0; - if (!d & c2 >>> 0 > 127 | d) { - continue; - } - break; - } - } - c: { - if (!(c2 | d)) { - break c; - } - a2 = c2 & 3; - p = 0; - l = 0; - n2 = 0; - f = 0; - g = 0; - if (!d & c2 >>> 0 >= 4 | d) { - m2 = c2 & 124; - k = 0; - c2 = 0; - d = 0; - while (1) { - w[f + h | 0] = z[b2 + f | 0]; - e = f | 1; - w[e + h | 0] = z[b2 + e | 0]; - e = f | 2; - w[e + h | 0] = z[b2 + e | 0]; - e = f | 3; - w[e + h | 0] = z[b2 + e | 0]; - e = g; - f = f + 4 | 0; - g = f >>> 0 < 4 ? e + 1 | 0 : e; - e = d; - c2 = c2 + 4 | 0; - e = c2 >>> 0 < 4 ? e + 1 | 0 : e; - d = e; - if ((c2 | 0) != (m2 | 0) | (k | 0) != (e | 0)) { - continue; - } - break; - } - if (!(a2 | p)) { - break c; - } - } - while (1) { - w[f + h | 0] = z[b2 + f | 0]; - f = f + 1 | 0; - g = f ? g : g + 1 | 0; - e = n2; - l = l + 1 | 0; - e = l ? e : e + 1 | 0; - n2 = e; - if ((a2 | 0) != (l | 0) | (p | 0) != (e | 0)) { - continue; - } - break; - } - } - ga(o2, 704); - break a; - } - a2 = c2 & 3; - k = 0; - f = 0; - g = 0; - if (!d & c2 >>> 0 >= 4 | d) { - c2 = c2 & -4; - while (1) { - e = f + i3 | 0; - w[e + h | 0] = z[b2 + f | 0]; - e = f | 1; - j = i3 + e | 0; - w[h + j | 0] = z[b2 + e | 0]; - e = f | 2; - j = i3 + e | 0; - w[h + j | 0] = z[b2 + e | 0]; - e = f | 3; - j = i3 + e | 0; - w[h + j | 0] = z[b2 + e | 0]; - f = f + 4 | 0; - g = f >>> 0 < 4 ? g + 1 | 0 : g; - e = p; - m2 = m2 + 4 | 0; - e = m2 >>> 0 < 4 ? e + 1 | 0 : e; - p = e; - if ((c2 | 0) != (m2 | 0) | (d | 0) != (e | 0)) { - continue; - } - break; - } - if (!(a2 | k)) { - break a; - } - } - while (1) { - c2 = f + i3 | 0; - w[c2 + h | 0] = z[b2 + f | 0]; - f = f + 1 | 0; - g = f ? g : g + 1 | 0; - e = n2; - l = l + 1 | 0; - e = l ? e : e + 1 | 0; - n2 = e; - if ((a2 | 0) != (l | 0) | (k | 0) != (e | 0)) { - continue; - } - break; - } - } - T = o2 + 704 | 0; - return 0; - } - function Qd(a2, b2, c2) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; - k = T - 160 | 0; - T = k; - Da(b2, c2, 32, 0); - w[b2 | 0] = z[b2 | 0] & 248; - w[b2 + 31 | 0] = z[b2 + 31 | 0] & 63 | 64; - Xa(k, b2); - Ya(a2, k); - f = c2; - g = z[f | 0] | z[f + 1 | 0] << 8 | (z[f + 2 | 0] << 16 | z[f + 3 | 0] << 24); - e = z[f + 4 | 0] | z[f + 5 | 0] << 8 | (z[f + 6 | 0] << 16 | z[f + 7 | 0] << 24); - h = z[f + 8 | 0] | z[f + 9 | 0] << 8 | (z[f + 10 | 0] << 16 | z[f + 11 | 0] << 24); - i3 = z[f + 12 | 0] | z[f + 13 | 0] << 8 | (z[f + 14 | 0] << 16 | z[f + 15 | 0] << 24); - j = z[f + 16 | 0] | z[f + 17 | 0] << 8 | (z[f + 18 | 0] << 16 | z[f + 19 | 0] << 24); - c2 = z[f + 20 | 0] | z[f + 21 | 0] << 8 | (z[f + 22 | 0] << 16 | z[f + 23 | 0] << 24); - l = z[f + 28 | 0] | z[f + 29 | 0] << 8 | (z[f + 30 | 0] << 16 | z[f + 31 | 0] << 24); - d = b2; - b2 = z[f + 24 | 0] | z[f + 25 | 0] << 8 | (z[f + 26 | 0] << 16 | z[f + 27 | 0] << 24); - w[d + 24 | 0] = b2; - w[d + 25 | 0] = b2 >>> 8; - w[d + 26 | 0] = b2 >>> 16; - w[d + 27 | 0] = b2 >>> 24; - w[d + 28 | 0] = l; - w[d + 29 | 0] = l >>> 8; - w[d + 30 | 0] = l >>> 16; - w[d + 31 | 0] = l >>> 24; - w[d + 16 | 0] = j; - w[d + 17 | 0] = j >>> 8; - w[d + 18 | 0] = j >>> 16; - w[d + 19 | 0] = j >>> 24; - w[d + 20 | 0] = c2; - w[d + 21 | 0] = c2 >>> 8; - w[d + 22 | 0] = c2 >>> 16; - w[d + 23 | 0] = c2 >>> 24; - w[d + 8 | 0] = h; - w[d + 9 | 0] = h >>> 8; - w[d + 10 | 0] = h >>> 16; - w[d + 11 | 0] = h >>> 24; - w[d + 12 | 0] = i3; - w[d + 13 | 0] = i3 >>> 8; - w[d + 14 | 0] = i3 >>> 16; - w[d + 15 | 0] = i3 >>> 24; - w[d | 0] = g; - w[d + 1 | 0] = g >>> 8; - w[d + 2 | 0] = g >>> 16; - w[d + 3 | 0] = g >>> 24; - w[d + 4 | 0] = e; - w[d + 5 | 0] = e >>> 8; - w[d + 6 | 0] = e >>> 16; - w[d + 7 | 0] = e >>> 24; - e = a2; - h = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); - i3 = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); - j = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); - c2 = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); - b2 = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); - a2 = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); - g = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); - e = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); - w[d + 56 | 0] = e; - w[d + 57 | 0] = e >>> 8; - w[d + 58 | 0] = e >>> 16; - w[d + 59 | 0] = e >>> 24; - w[d + 60 | 0] = g; - w[d + 61 | 0] = g >>> 8; - w[d + 62 | 0] = g >>> 16; - w[d + 63 | 0] = g >>> 24; - w[d + 48 | 0] = b2; - w[d + 49 | 0] = b2 >>> 8; - w[d + 50 | 0] = b2 >>> 16; - w[d + 51 | 0] = b2 >>> 24; - w[d + 52 | 0] = a2; - w[d + 53 | 0] = a2 >>> 8; - w[d + 54 | 0] = a2 >>> 16; - w[d + 55 | 0] = a2 >>> 24; - w[d + 40 | 0] = j; - w[d + 41 | 0] = j >>> 8; - w[d + 42 | 0] = j >>> 16; - w[d + 43 | 0] = j >>> 24; - w[d + 44 | 0] = c2; - w[d + 45 | 0] = c2 >>> 8; - w[d + 46 | 0] = c2 >>> 16; - w[d + 47 | 0] = c2 >>> 24; - w[d + 32 | 0] = h; - w[d + 33 | 0] = h >>> 8; - w[d + 34 | 0] = h >>> 16; - w[d + 35 | 0] = h >>> 24; - w[d + 36 | 0] = i3; - w[d + 37 | 0] = i3 >>> 8; - w[d + 38 | 0] = i3 >>> 16; - w[d + 39 | 0] = i3 >>> 24; - T = k + 160 | 0; - return 0; - } - function eb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0; - e = 2036477234; - g = 857760878; - d = 1634760805; - i3 = 1797285236; - f = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - l = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - h = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - m2 = z[c2 + 28 | 0] | z[c2 + 29 | 0] << 8 | (z[c2 + 30 | 0] << 16 | z[c2 + 31 | 0] << 24); - j = z[c2 + 24 | 0] | z[c2 + 25 | 0] << 8 | (z[c2 + 26 | 0] << 16 | z[c2 + 27 | 0] << 24); - t2 = z[c2 + 20 | 0] | z[c2 + 21 | 0] << 8 | (z[c2 + 22 | 0] << 16 | z[c2 + 23 | 0] << 24); - n2 = z[c2 + 16 | 0] | z[c2 + 17 | 0] << 8 | (z[c2 + 18 | 0] << 16 | z[c2 + 19 | 0] << 24); - o2 = z[c2 + 12 | 0] | z[c2 + 13 | 0] << 8 | (z[c2 + 14 | 0] << 16 | z[c2 + 15 | 0] << 24); - p = z[c2 + 8 | 0] | z[c2 + 9 | 0] << 8 | (z[c2 + 10 | 0] << 16 | z[c2 + 11 | 0] << 24); - q = z[c2 + 4 | 0] | z[c2 + 5 | 0] << 8 | (z[c2 + 6 | 0] << 16 | z[c2 + 7 | 0] << 24); - b2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - c2 = z[c2 | 0] | z[c2 + 1 | 0] << 8 | (z[c2 + 2 | 0] << 16 | z[c2 + 3 | 0] << 24); - while (1) { - k = c2; - r = b2; - b2 = c2 + d | 0; - c2 = ue(r ^ b2, 16); - d = c2 + n2 | 0; - n2 = ue(k ^ d, 12); - k = n2; - r = b2 + n2 | 0; - u = ue(r ^ c2, 8); - n2 = u + d | 0; - b2 = ue(k ^ n2, 7); - d = o2; - c2 = i3 + o2 | 0; - o2 = ue(c2 ^ f, 16); - m2 = o2 + m2 | 0; - d = ue(d ^ m2, 12); - f = p; - e = e + p | 0; - i3 = ue(e ^ l, 16); - p = i3 + j | 0; - f = ue(f ^ p, 12); - e = f + e | 0; - j = ue(e ^ i3, 8); - s2 = c2 + d | 0; - i3 = b2 + s2 | 0; - c2 = ue(j ^ i3, 16); - g = g + q | 0; - l = ue(g ^ h, 16); - h = l + t2 | 0; - q = ue(h ^ q, 12); - k = b2; - g = g + q | 0; - b2 = ue(g ^ l, 8); - v2 = b2 + h | 0; - h = c2 + v2 | 0; - k = ue(k ^ h, 12); - i3 = k + i3 | 0; - l = ue(c2 ^ i3, 8); - t2 = l + h | 0; - c2 = ue(t2 ^ k, 7); - k = e; - e = d; - s2 = ue(o2 ^ s2, 8); - d = s2 + m2 | 0; - e = ue(e ^ d, 7); - h = k + e | 0; - o2 = ue(h ^ b2, 16); - b2 = o2 + n2 | 0; - m2 = ue(b2 ^ e, 12); - e = m2 + h | 0; - h = ue(o2 ^ e, 8); - n2 = b2 + h | 0; - o2 = ue(n2 ^ m2, 7); - b2 = f; - f = j + p | 0; - b2 = ue(b2 ^ f, 7); - g = b2 + g | 0; - p = ue(g ^ u, 16); - d = p + d | 0; - j = ue(b2 ^ d, 12); - g = j + g | 0; - b2 = ue(p ^ g, 8); - m2 = d + b2 | 0; - p = ue(m2 ^ j, 7); - k = f; - d = ue(q ^ v2, 7); - f = d + r | 0; - j = ue(f ^ s2, 16); - q = k + j | 0; - r = ue(d ^ q, 12); - d = r + f | 0; - f = ue(j ^ d, 8); - j = q + f | 0; - q = ue(j ^ r, 7); - x2 = x2 + 1 | 0; - if ((x2 | 0) != 10) { - continue; - } - break; - } - w[a2 | 0] = d; - w[a2 + 1 | 0] = d >>> 8; - w[a2 + 2 | 0] = d >>> 16; - w[a2 + 3 | 0] = d >>> 24; - w[a2 + 28 | 0] = f; - w[a2 + 29 | 0] = f >>> 8; - w[a2 + 30 | 0] = f >>> 16; - w[a2 + 31 | 0] = f >>> 24; - w[a2 + 24 | 0] = l; - w[a2 + 25 | 0] = l >>> 8; - w[a2 + 26 | 0] = l >>> 16; - w[a2 + 27 | 0] = l >>> 24; - w[a2 + 20 | 0] = h; - w[a2 + 21 | 0] = h >>> 8; - w[a2 + 22 | 0] = h >>> 16; - w[a2 + 23 | 0] = h >>> 24; - w[a2 + 16 | 0] = b2; - w[a2 + 17 | 0] = b2 >>> 8; - w[a2 + 18 | 0] = b2 >>> 16; - w[a2 + 19 | 0] = b2 >>> 24; - w[a2 + 12 | 0] = i3; - w[a2 + 13 | 0] = i3 >>> 8; - w[a2 + 14 | 0] = i3 >>> 16; - w[a2 + 15 | 0] = i3 >>> 24; - w[a2 + 8 | 0] = e; - w[a2 + 9 | 0] = e >>> 8; - w[a2 + 10 | 0] = e >>> 16; - w[a2 + 11 | 0] = e >>> 24; - w[a2 + 4 | 0] = g; - w[a2 + 5 | 0] = g >>> 8; - w[a2 + 6 | 0] = g >>> 16; - w[a2 + 7 | 0] = g >>> 24; - } - function Dd(a2, b2, c2, d, e, f, g, h) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - var i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0; - if ((h & -7) == 1) { - a: { - b: { - c: { - d: { - e: { - f: { - g: { - if (d) { - h: { - i: { - if (h >>> 0 <= 3) { - while (1) { - l = i3; - j: { - k: { - l: { - m: { - while (1) { - k = w[c2 + l | 0]; - j = k - 65 | 0; - j = j & (k - 91 & (j ^ -1)) >>> 8 & 255 | (k + 4 & (k - 58 & (k + 65488 ^ -1)) >>> 8 & 255 | (k + 185 & (k - 123 & (k + 65439 ^ -1)) >>> 8 & 255 | (((k ^ 16336) + 1 ^ -1) >>> 8 & 63 | ((k ^ 16340) + 1 ^ -1) >>> 8 & 62))); - j = (j - 1 & (k ^ 65470) + 1) >>> 8 & 255 | j; - if ((j | 0) != 255) { - break m; - } - j = 0; - if (!e) { - break h; - } - if (Ga(e, k)) { - l = l + 1 | 0; - if (l >>> 0 >= d >>> 0) { - break l; - } - continue; - } - break; - } - i3 = l; - break h; - } - o2 = j + (o2 << 6) | 0; - if (m2 >>> 0 > 1) { - break k; - } - m2 = m2 + 6 | 0; - break j; - } - a2 = i3 + 1 | 0; - i3 = a2 >>> 0 < d >>> 0 ? d : a2; - break h; - } - m2 = m2 - 2 | 0; - if (b2 >>> 0 <= n2 >>> 0) { - break i; - } - w[a2 + n2 | 0] = o2 >>> m2; - n2 = n2 + 1 | 0; - } - j = 0; - i3 = l + 1 | 0; - if (i3 >>> 0 < d >>> 0) { - continue; - } - break; - } - break h; - } - while (1) { - n: { - k = w[c2 + l | 0]; - j = k - 65 | 0; - j = j & (k - 91 & (j ^ -1)) >>> 8 & 255 | (k + 4 & (k - 58 & (k + 65488 ^ -1)) >>> 8 & 255 | (k + 185 & (k - 123 & (k + 65439 ^ -1)) >>> 8 & 255 | (((k ^ 16288) + 1 ^ -1) >>> 8 & 63 | ((k ^ 16338) + 1 ^ -1) >>> 8 & 62))); - j = (j - 1 & (k ^ 65470) + 1) >>> 8 & 255 | j; - if ((j | 0) == 255) { - j = 0; - if (!e) { - break h; - } - if (Ga(e, k)) { - l = l + 1 | 0; - if (l >>> 0 >= d >>> 0) { - break n; - } - continue; - } - i3 = l; - break h; - } - o2 = j + (o2 << 6) | 0; - o: { - if (m2 >>> 0 < 2) { - m2 = m2 + 6 | 0; - break o; - } - m2 = m2 - 2 | 0; - if (b2 >>> 0 <= n2 >>> 0) { - break i; - } - w[a2 + n2 | 0] = o2 >>> m2; - n2 = n2 + 1 | 0; - } - j = 0; - i3 = l + 1 | 0; - if (i3 >>> 0 >= d >>> 0) { - break h; - } - l = i3; - continue; - } - break; - } - a2 = i3 + 1 | 0; - i3 = a2 >>> 0 < d >>> 0 ? d : a2; - break h; - } - i3 = l; - y[10048] = 68; - j = 1; - } - if (m2 >>> 0 > 4) { - break g; - } - a2 = i3; - } else { - a2 = 0; - } - l = -1; - if (j) { - i3 = a2; - break a; - } - if ((-1 << m2 ^ -1) & o2) { - i3 = a2; - break a; - } - p: { - if (h & 2) { - break p; - } - j = m2 >>> 1 | 0; - if (!j) { - break p; - } - if (!e) { - break e; - } - i3 = a2 >>> 0 > d >>> 0 ? a2 : d; - while (1) { - if ((a2 | 0) == (i3 | 0)) { - e = 68; - break d; - } - q: { - b2 = w[a2 + c2 | 0]; - if ((b2 | 0) == 61) { - j = j - 1 | 0; - break q; - } - if (Ga(e, b2)) { - break q; - } - e = 28; - i3 = a2; - break d; - } - a2 = a2 + 1 | 0; - if (j) { - continue; - } - break; - } - } - l = 0; - if (!e | a2 >>> 0 >= d >>> 0) { - break f; - } - while (1) { - if (!Ga(e, w[a2 + c2 | 0])) { - break f; - } - a2 = a2 + 1 | 0; - if ((d | 0) != (a2 | 0)) { - continue; - } - break; - } - i3 = d; - break b; - } - l = -1; - break a; - } - i3 = a2; - break b; - } - e = 68; - if (a2 >>> 0 >= d >>> 0) { - i3 = a2; - break d; - } - e = 28; - if (z[a2 + c2 | 0] != 61) { - i3 = a2; - break d; - } - i3 = a2 + 1 | 0; - if ((j | 0) == 1) { - l = 0; - break b; - } - if ((d | 0) == (i3 | 0)) { - i3 = a2 >>> 0 > d >>> 0 ? a2 : d; - e = 68; - break d; - } - if (z[c2 + i3 | 0] == 61) { - break c; - } - } - y[10048] = e; - break a; - } - i3 = a2 + 2 | 0; - l = 0; - } - p = n2; - } - r: { - if (g) { - y[g >> 2] = c2 + i3; - break r; - } - if ((d | 0) == (i3 | 0)) { - break r; - } - y[10048] = 28; - l = -1; - } - if (f) { - y[f >> 2] = p; - } - return l | 0; - } - ja(); - s(); - } - function tb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, x2 = 0; - d = 1797285236; - j = 2036477234; - k = 857760878; - e = 1634760805; - f = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - h = z[b2 + 8 | 0] | z[b2 + 9 | 0] << 8 | (z[b2 + 10 | 0] << 16 | z[b2 + 11 | 0] << 24); - g = z[b2 + 4 | 0] | z[b2 + 5 | 0] << 8 | (z[b2 + 6 | 0] << 16 | z[b2 + 7 | 0] << 24); - r = z[c2 + 28 | 0] | z[c2 + 29 | 0] << 8 | (z[c2 + 30 | 0] << 16 | z[c2 + 31 | 0] << 24); - q = z[c2 + 24 | 0] | z[c2 + 25 | 0] << 8 | (z[c2 + 26 | 0] << 16 | z[c2 + 27 | 0] << 24); - s2 = 20; - o2 = z[c2 + 20 | 0] | z[c2 + 21 | 0] << 8 | (z[c2 + 22 | 0] << 16 | z[c2 + 23 | 0] << 24); - p = z[c2 + 16 | 0] | z[c2 + 17 | 0] << 8 | (z[c2 + 18 | 0] << 16 | z[c2 + 19 | 0] << 24); - l = z[c2 + 12 | 0] | z[c2 + 13 | 0] << 8 | (z[c2 + 14 | 0] << 16 | z[c2 + 15 | 0] << 24); - m2 = z[c2 + 8 | 0] | z[c2 + 9 | 0] << 8 | (z[c2 + 10 | 0] << 16 | z[c2 + 11 | 0] << 24); - n2 = z[c2 + 4 | 0] | z[c2 + 5 | 0] << 8 | (z[c2 + 6 | 0] << 16 | z[c2 + 7 | 0] << 24); - b2 = z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24); - c2 = z[c2 | 0] | z[c2 + 1 | 0] << 8 | (z[c2 + 2 | 0] << 16 | z[c2 + 3 | 0] << 24); - while (1) { - i3 = ue(c2 + k | 0, 7) ^ f; - t2 = ue(i3 + k | 0, 9) ^ q; - l = ue(e + o2 | 0, 7) ^ l; - u = ue(l + e | 0, 9) ^ h; - v2 = ue(u + l | 0, 13) ^ o2; - m2 = ue(d + p | 0, 7) ^ m2; - g = ue(m2 + d | 0, 9) ^ g; - h = ue(g + m2 | 0, 13) ^ p; - d = ue(g + h | 0, 18) ^ d; - f = ue(b2 + j | 0, 7) ^ r; - o2 = v2 ^ ue(d + f | 0, 7); - q = t2 ^ ue(o2 + d | 0, 9); - r = ue(o2 + q | 0, 13) ^ f; - d = ue(q + r | 0, 18) ^ d; - n2 = ue(f + j | 0, 9) ^ n2; - x2 = ue(n2 + f | 0, 13) ^ b2; - b2 = ue(x2 + n2 | 0, 18) ^ j; - p = ue(b2 + i3 | 0, 7) ^ h; - h = ue(p + b2 | 0, 9) ^ u; - f = ue(h + p | 0, 13) ^ i3; - j = ue(f + h | 0, 18) ^ b2; - i3 = ue(i3 + t2 | 0, 13) ^ c2; - c2 = ue(i3 + t2 | 0, 18) ^ k; - b2 = ue(c2 + l | 0, 7) ^ x2; - g = ue(b2 + c2 | 0, 9) ^ g; - l = ue(b2 + g | 0, 13) ^ l; - k = ue(g + l | 0, 18) ^ c2; - e = ue(u + v2 | 0, 18) ^ e; - c2 = ue(e + m2 | 0, 7) ^ i3; - n2 = ue(c2 + e | 0, 9) ^ n2; - m2 = ue(c2 + n2 | 0, 13) ^ m2; - e = ue(n2 + m2 | 0, 18) ^ e; - i3 = s2 >>> 0 > 2; - s2 = s2 - 2 | 0; - if (i3) { - continue; - } - break; - } - w[a2 | 0] = e; - w[a2 + 1 | 0] = e >>> 8; - w[a2 + 2 | 0] = e >>> 16; - w[a2 + 3 | 0] = e >>> 24; - w[a2 + 28 | 0] = f; - w[a2 + 29 | 0] = f >>> 8; - w[a2 + 30 | 0] = f >>> 16; - w[a2 + 31 | 0] = f >>> 24; - w[a2 + 24 | 0] = h; - w[a2 + 25 | 0] = h >>> 8; - w[a2 + 26 | 0] = h >>> 16; - w[a2 + 27 | 0] = h >>> 24; - w[a2 + 20 | 0] = g; - w[a2 + 21 | 0] = g >>> 8; - w[a2 + 22 | 0] = g >>> 16; - w[a2 + 23 | 0] = g >>> 24; - w[a2 + 16 | 0] = b2; - w[a2 + 17 | 0] = b2 >>> 8; - w[a2 + 18 | 0] = b2 >>> 16; - w[a2 + 19 | 0] = b2 >>> 24; - w[a2 + 12 | 0] = d; - w[a2 + 13 | 0] = d >>> 8; - w[a2 + 14 | 0] = d >>> 16; - w[a2 + 15 | 0] = d >>> 24; - w[a2 + 8 | 0] = j; - w[a2 + 9 | 0] = j >>> 8; - w[a2 + 10 | 0] = j >>> 16; - w[a2 + 11 | 0] = j >>> 24; - w[a2 + 4 | 0] = k; - w[a2 + 5 | 0] = k >>> 8; - w[a2 + 6 | 0] = k >>> 16; - w[a2 + 7 | 0] = k >>> 24; - return 0; - } - function zc(a2, b2, c2, d, e, f, g, h) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - var i3 = 0, j = 0; - i3 = T - 112 | 0; - T = i3; - if (c2 | d) { - j = z[h + 28 | 0] | z[h + 29 | 0] << 8 | (z[h + 30 | 0] << 16 | z[h + 31 | 0] << 24); - y[i3 + 24 >> 2] = z[h + 24 | 0] | z[h + 25 | 0] << 8 | (z[h + 26 | 0] << 16 | z[h + 27 | 0] << 24); - y[i3 + 28 >> 2] = j; - j = z[h + 20 | 0] | z[h + 21 | 0] << 8 | (z[h + 22 | 0] << 16 | z[h + 23 | 0] << 24); - y[i3 + 16 >> 2] = z[h + 16 | 0] | z[h + 17 | 0] << 8 | (z[h + 18 | 0] << 16 | z[h + 19 | 0] << 24); - y[i3 + 20 >> 2] = j; - j = z[h + 12 | 0] | z[h + 13 | 0] << 8 | (z[h + 14 | 0] << 16 | z[h + 15 | 0] << 24); - y[i3 + 8 >> 2] = z[h + 8 | 0] | z[h + 9 | 0] << 8 | (z[h + 10 | 0] << 16 | z[h + 11 | 0] << 24); - y[i3 + 12 >> 2] = j; - j = z[h + 4 | 0] | z[h + 5 | 0] << 8 | (z[h + 6 | 0] << 16 | z[h + 7 | 0] << 24); - y[i3 >> 2] = z[h | 0] | z[h + 1 | 0] << 8 | (z[h + 2 | 0] << 16 | z[h + 3 | 0] << 24); - y[i3 + 4 >> 2] = j; - h = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); - y[i3 + 96 >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); - y[i3 + 100 >> 2] = h; - w[i3 + 104 | 0] = f; - w[i3 + 111 | 0] = g >>> 24; - w[i3 + 110 | 0] = g >>> 16; - w[i3 + 109 | 0] = g >>> 8; - w[i3 + 108 | 0] = g; - w[i3 + 107 | 0] = (g & 16777215) << 8 | f >>> 24; - w[i3 + 106 | 0] = (g & 65535) << 16 | f >>> 16; - w[i3 + 105 | 0] = (g & 255) << 24 | f >>> 8; - a: { - if (!d & c2 >>> 0 >= 64 | d) { - while (1) { - h = 0; - Ua(i3 + 32 | 0, i3 + 96 | 0, i3); - while (1) { - f = i3 + 32 | 0; - w[a2 + h | 0] = z[f + h | 0] ^ z[b2 + h | 0]; - e = h | 1; - w[e + a2 | 0] = z[e + f | 0] ^ z[b2 + e | 0]; - h = h + 2 | 0; - if ((h | 0) != 64) { - continue; - } - break; - } - e = z[i3 + 104 | 0] + 1 | 0; - w[i3 + 104 | 0] = e; - e = z[i3 + 105 | 0] + (e >>> 8 | 0) | 0; - w[i3 + 105 | 0] = e; - e = z[i3 + 106 | 0] + (e >>> 8 | 0) | 0; - w[i3 + 106 | 0] = e; - e = z[i3 + 107 | 0] + (e >>> 8 | 0) | 0; - w[i3 + 107 | 0] = e; - e = z[i3 + 108 | 0] + (e >>> 8 | 0) | 0; - w[i3 + 108 | 0] = e; - e = z[i3 + 109 | 0] + (e >>> 8 | 0) | 0; - w[i3 + 109 | 0] = e; - e = z[i3 + 110 | 0] + (e >>> 8 | 0) | 0; - w[i3 + 110 | 0] = e; - w[i3 + 111 | 0] = z[i3 + 111 | 0] + (e >>> 8 | 0); - b2 = b2 - -64 | 0; - a2 = a2 - -64 | 0; - d = d - 1 | 0; - c2 = c2 + -64 | 0; - d = c2 >>> 0 < 4294967232 ? d + 1 | 0 : d; - if (!d & c2 >>> 0 > 63 | d) { - continue; - } - break; - } - if (!(c2 | d)) { - break a; - } - } - h = 0; - Ua(i3 + 32 | 0, i3 + 96 | 0, i3); - if ((c2 | 0) != 1 | d) { - d = c2 & 1; - f = c2 & 62; - e = 0; - while (1) { - g = i3 + 32 | 0; - w[a2 + h | 0] = z[g + h | 0] ^ z[b2 + h | 0]; - c2 = h | 1; - w[c2 + a2 | 0] = z[c2 + g | 0] ^ z[b2 + c2 | 0]; - h = h + 2 | 0; - e = e + 2 | 0; - if ((f | 0) != (e | 0)) { - continue; - } - break; - } - if (!d) { - break a; - } - } - w[a2 + h | 0] = z[(i3 + 32 | 0) + h | 0] ^ z[b2 + h | 0]; - } - ga(i3 + 32 | 0, 64); - ga(i3, 32); - } - T = i3 + 112 | 0; - return 0; - } - function Pd(a2, b2) { - a2 = a2 | 0; - b2 = b2 | 0; - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0; - d = T - 192 | 0; - T = d; - xa(d, 32); - Da(b2, d, 32, 0); - w[b2 | 0] = z[b2 | 0] & 248; - w[b2 + 31 | 0] = z[b2 + 31 | 0] & 63 | 64; - e = d + 32 | 0; - Xa(e, b2); - Ya(a2, e); - f = d; - e = y[d + 28 >> 2]; - d = y[d + 24 >> 2]; - w[b2 + 24 | 0] = d; - w[b2 + 25 | 0] = d >>> 8; - w[b2 + 26 | 0] = d >>> 16; - w[b2 + 27 | 0] = d >>> 24; - w[b2 + 28 | 0] = e; - w[b2 + 29 | 0] = e >>> 8; - w[b2 + 30 | 0] = e >>> 16; - w[b2 + 31 | 0] = e >>> 24; - e = y[f + 20 >> 2]; - d = y[f + 16 >> 2]; - w[b2 + 16 | 0] = d; - w[b2 + 17 | 0] = d >>> 8; - w[b2 + 18 | 0] = d >>> 16; - w[b2 + 19 | 0] = d >>> 24; - w[b2 + 20 | 0] = e; - w[b2 + 21 | 0] = e >>> 8; - w[b2 + 22 | 0] = e >>> 16; - w[b2 + 23 | 0] = e >>> 24; - e = y[f + 12 >> 2]; - d = y[f + 8 >> 2]; - w[b2 + 8 | 0] = d; - w[b2 + 9 | 0] = d >>> 8; - w[b2 + 10 | 0] = d >>> 16; - w[b2 + 11 | 0] = d >>> 24; - w[b2 + 12 | 0] = e; - w[b2 + 13 | 0] = e >>> 8; - w[b2 + 14 | 0] = e >>> 16; - w[b2 + 15 | 0] = e >>> 24; - e = y[f + 4 >> 2]; - d = y[f >> 2]; - w[b2 | 0] = d; - w[b2 + 1 | 0] = d >>> 8; - w[b2 + 2 | 0] = d >>> 16; - w[b2 + 3 | 0] = d >>> 24; - w[b2 + 4 | 0] = e; - w[b2 + 5 | 0] = e >>> 8; - w[b2 + 6 | 0] = e >>> 16; - w[b2 + 7 | 0] = e >>> 24; - c2 = a2; - g = z[c2 | 0] | z[c2 + 1 | 0] << 8 | (z[c2 + 2 | 0] << 16 | z[c2 + 3 | 0] << 24); - h = z[c2 + 4 | 0] | z[c2 + 5 | 0] << 8 | (z[c2 + 6 | 0] << 16 | z[c2 + 7 | 0] << 24); - i3 = z[c2 + 8 | 0] | z[c2 + 9 | 0] << 8 | (z[c2 + 10 | 0] << 16 | z[c2 + 11 | 0] << 24); - e = z[c2 + 12 | 0] | z[c2 + 13 | 0] << 8 | (z[c2 + 14 | 0] << 16 | z[c2 + 15 | 0] << 24); - d = z[c2 + 16 | 0] | z[c2 + 17 | 0] << 8 | (z[c2 + 18 | 0] << 16 | z[c2 + 19 | 0] << 24); - a2 = z[c2 + 20 | 0] | z[c2 + 21 | 0] << 8 | (z[c2 + 22 | 0] << 16 | z[c2 + 23 | 0] << 24); - j = z[c2 + 28 | 0] | z[c2 + 29 | 0] << 8 | (z[c2 + 30 | 0] << 16 | z[c2 + 31 | 0] << 24); - c2 = z[c2 + 24 | 0] | z[c2 + 25 | 0] << 8 | (z[c2 + 26 | 0] << 16 | z[c2 + 27 | 0] << 24); - w[b2 + 56 | 0] = c2; - w[b2 + 57 | 0] = c2 >>> 8; - w[b2 + 58 | 0] = c2 >>> 16; - w[b2 + 59 | 0] = c2 >>> 24; - w[b2 + 60 | 0] = j; - w[b2 + 61 | 0] = j >>> 8; - w[b2 + 62 | 0] = j >>> 16; - w[b2 + 63 | 0] = j >>> 24; - w[b2 + 48 | 0] = d; - w[b2 + 49 | 0] = d >>> 8; - w[b2 + 50 | 0] = d >>> 16; - w[b2 + 51 | 0] = d >>> 24; - w[b2 + 52 | 0] = a2; - w[b2 + 53 | 0] = a2 >>> 8; - w[b2 + 54 | 0] = a2 >>> 16; - w[b2 + 55 | 0] = a2 >>> 24; - w[b2 + 40 | 0] = i3; - w[b2 + 41 | 0] = i3 >>> 8; - w[b2 + 42 | 0] = i3 >>> 16; - w[b2 + 43 | 0] = i3 >>> 24; - w[b2 + 44 | 0] = e; - w[b2 + 45 | 0] = e >>> 8; - w[b2 + 46 | 0] = e >>> 16; - w[b2 + 47 | 0] = e >>> 24; - w[b2 + 32 | 0] = g; - w[b2 + 33 | 0] = g >>> 8; - w[b2 + 34 | 0] = g >>> 16; - w[b2 + 35 | 0] = g >>> 24; - w[b2 + 36 | 0] = h; - w[b2 + 37 | 0] = h >>> 8; - w[b2 + 38 | 0] = h >>> 16; - w[b2 + 39 | 0] = h >>> 24; - ga(f, 32); - T = f + 192 | 0; - return 0; - } - function bb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; - d = T - 96 | 0; - T = d; - if (c2 >>> 0 >= 65) { - vb(a2); - Pa(a2, b2, c2); - ub(a2, d); - c2 = 32; - b2 = d; - } - vb(a2); - y[d + 88 >> 2] = 909522486; - y[d + 92 >> 2] = 909522486; - y[d + 80 >> 2] = 909522486; - y[d + 84 >> 2] = 909522486; - y[d + 72 >> 2] = 909522486; - y[d + 76 >> 2] = 909522486; - y[d + 64 >> 2] = 909522486; - y[d + 68 >> 2] = 909522486; - y[d + 56 >> 2] = 909522486; - y[d + 60 >> 2] = 909522486; - y[d + 48 >> 2] = 909522486; - y[d + 52 >> 2] = 909522486; - y[d + 40 >> 2] = 909522486; - y[d + 44 >> 2] = 909522486; - y[d + 32 >> 2] = 909522486; - y[d + 36 >> 2] = 909522486; - a: { - if (!c2) { - break a; - } - k = c2 & 3; - if (c2 >>> 0 >= 4) { - g = c2 & 124; - while (1) { - h = d + 32 | 0; - f = h + e | 0; - w[f | 0] = z[f | 0] ^ z[b2 + e | 0]; - f = e | 1; - l = f + h | 0; - w[l | 0] = z[l | 0] ^ z[b2 + f | 0]; - f = e | 2; - l = f + h | 0; - w[l | 0] = z[l | 0] ^ z[b2 + f | 0]; - f = h; - h = e | 3; - f = f + h | 0; - w[f | 0] = z[f | 0] ^ z[b2 + h | 0]; - e = e + 4 | 0; - i3 = i3 + 4 | 0; - if ((g | 0) != (i3 | 0)) { - continue; - } - break; - } - if (!k) { - break a; - } - } - while (1) { - i3 = (d + 32 | 0) + e | 0; - w[i3 | 0] = z[i3 | 0] ^ z[b2 + e | 0]; - e = e + 1 | 0; - j = j + 1 | 0; - if ((k | 0) != (j | 0)) { - continue; - } - break; - } - } - Pa(a2, d + 32 | 0, 64); - k = a2 + 104 | 0; - vb(k); - y[d + 88 >> 2] = 1549556828; - y[d + 92 >> 2] = 1549556828; - y[d + 80 >> 2] = 1549556828; - y[d + 84 >> 2] = 1549556828; - y[d + 72 >> 2] = 1549556828; - y[d + 76 >> 2] = 1549556828; - y[d + 64 >> 2] = 1549556828; - y[d + 68 >> 2] = 1549556828; - y[d + 56 >> 2] = 1549556828; - y[d + 60 >> 2] = 1549556828; - y[d + 48 >> 2] = 1549556828; - y[d + 52 >> 2] = 1549556828; - y[d + 40 >> 2] = 1549556828; - y[d + 44 >> 2] = 1549556828; - y[d + 32 >> 2] = 1549556828; - y[d + 36 >> 2] = 1549556828; - b: { - if (!c2) { - break b; - } - h = c2 & 3; - j = 0; - e = 0; - if (c2 >>> 0 >= 4) { - c2 = c2 & 124; - i3 = 0; - while (1) { - a2 = d + 32 | 0; - g = a2 + e | 0; - w[g | 0] = z[g | 0] ^ z[b2 + e | 0]; - g = e | 1; - f = g + a2 | 0; - w[f | 0] = z[f | 0] ^ z[b2 + g | 0]; - g = e | 2; - f = g + a2 | 0; - w[f | 0] = z[f | 0] ^ z[b2 + g | 0]; - f = a2; - a2 = e | 3; - g = f + a2 | 0; - w[g | 0] = z[g | 0] ^ z[a2 + b2 | 0]; - e = e + 4 | 0; - i3 = i3 + 4 | 0; - if ((c2 | 0) != (i3 | 0)) { - continue; - } - break; - } - if (!h) { - break b; - } - } - while (1) { - a2 = (d + 32 | 0) + e | 0; - w[a2 | 0] = z[a2 | 0] ^ z[b2 + e | 0]; - e = e + 1 | 0; - j = j + 1 | 0; - if ((h | 0) != (j | 0)) { - continue; - } - break; - } - } - a2 = d + 32 | 0; - Pa(k, a2, 64); - ga(a2, 64); - ga(d, 32); - T = d + 96 | 0; - return 0; - } - function hc(a2, b2, c2, d, e, f, g) { - var h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0; - if (b2 - 65 >>> 0 < 4294967232 | g >>> 0 > 64) { - a2 = -1; - } else { - h = T; - m2 = h; - h = h - 512 & -64; - T = h; - a: { - b: { - if (!(!(d | e) | c2) | (!a2 | (b2 - 65 & 255) >>> 0 <= 191) | (!(g ? f : 1) | g >>> 0 >= 65)) { - break b; - } - c: { - if (g) { - if (!f) { - break b; - } - o(h - -64 | 0, 0, 293); - y[h + 56 >> 2] = 327033209; - y[h + 60 >> 2] = 1541459225; - y[h + 48 >> 2] = -79577749; - y[h + 52 >> 2] = 528734635; - y[h + 40 >> 2] = 725511199; - y[h + 44 >> 2] = -1694144372; - y[h + 32 >> 2] = -1377402159; - y[h + 36 >> 2] = 1359893119; - y[h + 24 >> 2] = 1595750129; - y[h + 28 >> 2] = -1521486534; - y[h + 16 >> 2] = -23791573; - y[h + 20 >> 2] = 1013904242; - y[h + 8 >> 2] = -2067093701; - y[h + 12 >> 2] = -1150833019; - y[h >> 2] = (g << 8 | b2) ^ -222443256; - y[h + 4 >> 2] = g >>> 24 ^ 1779033703; - j = 128; - i3 = 128 - g | 0; - if (i3) { - o((h + 384 | 0) + g | 0, 0, i3); - } - if (g) { - t(h + 384 | 0, f, g); - } - f = h + 384 | 0; - t(h + 96 | 0, f, 128); - y[h + 352 >> 2] = 128; - ga(f, 128); - break c; - } - o(h - -64 | 0, 0, 293); - y[h + 56 >> 2] = 327033209; - y[h + 60 >> 2] = 1541459225; - y[h + 48 >> 2] = -79577749; - y[h + 52 >> 2] = 528734635; - y[h + 40 >> 2] = 725511199; - y[h + 44 >> 2] = -1694144372; - y[h + 32 >> 2] = -1377402159; - y[h + 36 >> 2] = 1359893119; - y[h + 24 >> 2] = 1595750129; - y[h + 28 >> 2] = -1521486534; - y[h + 16 >> 2] = -23791573; - y[h + 20 >> 2] = 1013904242; - y[h + 8 >> 2] = -2067093701; - y[h + 12 >> 2] = -1150833019; - y[h >> 2] = b2 ^ -222443256; - y[h + 4 >> 2] = 1779033703; - } - if (d | e) { - l = h + 96 | 0; - f = 256 - j | 0; - if (!e & d >>> 0 > f >>> 0 | e) { - n2 = h + 224 | 0; - while (1) { - if (f) { - t(j + l | 0, c2, f); - } - y[h + 352 >> 2] = y[h + 352 >> 2] + f; - g = y[h + 68 >> 2]; - j = g; - i3 = y[h + 64 >> 2]; - k = i3 + 128 | 0; - g = k >>> 0 < 128 ? g + 1 | 0 : g; - y[h + 64 >> 2] = k; - y[h + 68 >> 2] = g; - g = y[h + 76 >> 2]; - i3 = (j | 0) == -1 & i3 >>> 0 > 4294967167; - j = i3; - i3 = i3 + y[h + 72 >> 2] | 0; - g = j >>> 0 > i3 >>> 0 ? g + 1 | 0 : g; - y[h + 72 >> 2] = i3; - y[h + 76 >> 2] = g; - fb(h, l); - t(l, n2, 128); - k = y[h + 352 >> 2]; - j = k - 128 | 0; - y[h + 352 >> 2] = j; - c2 = c2 + f | 0; - g = f; - i3 = d - g | 0; - e = e - (d >>> 0 < g >>> 0) | 0; - f = 384 - k | 0; - d = i3; - if (!e & f >>> 0 < i3 >>> 0 | e) { - continue; - } - break; - } - } - if (d) { - t(j + l | 0, c2, d); - } - y[h + 352 >> 2] = d + y[h + 352 >> 2]; - } - wb(h, a2, b2); - T = m2; - break a; - } - ja(); - s(); - } - a2 = 0; - } - return a2; - } - function Pa(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0; - n2 = T - 288 | 0; - T = n2; - a: { - if (!c2) { - break a; - } - d = y[a2 + 36 >> 2]; - g = y[a2 + 32 >> 2]; - h = c2 << 3; - i3 = g + h | 0; - y[a2 + 32 >> 2] = i3; - e = (c2 >>> 29 | 0) + d | 0; - y[a2 + 36 >> 2] = h >>> 0 > i3 >>> 0 ? e + 1 | 0 : e; - h = a2 + 40 | 0; - i3 = ((d & 7) << 29 | g >>> 3) & 63; - e = 64 - i3 | 0; - if (c2 >>> 0 >= e >>> 0) { - o2 = e & 3; - d = 0; - g = 0; - b: { - if ((i3 ^ 63) >>> 0 >= 3) { - p = e & 124; - while (1) { - w[(d + i3 | 0) + h | 0] = z[b2 + d | 0]; - l = d | 1; - w[(i3 + l | 0) + h | 0] = z[b2 + l | 0]; - l = d | 2; - w[(i3 + l | 0) + h | 0] = z[b2 + l | 0]; - l = d | 3; - w[(i3 + l | 0) + h | 0] = z[b2 + l | 0]; - d = d + 4 | 0; - g = d >>> 0 < 4 ? g + 1 | 0 : g; - m2 = m2 + 4 | 0; - f = m2 >>> 0 < 4 ? f + 1 | 0 : f; - if (f | (m2 | 0) != (p | 0)) { - continue; - } - break; - } - if (!o2) { - break b; - } - } - while (1) { - w[(d + i3 | 0) + h | 0] = z[b2 + d | 0]; - d = d + 1 | 0; - g = d ? g : g + 1 | 0; - k = k + 1 | 0; - j = k ? j : j + 1 | 0; - if (j | (k | 0) != (o2 | 0)) { - continue; - } - break; - } - } - j = n2 + 256 | 0; - cb(a2, h, n2, j); - b2 = b2 + e | 0; - f = 0 - ((c2 >>> 0 < e >>> 0) + q | 0) | 0; - c2 = c2 - e | 0; - if (!f & c2 >>> 0 > 63 | f) { - while (1) { - cb(a2, b2, n2, j); - b2 = b2 - -64 | 0; - f = f - 1 | 0; - c2 = c2 + -64 | 0; - f = c2 >>> 0 < 4294967232 ? f + 1 | 0 : f; - if (!f & c2 >>> 0 > 63 | f) { - continue; - } - break; - } - } - c: { - if (!(c2 | f)) { - break c; - } - a2 = c2 & 3; - k = 0; - j = 0; - d = 0; - g = 0; - if (!f & c2 >>> 0 >= 4 | f) { - i3 = c2 & 60; - c2 = 0; - f = 0; - while (1) { - w[d + h | 0] = z[b2 + d | 0]; - e = d | 1; - w[e + h | 0] = z[b2 + e | 0]; - e = d | 2; - w[e + h | 0] = z[b2 + e | 0]; - e = d | 3; - w[e + h | 0] = z[b2 + e | 0]; - d = d + 4 | 0; - g = d >>> 0 < 4 ? g + 1 | 0 : g; - c2 = c2 + 4 | 0; - f = c2 >>> 0 < 4 ? f + 1 | 0 : f; - if (f | (c2 | 0) != (i3 | 0)) { - continue; - } - break; - } - if (!a2) { - break c; - } - } - while (1) { - w[d + h | 0] = z[b2 + d | 0]; - d = d + 1 | 0; - g = d ? g : g + 1 | 0; - k = k + 1 | 0; - j = k ? j : j + 1 | 0; - if (j | (a2 | 0) != (k | 0)) { - continue; - } - break; - } - } - ga(n2, 288); - break a; - } - a2 = c2 & 3; - d = 0; - g = 0; - if (c2 >>> 0 >= 4) { - c2 = c2 & -4; - while (1) { - w[(d + i3 | 0) + h | 0] = z[b2 + d | 0]; - e = d | 1; - w[(i3 + e | 0) + h | 0] = z[b2 + e | 0]; - e = d | 2; - w[(i3 + e | 0) + h | 0] = z[b2 + e | 0]; - e = d | 3; - w[(i3 + e | 0) + h | 0] = z[b2 + e | 0]; - d = d + 4 | 0; - g = d >>> 0 < 4 ? g + 1 | 0 : g; - m2 = m2 + 4 | 0; - f = m2 >>> 0 < 4 ? f + 1 | 0 : f; - if (f | (c2 | 0) != (m2 | 0)) { - continue; - } - break; - } - if (!a2) { - break a; - } - } - while (1) { - w[(d + i3 | 0) + h | 0] = z[b2 + d | 0]; - d = d + 1 | 0; - g = d ? g : g + 1 | 0; - k = k + 1 | 0; - j = k ? j : j + 1 | 0; - if (j | (a2 | 0) != (k | 0)) { - continue; - } - break; - } - } - T = n2 + 288 | 0; - } - function Ac(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0, i3 = 0, j = 0; - f = T - 112 | 0; - T = f; - if (b2 | c2) { - g = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); - y[f + 24 >> 2] = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); - y[f + 28 >> 2] = g; - g = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); - y[f + 16 >> 2] = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); - y[f + 20 >> 2] = g; - g = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); - y[f + 8 >> 2] = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); - y[f + 12 >> 2] = g; - g = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); - y[f >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); - y[f + 4 >> 2] = g; - e = z[d | 0] | z[d + 1 | 0] << 8 | (z[d + 2 | 0] << 16 | z[d + 3 | 0] << 24); - d = z[d + 4 | 0] | z[d + 5 | 0] << 8 | (z[d + 6 | 0] << 16 | z[d + 7 | 0] << 24); - y[f + 104 >> 2] = 0; - y[f + 108 >> 2] = 0; - y[f + 96 >> 2] = e; - y[f + 100 >> 2] = d; - a: { - if (!c2 & b2 >>> 0 >= 64 | c2) { - while (1) { - Ua(a2, f + 96 | 0, f); - d = z[f + 104 | 0] + 1 | 0; - w[f + 104 | 0] = d; - d = z[f + 105 | 0] + (d >>> 8 | 0) | 0; - w[f + 105 | 0] = d; - d = z[f + 106 | 0] + (d >>> 8 | 0) | 0; - w[f + 106 | 0] = d; - d = z[f + 107 | 0] + (d >>> 8 | 0) | 0; - w[f + 107 | 0] = d; - d = z[f + 108 | 0] + (d >>> 8 | 0) | 0; - w[f + 108 | 0] = d; - d = z[f + 109 | 0] + (d >>> 8 | 0) | 0; - w[f + 109 | 0] = d; - d = z[f + 110 | 0] + (d >>> 8 | 0) | 0; - w[f + 110 | 0] = d; - w[f + 111 | 0] = z[f + 111 | 0] + (d >>> 8 | 0); - a2 = a2 - -64 | 0; - c2 = c2 - 1 | 0; - b2 = b2 + -64 | 0; - c2 = b2 >>> 0 < 4294967232 ? c2 + 1 | 0 : c2; - if (!c2 & b2 >>> 0 > 63 | c2) { - continue; - } - break; - } - if (!(b2 | c2)) { - break a; - } - } - d = 0; - Ua(f + 32 | 0, f + 96 | 0, f); - g = b2 & 3; - e = 0; - if (!c2 & b2 >>> 0 >= 4 | c2) { - c2 = b2 & 60; - b2 = 0; - while (1) { - i3 = f + 32 | 0; - h = i3; - w[a2 + e | 0] = z[h + e | 0]; - j = e | 1; - w[j + a2 | 0] = z[h + j | 0]; - h = e | 2; - w[h + a2 | 0] = z[h + i3 | 0]; - h = e | 3; - w[h + a2 | 0] = z[h + (f + 32 | 0) | 0]; - e = e + 4 | 0; - b2 = b2 + 4 | 0; - if ((c2 | 0) != (b2 | 0)) { - continue; - } - break; - } - if (!g) { - break a; - } - } - while (1) { - w[a2 + e | 0] = z[(f + 32 | 0) + e | 0]; - e = e + 1 | 0; - d = d + 1 | 0; - if ((g | 0) != (d | 0)) { - continue; - } - break; - } - } - ga(f + 32 | 0, 64); - ga(f, 32); - } - T = f + 112 | 0; - return 0; - } - function ob(a2, b2, c2, d) { - var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0; - a: { - g = y[a2 + 56 >> 2]; - e = y[a2 + 60 >> 2]; - if (g | e) { - h = 16 - g | 0; - k = h; - f = 0 - ((g >>> 0 > 16) + e | 0) | 0; - h = (f | 0) == (d | 0) & c2 >>> 0 > h >>> 0 | d >>> 0 > f >>> 0; - j = h ? k : c2; - h = h ? f : d; - k = h; - if (h | j) { - p = j & 3; - h = a2 - -64 | 0; - f = 0; - g = 0; - b: { - if (!k & j >>> 0 >= 4 | k) { - l = j & -4; - while (1) { - e = f + y[a2 + 56 >> 2] | 0; - w[e + h | 0] = z[b2 + f | 0]; - m2 = f | 1; - e = m2 + y[a2 + 56 >> 2] | 0; - w[e + h | 0] = z[b2 + m2 | 0]; - m2 = f | 2; - e = m2 + y[a2 + 56 >> 2] | 0; - w[e + h | 0] = z[b2 + m2 | 0]; - m2 = f | 3; - e = m2 + y[a2 + 56 >> 2] | 0; - w[e + h | 0] = z[b2 + m2 | 0]; - e = g; - f = f + 4 | 0; - g = f >>> 0 < 4 ? e + 1 | 0 : e; - n2 = n2 + 4 | 0; - i3 = n2 >>> 0 < 4 ? i3 + 1 | 0 : i3; - if ((l | 0) != (n2 | 0) | (i3 | 0) != (k | 0)) { - continue; - } - break; - } - if (!(p | r)) { - break b; - } - } - while (1) { - e = f + y[a2 + 56 >> 2] | 0; - w[e + h | 0] = z[b2 + f | 0]; - e = g; - f = f + 1 | 0; - g = f ? e : e + 1 | 0; - e = q; - o2 = o2 + 1 | 0; - e = o2 ? e : e + 1 | 0; - q = e; - if ((o2 | 0) != (p | 0) | (r | 0) != (e | 0)) { - continue; - } - break; - } - } - g = y[a2 + 56 >> 2]; - e = y[a2 + 60 >> 2]; - } - i3 = e + k | 0; - g = g + j | 0; - i3 = g >>> 0 < j >>> 0 ? i3 + 1 | 0 : i3; - y[a2 + 56 >> 2] = g; - y[a2 + 60 >> 2] = i3; - if (!i3 & g >>> 0 < 16) { - break a; - } - mb(a2, a2 - -64 | 0, 16, 0); - y[a2 + 56 >> 2] = 0; - y[a2 + 60 >> 2] = 0; - g = c2; - c2 = g - j | 0; - d = d - ((g >>> 0 < j >>> 0) + k | 0) | 0; - b2 = b2 + j | 0; - } - if (!d & c2 >>> 0 >= 16 | d) { - g = c2 & -16; - mb(a2, b2, g, d); - c2 = c2 & 15; - d = 0; - b2 = b2 + g | 0; - } - if (!(c2 | d)) { - break a; - } - j = c2 & 3; - k = 0; - h = a2 - -64 | 0; - o2 = 0; - q = 0; - f = 0; - g = 0; - c: { - if (!d & c2 >>> 0 >= 4 | d) { - p = c2 & 12; - n2 = 0; - i3 = 0; - while (1) { - e = f + y[a2 + 56 >> 2] | 0; - w[e + h | 0] = z[b2 + f | 0]; - l = f | 1; - e = l + y[a2 + 56 >> 2] | 0; - w[e + h | 0] = z[b2 + l | 0]; - l = f | 2; - e = l + y[a2 + 56 >> 2] | 0; - w[e + h | 0] = z[b2 + l | 0]; - l = f | 3; - e = l + y[a2 + 56 >> 2] | 0; - w[e + h | 0] = z[b2 + l | 0]; - e = g; - f = f + 4 | 0; - g = f >>> 0 < 4 ? e + 1 | 0 : e; - n2 = n2 + 4 | 0; - i3 = n2 >>> 0 < 4 ? i3 + 1 | 0 : i3; - if ((n2 | 0) != (p | 0) | (i3 | 0) != (r | 0)) { - continue; - } - break; - } - if (!(j | k)) { - break c; - } - } - while (1) { - e = f + y[a2 + 56 >> 2] | 0; - w[e + h | 0] = z[b2 + f | 0]; - f = f + 1 | 0; - g = f ? g : g + 1 | 0; - e = q; - o2 = o2 + 1 | 0; - e = o2 ? e : e + 1 | 0; - q = e; - if ((j | 0) != (o2 | 0) | (k | 0) != (e | 0)) { - continue; - } - break; - } - } - i3 = d + y[a2 + 60 >> 2] | 0; - b2 = c2 + y[a2 + 56 >> 2] | 0; - i3 = b2 >>> 0 < c2 >>> 0 ? i3 + 1 | 0 : i3; - y[a2 + 56 >> 2] = b2; - y[a2 + 60 >> 2] = i3; - } - } - function Rc(a2, b2, c2, d, e, f) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - var g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0; - g = T - 32 | 0; - T = g; - h = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); - e = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); - y[g + 24 >> 2] = 0; - y[g + 28 >> 2] = 0; - y[g + 16 >> 2] = h; - y[g + 20 >> 2] = e; - y[g + 8 >> 2] = 0; - y[g + 12 >> 2] = 0; - e = g; - y[e >> 2] = c2; - y[e + 4 >> 2] = d; - a: { - if (b2 - 65 >>> 0 <= 4294967246) { - y[10048] = 28; - a2 = -1; - break a; - } - if (b2 - 65 >>> 0 < 4294967232) { - a2 = -1; - } else { - c2 = T; - n2 = c2; - h = c2 - 512 & -64; - T = h; - b: { - if (!(!f | (!a2 | (b2 - 65 & 255) >>> 0 <= 191))) { - e = g + 16 | 0; - c: { - if (!g) { - i3 = 725511199; - j = -1694144372; - d = -1377402159; - c2 = 1359893119; - break c; - } - i3 = (z[g + 8 | 0] | z[g + 9 | 0] << 8 | (z[g + 10 | 0] << 16 | z[g + 11 | 0] << 24)) ^ 725511199; - j = (z[g + 12 | 0] | z[g + 13 | 0] << 8 | (z[g + 14 | 0] << 16 | z[g + 15 | 0] << 24)) ^ -1694144372; - d = (z[g | 0] | z[g + 1 | 0] << 8 | (z[g + 2 | 0] << 16 | z[g + 3 | 0] << 24)) ^ -1377402159; - c2 = (z[g + 4 | 0] | z[g + 5 | 0] << 8 | (z[g + 6 | 0] << 16 | z[g + 7 | 0] << 24)) ^ 1359893119; - } - d: { - if (!e) { - k = 327033209; - l = 1541459225; - m2 = -79577749; - e = 528734635; - break d; - } - k = (z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24)) ^ 327033209; - l = (z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24)) ^ 1541459225; - m2 = (z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24)) ^ -79577749; - e = (z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24)) ^ 528734635; - } - o(h - -64 | 0, 0, 293); - y[h + 56 >> 2] = k; - y[h + 60 >> 2] = l; - y[h + 48 >> 2] = m2; - y[h + 52 >> 2] = e; - y[h + 40 >> 2] = i3; - y[h + 44 >> 2] = j; - y[h + 32 >> 2] = d; - y[h + 36 >> 2] = c2; - y[h + 24 >> 2] = 1595750129; - y[h + 28 >> 2] = -1521486534; - y[h + 16 >> 2] = -23791573; - y[h + 20 >> 2] = 1013904242; - y[h + 8 >> 2] = -2067093701; - y[h + 12 >> 2] = -1150833019; - y[h >> 2] = (b2 | 8192) ^ -222443256; - y[h + 4 >> 2] = 1779033703; - o(h + 416 | 0, 0, 96); - c2 = h + 384 | 0; - t(c2, f, 32); - t(h + 96 | 0, c2, 128); - y[h + 352 >> 2] = 128; - ga(c2, 128); - wb(h, a2, b2); - T = n2; - break b; - } - ja(); - s(); - } - a2 = 0; - } - } - T = g + 32 | 0; - return a2 | 0; - } - function ub(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0; - e = T - 288 | 0; - T = e; - f = a2 + 40 | 0; - c2 = y[a2 + 32 >> 2] >>> 3 & 63; - d = f + c2 | 0; - a: { - if (c2 >>> 0 >= 56) { - c2 = 64 - c2 | 0; - if (c2) { - t(d, 39136, c2); - } - cb(a2, f, e, e + 256 | 0); - c2 = f; - y[c2 + 48 >> 2] = 0; - y[c2 + 52 >> 2] = 0; - y[c2 + 40 >> 2] = 0; - y[c2 + 44 >> 2] = 0; - y[c2 + 32 >> 2] = 0; - y[c2 + 36 >> 2] = 0; - y[c2 + 24 >> 2] = 0; - y[c2 + 28 >> 2] = 0; - y[c2 + 16 >> 2] = 0; - y[c2 + 20 >> 2] = 0; - y[c2 + 8 >> 2] = 0; - y[c2 + 12 >> 2] = 0; - y[c2 >> 2] = 0; - y[c2 + 4 >> 2] = 0; - break a; - } - c2 = 56 - c2 | 0; - if (!c2) { - break a; - } - t(d, 39136, c2); - } - d = y[a2 + 32 >> 2]; - c2 = d & 16711680; - h = c2 >>> 8 | 0; - g = c2 << 24; - c2 = d & -16777216; - i3 = c2 >>> 24 | 0; - g = g | c2 << 8; - c2 = y[a2 + 36 >> 2]; - y[a2 + 96 >> 2] = g | (((c2 & 255) << 24 | d >>> 8) & -16777216 | ((c2 & 16777215) << 8 | d >>> 24) & 16711680 | (c2 >>> 8 & 65280 | c2 >>> 24)); - c2 = h | i3 | (d << 24 | (d & 65280) << 8); - y[a2 + 100 >> 2] = c2; - cb(a2, f, e, e + 256 | 0); - c2 = y[a2 >> 2]; - c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; - w[b2 | 0] = c2; - w[b2 + 1 | 0] = c2 >>> 8; - w[b2 + 2 | 0] = c2 >>> 16; - w[b2 + 3 | 0] = c2 >>> 24; - c2 = y[a2 + 4 >> 2]; - c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; - w[b2 + 4 | 0] = c2; - w[b2 + 5 | 0] = c2 >>> 8; - w[b2 + 6 | 0] = c2 >>> 16; - w[b2 + 7 | 0] = c2 >>> 24; - c2 = y[a2 + 8 >> 2]; - c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; - w[b2 + 8 | 0] = c2; - w[b2 + 9 | 0] = c2 >>> 8; - w[b2 + 10 | 0] = c2 >>> 16; - w[b2 + 11 | 0] = c2 >>> 24; - c2 = y[a2 + 12 >> 2]; - c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; - w[b2 + 12 | 0] = c2; - w[b2 + 13 | 0] = c2 >>> 8; - w[b2 + 14 | 0] = c2 >>> 16; - w[b2 + 15 | 0] = c2 >>> 24; - c2 = y[a2 + 16 >> 2]; - c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; - w[b2 + 16 | 0] = c2; - w[b2 + 17 | 0] = c2 >>> 8; - w[b2 + 18 | 0] = c2 >>> 16; - w[b2 + 19 | 0] = c2 >>> 24; - c2 = y[a2 + 20 >> 2]; - c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; - w[b2 + 20 | 0] = c2; - w[b2 + 21 | 0] = c2 >>> 8; - w[b2 + 22 | 0] = c2 >>> 16; - w[b2 + 23 | 0] = c2 >>> 24; - c2 = y[a2 + 24 >> 2]; - c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; - w[b2 + 24 | 0] = c2; - w[b2 + 25 | 0] = c2 >>> 8; - w[b2 + 26 | 0] = c2 >>> 16; - w[b2 + 27 | 0] = c2 >>> 24; - c2 = y[a2 + 28 >> 2]; - c2 = we(c2 & 16711935, 8) | we(c2, 24) & 16711935; - w[b2 + 28 | 0] = c2; - w[b2 + 29 | 0] = c2 >>> 8; - w[b2 + 30 | 0] = c2 >>> 16; - w[b2 + 31 | 0] = c2 >>> 24; - ga(e, 288); - ga(a2, 104); - T = e + 288 | 0; - } - function Bd(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0, i3 = 0, j = 0; - f = T; - j = f; - f = f - 512 & -64; - T = f; - g = a2 ? a2 : b2; - if (g) { - i3 = -1; - h = f + 96 | 0; - if (!Wa(h, d, e)) { - d = f + 128 | 0; - Oa(d, 0, 0, 64); - oa(d, h, 32, 0); - ga(h, 32); - oa(d, c2, 32, 0); - oa(d, e, 32, 0); - c2 = f + 32 | 0; - Qa(d, c2, 64); - ga(d, 384); - w[g | 0] = z[f + 32 | 0]; - a2 = b2 ? b2 : a2; - w[a2 | 0] = z[f + 64 | 0]; - w[g + 1 | 0] = z[f + 33 | 0]; - w[a2 + 1 | 0] = z[f + 65 | 0]; - w[g + 2 | 0] = z[f + 34 | 0]; - w[a2 + 2 | 0] = z[f + 66 | 0]; - w[g + 3 | 0] = z[f + 35 | 0]; - w[a2 + 3 | 0] = z[f + 67 | 0]; - w[g + 4 | 0] = z[f + 36 | 0]; - w[a2 + 4 | 0] = z[f + 68 | 0]; - w[g + 5 | 0] = z[f + 37 | 0]; - w[a2 + 5 | 0] = z[f + 69 | 0]; - w[g + 6 | 0] = z[f + 38 | 0]; - w[a2 + 6 | 0] = z[f + 70 | 0]; - w[g + 7 | 0] = z[f + 39 | 0]; - w[a2 + 7 | 0] = z[f + 71 | 0]; - w[g + 8 | 0] = z[f + 40 | 0]; - w[a2 + 8 | 0] = z[f + 72 | 0]; - w[g + 9 | 0] = z[f + 41 | 0]; - w[a2 + 9 | 0] = z[f + 73 | 0]; - w[g + 10 | 0] = z[f + 42 | 0]; - w[a2 + 10 | 0] = z[f + 74 | 0]; - w[g + 11 | 0] = z[f + 43 | 0]; - w[a2 + 11 | 0] = z[f + 75 | 0]; - w[g + 12 | 0] = z[f + 44 | 0]; - w[a2 + 12 | 0] = z[f + 76 | 0]; - w[g + 13 | 0] = z[f + 45 | 0]; - w[a2 + 13 | 0] = z[f + 77 | 0]; - w[g + 14 | 0] = z[f + 46 | 0]; - w[a2 + 14 | 0] = z[f + 78 | 0]; - w[g + 15 | 0] = z[f + 47 | 0]; - w[a2 + 15 | 0] = z[f + 79 | 0]; - w[g + 16 | 0] = z[f + 48 | 0]; - w[a2 + 16 | 0] = z[f + 80 | 0]; - w[g + 17 | 0] = z[f + 49 | 0]; - w[a2 + 17 | 0] = z[f + 81 | 0]; - w[g + 18 | 0] = z[f + 50 | 0]; - w[a2 + 18 | 0] = z[f + 82 | 0]; - w[g + 19 | 0] = z[f + 51 | 0]; - w[a2 + 19 | 0] = z[f + 83 | 0]; - w[g + 20 | 0] = z[f + 52 | 0]; - w[a2 + 20 | 0] = z[f + 84 | 0]; - w[g + 21 | 0] = z[f + 53 | 0]; - w[a2 + 21 | 0] = z[f + 85 | 0]; - w[g + 22 | 0] = z[f + 54 | 0]; - w[a2 + 22 | 0] = z[f + 86 | 0]; - w[g + 23 | 0] = z[f + 55 | 0]; - w[a2 + 23 | 0] = z[f + 87 | 0]; - w[g + 24 | 0] = z[f + 56 | 0]; - w[a2 + 24 | 0] = z[f + 88 | 0]; - w[g + 25 | 0] = z[f + 57 | 0]; - w[a2 + 25 | 0] = z[f + 89 | 0]; - w[g + 26 | 0] = z[f + 58 | 0]; - w[a2 + 26 | 0] = z[f + 90 | 0]; - w[g + 27 | 0] = z[f + 59 | 0]; - w[a2 + 27 | 0] = z[f + 91 | 0]; - w[g + 28 | 0] = z[f + 60 | 0]; - w[a2 + 28 | 0] = z[f + 92 | 0]; - w[g + 29 | 0] = z[f + 61 | 0]; - w[a2 + 29 | 0] = z[f + 93 | 0]; - w[g + 30 | 0] = z[f + 62 | 0]; - w[a2 + 30 | 0] = z[f + 94 | 0]; - w[g + 31 | 0] = z[f + 63 | 0]; - w[a2 + 31 | 0] = z[f + 95 | 0]; - ga(c2, 64); - i3 = 0; - } - T = j; - return i3 | 0; - } - ja(); - s(); - } - function Ad(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0, i3 = 0, j = 0; - f = T; - j = f; - f = f - 512 & -64; - T = f; - g = a2 ? a2 : b2; - if (g) { - i3 = -1; - h = f + 96 | 0; - if (!Wa(h, d, e)) { - d = f + 128 | 0; - Oa(d, 0, 0, 64); - oa(d, h, 32, 0); - ga(h, 32); - oa(d, e, 32, 0); - oa(d, c2, 32, 0); - c2 = f + 32 | 0; - Qa(d, c2, 64); - ga(d, 384); - a2 = b2 ? b2 : a2; - w[a2 | 0] = z[f + 32 | 0]; - w[g | 0] = z[f + 64 | 0]; - w[a2 + 1 | 0] = z[f + 33 | 0]; - w[g + 1 | 0] = z[f + 65 | 0]; - w[a2 + 2 | 0] = z[f + 34 | 0]; - w[g + 2 | 0] = z[f + 66 | 0]; - w[a2 + 3 | 0] = z[f + 35 | 0]; - w[g + 3 | 0] = z[f + 67 | 0]; - w[a2 + 4 | 0] = z[f + 36 | 0]; - w[g + 4 | 0] = z[f + 68 | 0]; - w[a2 + 5 | 0] = z[f + 37 | 0]; - w[g + 5 | 0] = z[f + 69 | 0]; - w[a2 + 6 | 0] = z[f + 38 | 0]; - w[g + 6 | 0] = z[f + 70 | 0]; - w[a2 + 7 | 0] = z[f + 39 | 0]; - w[g + 7 | 0] = z[f + 71 | 0]; - w[a2 + 8 | 0] = z[f + 40 | 0]; - w[g + 8 | 0] = z[f + 72 | 0]; - w[a2 + 9 | 0] = z[f + 41 | 0]; - w[g + 9 | 0] = z[f + 73 | 0]; - w[a2 + 10 | 0] = z[f + 42 | 0]; - w[g + 10 | 0] = z[f + 74 | 0]; - w[a2 + 11 | 0] = z[f + 43 | 0]; - w[g + 11 | 0] = z[f + 75 | 0]; - w[a2 + 12 | 0] = z[f + 44 | 0]; - w[g + 12 | 0] = z[f + 76 | 0]; - w[a2 + 13 | 0] = z[f + 45 | 0]; - w[g + 13 | 0] = z[f + 77 | 0]; - w[a2 + 14 | 0] = z[f + 46 | 0]; - w[g + 14 | 0] = z[f + 78 | 0]; - w[a2 + 15 | 0] = z[f + 47 | 0]; - w[g + 15 | 0] = z[f + 79 | 0]; - w[a2 + 16 | 0] = z[f + 48 | 0]; - w[g + 16 | 0] = z[f + 80 | 0]; - w[a2 + 17 | 0] = z[f + 49 | 0]; - w[g + 17 | 0] = z[f + 81 | 0]; - w[a2 + 18 | 0] = z[f + 50 | 0]; - w[g + 18 | 0] = z[f + 82 | 0]; - w[a2 + 19 | 0] = z[f + 51 | 0]; - w[g + 19 | 0] = z[f + 83 | 0]; - w[a2 + 20 | 0] = z[f + 52 | 0]; - w[g + 20 | 0] = z[f + 84 | 0]; - w[a2 + 21 | 0] = z[f + 53 | 0]; - w[g + 21 | 0] = z[f + 85 | 0]; - w[a2 + 22 | 0] = z[f + 54 | 0]; - w[g + 22 | 0] = z[f + 86 | 0]; - w[a2 + 23 | 0] = z[f + 55 | 0]; - w[g + 23 | 0] = z[f + 87 | 0]; - w[a2 + 24 | 0] = z[f + 56 | 0]; - w[g + 24 | 0] = z[f + 88 | 0]; - w[a2 + 25 | 0] = z[f + 57 | 0]; - w[g + 25 | 0] = z[f + 89 | 0]; - w[a2 + 26 | 0] = z[f + 58 | 0]; - w[g + 26 | 0] = z[f + 90 | 0]; - w[a2 + 27 | 0] = z[f + 59 | 0]; - w[g + 27 | 0] = z[f + 91 | 0]; - w[a2 + 28 | 0] = z[f + 60 | 0]; - w[g + 28 | 0] = z[f + 92 | 0]; - w[a2 + 29 | 0] = z[f + 61 | 0]; - w[g + 29 | 0] = z[f + 93 | 0]; - w[a2 + 30 | 0] = z[f + 62 | 0]; - w[g + 30 | 0] = z[f + 94 | 0]; - w[a2 + 31 | 0] = z[f + 63 | 0]; - w[g + 31 | 0] = z[f + 95 | 0]; - ga(c2, 64); - i3 = 0; - } - T = j; - return i3 | 0; - } - ja(); - s(); - } - function ta(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0, w2 = 0; - o2 = y[b2 + 4 >> 2]; - d = y[a2 + 4 >> 2]; - p = y[b2 + 8 >> 2]; - e = y[a2 + 8 >> 2]; - q = y[b2 + 12 >> 2]; - f = y[a2 + 12 >> 2]; - r = y[b2 + 16 >> 2]; - g = y[a2 + 16 >> 2]; - s2 = y[b2 + 20 >> 2]; - h = y[a2 + 20 >> 2]; - t2 = y[b2 + 24 >> 2]; - i3 = y[a2 + 24 >> 2]; - m2 = y[b2 + 28 >> 2]; - j = y[a2 + 28 >> 2]; - u = y[b2 + 32 >> 2]; - k = y[a2 + 32 >> 2]; - v2 = y[b2 + 36 >> 2]; - l = y[a2 + 36 >> 2]; - c2 = 0 - c2 | 0; - n2 = y[a2 >> 2]; - y[a2 >> 2] = c2 & (n2 ^ y[b2 >> 2]) ^ n2; - y[a2 + 36 >> 2] = l ^ c2 & (l ^ v2); - y[a2 + 32 >> 2] = k ^ c2 & (k ^ u); - y[a2 + 28 >> 2] = j ^ c2 & (j ^ m2); - y[a2 + 24 >> 2] = i3 ^ c2 & (i3 ^ t2); - y[a2 + 20 >> 2] = h ^ c2 & (h ^ s2); - y[a2 + 16 >> 2] = g ^ c2 & (g ^ r); - y[a2 + 12 >> 2] = f ^ c2 & (f ^ q); - y[a2 + 8 >> 2] = e ^ c2 & (e ^ p); - y[a2 + 4 >> 2] = d ^ c2 & (d ^ o2); - d = y[a2 + 40 >> 2]; - o2 = y[b2 + 40 >> 2]; - e = y[a2 + 44 >> 2]; - p = y[b2 + 44 >> 2]; - f = y[a2 + 48 >> 2]; - q = y[b2 + 48 >> 2]; - g = y[a2 + 52 >> 2]; - r = y[b2 + 52 >> 2]; - h = y[a2 + 56 >> 2]; - s2 = y[b2 + 56 >> 2]; - i3 = y[a2 + 60 >> 2]; - t2 = y[b2 + 60 >> 2]; - m2 = a2 - -64 | 0; - j = y[m2 >> 2]; - u = y[b2 - -64 >> 2]; - k = y[a2 + 68 >> 2]; - v2 = y[b2 + 68 >> 2]; - l = y[a2 + 72 >> 2]; - n2 = y[b2 + 72 >> 2]; - w2 = y[a2 + 76 >> 2]; - y[a2 + 76 >> 2] = w2 ^ c2 & (y[b2 + 76 >> 2] ^ w2); - y[a2 + 72 >> 2] = l ^ c2 & (l ^ n2); - y[a2 + 68 >> 2] = k ^ c2 & (k ^ v2); - y[m2 >> 2] = j ^ c2 & (j ^ u); - y[a2 + 60 >> 2] = i3 ^ c2 & (i3 ^ t2); - y[a2 + 56 >> 2] = h ^ c2 & (h ^ s2); - y[a2 + 52 >> 2] = g ^ c2 & (g ^ r); - y[a2 + 48 >> 2] = f ^ c2 & (f ^ q); - y[a2 + 44 >> 2] = e ^ c2 & (e ^ p); - y[a2 + 40 >> 2] = d ^ c2 & (d ^ o2); - d = y[a2 + 80 >> 2]; - o2 = y[b2 + 80 >> 2]; - e = y[a2 + 84 >> 2]; - p = y[b2 + 84 >> 2]; - f = y[a2 + 88 >> 2]; - q = y[b2 + 88 >> 2]; - g = y[a2 + 92 >> 2]; - r = y[b2 + 92 >> 2]; - h = y[a2 + 96 >> 2]; - s2 = y[b2 + 96 >> 2]; - i3 = y[a2 + 100 >> 2]; - t2 = y[b2 + 100 >> 2]; - j = y[a2 + 104 >> 2]; - m2 = y[b2 + 104 >> 2]; - k = y[a2 + 108 >> 2]; - u = y[b2 + 108 >> 2]; - l = y[a2 + 112 >> 2]; - v2 = y[b2 + 112 >> 2]; - n2 = y[b2 + 116 >> 2]; - b2 = y[a2 + 116 >> 2]; - y[a2 + 116 >> 2] = c2 & (n2 ^ b2) ^ b2; - y[a2 + 112 >> 2] = l ^ c2 & (l ^ v2); - y[a2 + 108 >> 2] = k ^ c2 & (k ^ u); - y[a2 + 104 >> 2] = j ^ c2 & (j ^ m2); - y[a2 + 100 >> 2] = i3 ^ c2 & (i3 ^ t2); - y[a2 + 96 >> 2] = h ^ c2 & (h ^ s2); - y[a2 + 92 >> 2] = g ^ c2 & (g ^ r); - y[a2 + 88 >> 2] = f ^ c2 & (f ^ q); - y[a2 + 84 >> 2] = e ^ c2 & (e ^ p); - y[a2 + 80 >> 2] = d ^ c2 & (d ^ o2); - } - function Za(a2, b2) { - var c2 = 0, d = 0, e = 0; - c2 = T - 192 | 0; - T = c2; - e = c2 + 144 | 0; - da(e, b2); - d = c2 + 96 | 0; - da(d, e); - da(d, d); - ea(d, b2, d); - ea(e, e, d); - b2 = c2 + 48 | 0; - da(b2, e); - ea(d, d, b2); - da(b2, d); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - ea(d, b2, d); - da(b2, d); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - ea(b2, b2, d); - da(c2, b2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - da(c2, c2); - ea(b2, c2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - ea(d, b2, d); - da(b2, d); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - ea(b2, b2, d); - da(c2, b2); - b2 = 1; - while (1) { - da(c2, c2); - b2 = b2 + 1 | 0; - if ((b2 | 0) != 100) { - continue; - } - break; - } - b2 = c2 + 48 | 0; - ea(b2, c2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - da(b2, b2); - d = c2 + 96 | 0; - ea(d, b2, d); - da(d, d); - da(d, d); - da(d, d); - da(d, d); - da(d, d); - ea(a2, d, c2 + 144 | 0); - T = c2 + 192 | 0; - } - function ee(a2) { - a2 = a2 | 0; - var b2 = 0, c2 = 0, d = 0; - c2 = T - 48 | 0; - T = c2; - b2 = z[a2 + 28 | 0] | z[a2 + 29 | 0] << 8 | (z[a2 + 30 | 0] << 16 | z[a2 + 31 | 0] << 24); - y[c2 + 24 >> 2] = z[a2 + 24 | 0] | z[a2 + 25 | 0] << 8 | (z[a2 + 26 | 0] << 16 | z[a2 + 27 | 0] << 24); - y[c2 + 28 >> 2] = b2; - b2 = z[a2 + 20 | 0] | z[a2 + 21 | 0] << 8 | (z[a2 + 22 | 0] << 16 | z[a2 + 23 | 0] << 24); - y[c2 + 16 >> 2] = z[a2 + 16 | 0] | z[a2 + 17 | 0] << 8 | (z[a2 + 18 | 0] << 16 | z[a2 + 19 | 0] << 24); - y[c2 + 20 >> 2] = b2; - b2 = z[a2 + 12 | 0] | z[a2 + 13 | 0] << 8 | (z[a2 + 14 | 0] << 16 | z[a2 + 15 | 0] << 24); - y[c2 + 8 >> 2] = z[a2 + 8 | 0] | z[a2 + 9 | 0] << 8 | (z[a2 + 10 | 0] << 16 | z[a2 + 11 | 0] << 24); - y[c2 + 12 >> 2] = b2; - b2 = z[a2 + 4 | 0] | z[a2 + 5 | 0] << 8 | (z[a2 + 6 | 0] << 16 | z[a2 + 7 | 0] << 24); - y[c2 >> 2] = z[a2 | 0] | z[a2 + 1 | 0] << 8 | (z[a2 + 2 | 0] << 16 | z[a2 + 3 | 0] << 24); - y[c2 + 4 >> 2] = b2; - b2 = z[a2 + 40 | 0] | z[a2 + 41 | 0] << 8 | (z[a2 + 42 | 0] << 16 | z[a2 + 43 | 0] << 24); - y[c2 + 32 >> 2] = z[a2 + 36 | 0] | z[a2 + 37 | 0] << 8 | (z[a2 + 38 | 0] << 16 | z[a2 + 39 | 0] << 24); - y[c2 + 36 >> 2] = b2; - gb(c2, c2, a2 + 32 | 0, a2); - b2 = y[c2 + 28 >> 2]; - d = y[c2 + 24 >> 2]; - w[a2 + 24 | 0] = d; - w[a2 + 25 | 0] = d >>> 8; - w[a2 + 26 | 0] = d >>> 16; - w[a2 + 27 | 0] = d >>> 24; - w[a2 + 28 | 0] = b2; - w[a2 + 29 | 0] = b2 >>> 8; - w[a2 + 30 | 0] = b2 >>> 16; - w[a2 + 31 | 0] = b2 >>> 24; - b2 = y[c2 + 20 >> 2]; - d = y[c2 + 16 >> 2]; - w[a2 + 16 | 0] = d; - w[a2 + 17 | 0] = d >>> 8; - w[a2 + 18 | 0] = d >>> 16; - w[a2 + 19 | 0] = d >>> 24; - w[a2 + 20 | 0] = b2; - w[a2 + 21 | 0] = b2 >>> 8; - w[a2 + 22 | 0] = b2 >>> 16; - w[a2 + 23 | 0] = b2 >>> 24; - b2 = y[c2 + 12 >> 2]; - d = y[c2 + 8 >> 2]; - w[a2 + 8 | 0] = d; - w[a2 + 9 | 0] = d >>> 8; - w[a2 + 10 | 0] = d >>> 16; - w[a2 + 11 | 0] = d >>> 24; - w[a2 + 12 | 0] = b2; - w[a2 + 13 | 0] = b2 >>> 8; - w[a2 + 14 | 0] = b2 >>> 16; - w[a2 + 15 | 0] = b2 >>> 24; - b2 = y[c2 + 4 >> 2]; - d = y[c2 >> 2]; - w[a2 | 0] = d; - w[a2 + 1 | 0] = d >>> 8; - w[a2 + 2 | 0] = d >>> 16; - w[a2 + 3 | 0] = d >>> 24; - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - d = y[c2 + 36 >> 2]; - b2 = y[c2 + 32 >> 2]; - w[a2 + 32 | 0] = 1; - w[a2 + 33 | 0] = 0; - w[a2 + 34 | 0] = 0; - w[a2 + 35 | 0] = 0; - w[a2 + 36 | 0] = b2; - w[a2 + 37 | 0] = b2 >>> 8; - w[a2 + 38 | 0] = b2 >>> 16; - w[a2 + 39 | 0] = b2 >>> 24; - w[a2 + 40 | 0] = d; - w[a2 + 41 | 0] = d >>> 8; - w[a2 + 42 | 0] = d >>> 16; - w[a2 + 43 | 0] = d >>> 24; - T = c2 + 48 | 0; - } - function Pb(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; - d = T - 128 | 0; - T = d; - e = z[40722]; - y[a2 + 4 >> 2] = 0; - y[a2 + 8 >> 2] = 0; - y[a2 >> 2] = 1; - y[a2 + 12 >> 2] = 0; - y[a2 + 16 >> 2] = 0; - y[a2 + 20 >> 2] = 0; - y[a2 + 24 >> 2] = 0; - y[a2 + 28 >> 2] = 0; - y[a2 + 32 >> 2] = 0; - y[a2 + 36 >> 2] = 0; - y[a2 + 40 >> 2] = 1; - o(a2 + 44 | 0, 0, 76); - b2 = E(b2, 960) + 2688 | 0; - e = e >>> 2 ^ (c2 & 128) >>> 7; - c2 = c2 - ((0 - e & c2) << 1) | 0; - ta(a2, b2, z[40722] >>> 2 ^ ((c2 ^ 1) & 255) - 1 >>> 31); - ta(a2, b2 + 120 | 0, z[40722] >>> 2 ^ ((c2 ^ 2) & 255) - 1 >>> 31); - ta(a2, b2 + 240 | 0, z[40722] >>> 2 ^ ((c2 ^ 3) & 255) - 1 >>> 31); - ta(a2, b2 + 360 | 0, z[40722] >>> 2 ^ ((c2 ^ 4) & 255) - 1 >>> 31); - ta(a2, b2 + 480 | 0, z[40722] >>> 2 ^ ((c2 ^ 5) & 255) - 1 >>> 31); - ta(a2, b2 + 600 | 0, z[40722] >>> 2 ^ ((c2 ^ 6) & 255) - 1 >>> 31); - ta(a2, b2 + 720 | 0, z[40722] >>> 2 ^ ((c2 ^ 7) & 255) - 1 >>> 31); - ta(a2, b2 + 840 | 0, z[40722] >>> 2 ^ ((c2 ^ 8) & 255) - 1 >>> 31); - b2 = y[a2 + 76 >> 2]; - y[d + 40 >> 2] = y[a2 + 72 >> 2]; - y[d + 44 >> 2] = b2; - b2 = a2 - -64 | 0; - c2 = y[b2 + 4 >> 2]; - y[d + 32 >> 2] = y[b2 >> 2]; - y[d + 36 >> 2] = c2; - b2 = y[a2 + 60 >> 2]; - y[d + 24 >> 2] = y[a2 + 56 >> 2]; - y[d + 28 >> 2] = b2; - b2 = y[a2 + 52 >> 2]; - y[d + 16 >> 2] = y[a2 + 48 >> 2]; - y[d + 20 >> 2] = b2; - b2 = y[a2 + 44 >> 2]; - y[d + 8 >> 2] = y[a2 + 40 >> 2]; - y[d + 12 >> 2] = b2; - b2 = y[a2 + 4 >> 2]; - y[d + 48 >> 2] = y[a2 >> 2]; - y[d + 52 >> 2] = b2; - b2 = y[a2 + 12 >> 2]; - y[d + 56 >> 2] = y[a2 + 8 >> 2]; - y[d + 60 >> 2] = b2; - b2 = y[a2 + 20 >> 2]; - y[d + 64 >> 2] = y[a2 + 16 >> 2]; - y[d + 68 >> 2] = b2; - b2 = y[a2 + 28 >> 2]; - y[d + 72 >> 2] = y[a2 + 24 >> 2]; - y[d + 76 >> 2] = b2; - b2 = y[a2 + 36 >> 2]; - y[d + 80 >> 2] = y[a2 + 32 >> 2]; - y[d + 84 >> 2] = b2; - b2 = y[a2 + 80 >> 2]; - c2 = y[a2 + 84 >> 2]; - f = y[a2 + 88 >> 2]; - g = y[a2 + 92 >> 2]; - h = y[a2 + 96 >> 2]; - i3 = y[a2 + 100 >> 2]; - j = y[a2 + 104 >> 2]; - k = y[a2 + 108 >> 2]; - l = y[a2 + 112 >> 2]; - y[d + 124 >> 2] = 0 - y[a2 + 116 >> 2]; - y[d + 120 >> 2] = 0 - l; - y[d + 116 >> 2] = 0 - k; - y[d + 112 >> 2] = 0 - j; - y[d + 108 >> 2] = 0 - i3; - y[d + 104 >> 2] = 0 - h; - y[d + 100 >> 2] = 0 - g; - y[d + 96 >> 2] = 0 - f; - y[d + 92 >> 2] = 0 - c2; - y[d + 88 >> 2] = 0 - b2; - ta(a2, d + 8 | 0, e); - T = d + 128 | 0; - } - function Bc(a2, b2) { - a2 = a2 | 0; - b2 = b2 | 0; - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0, v2 = 0; - c2 = T - 304 | 0; - T = c2; - w[a2 | 0] = z[b2 | 0]; - w[a2 + 1 | 0] = z[b2 + 1 | 0]; - w[a2 + 2 | 0] = z[b2 + 2 | 0]; - w[a2 + 3 | 0] = z[b2 + 3 | 0]; - w[a2 + 4 | 0] = z[b2 + 4 | 0]; - w[a2 + 5 | 0] = z[b2 + 5 | 0]; - w[a2 + 6 | 0] = z[b2 + 6 | 0]; - w[a2 + 7 | 0] = z[b2 + 7 | 0]; - w[a2 + 8 | 0] = z[b2 + 8 | 0]; - w[a2 + 9 | 0] = z[b2 + 9 | 0]; - w[a2 + 10 | 0] = z[b2 + 10 | 0]; - w[a2 + 11 | 0] = z[b2 + 11 | 0]; - w[a2 + 12 | 0] = z[b2 + 12 | 0]; - w[a2 + 13 | 0] = z[b2 + 13 | 0]; - w[a2 + 14 | 0] = z[b2 + 14 | 0]; - w[a2 + 15 | 0] = z[b2 + 15 | 0]; - w[a2 + 16 | 0] = z[b2 + 16 | 0]; - w[a2 + 17 | 0] = z[b2 + 17 | 0]; - w[a2 + 18 | 0] = z[b2 + 18 | 0]; - w[a2 + 19 | 0] = z[b2 + 19 | 0]; - w[a2 + 20 | 0] = z[b2 + 20 | 0]; - w[a2 + 21 | 0] = z[b2 + 21 | 0]; - w[a2 + 22 | 0] = z[b2 + 22 | 0]; - w[a2 + 23 | 0] = z[b2 + 23 | 0]; - w[a2 + 24 | 0] = z[b2 + 24 | 0]; - w[a2 + 25 | 0] = z[b2 + 25 | 0]; - w[a2 + 26 | 0] = z[b2 + 26 | 0]; - w[a2 + 27 | 0] = z[b2 + 27 | 0]; - w[a2 + 28 | 0] = z[b2 + 28 | 0]; - w[a2 + 29 | 0] = z[b2 + 29 | 0]; - w[a2 + 30 | 0] = z[b2 + 30 | 0]; - b2 = z[b2 + 31 | 0]; - w[a2 | 0] = z[a2 | 0] & 248; - w[a2 + 31 | 0] = b2 & 63 | 64; - Xa(c2 + 48 | 0, a2); - b2 = y[c2 + 128 >> 2]; - d = y[c2 + 88 >> 2]; - e = y[c2 + 132 >> 2]; - f = y[c2 + 92 >> 2]; - g = y[c2 + 136 >> 2]; - h = y[c2 + 96 >> 2]; - i3 = y[c2 + 140 >> 2]; - j = y[c2 + 100 >> 2]; - k = y[c2 + 144 >> 2]; - l = y[c2 + 104 >> 2]; - m2 = y[c2 + 148 >> 2]; - n2 = y[c2 + 108 >> 2]; - o2 = y[c2 + 152 >> 2]; - p = y[c2 + 112 >> 2]; - q = y[c2 + 156 >> 2]; - r = y[c2 + 116 >> 2]; - s2 = y[c2 + 160 >> 2]; - t2 = y[c2 + 120 >> 2]; - u = y[c2 + 124 >> 2]; - v2 = y[c2 + 164 >> 2]; - y[c2 + 292 >> 2] = u + v2; - y[c2 + 288 >> 2] = s2 + t2; - y[c2 + 284 >> 2] = q + r; - y[c2 + 280 >> 2] = o2 + p; - y[c2 + 276 >> 2] = m2 + n2; - y[c2 + 272 >> 2] = k + l; - y[c2 + 268 >> 2] = i3 + j; - y[c2 + 264 >> 2] = g + h; - y[c2 + 260 >> 2] = e + f; - y[c2 + 256 >> 2] = b2 + d; - y[c2 + 244 >> 2] = v2 - u; - y[c2 + 240 >> 2] = s2 - t2; - y[c2 + 236 >> 2] = q - r; - y[c2 + 232 >> 2] = o2 - p; - y[c2 + 228 >> 2] = m2 - n2; - y[c2 + 224 >> 2] = k - l; - y[c2 + 220 >> 2] = i3 - j; - y[c2 + 216 >> 2] = g - h; - y[c2 + 212 >> 2] = e - f; - y[c2 + 208 >> 2] = b2 - d; - b2 = c2 + 208 | 0; - Za(b2, b2); - ea(c2, c2 + 256 | 0, b2); - qa(a2, c2); - T = c2 + 304 | 0; - return 0; - } - function Ed(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; - a: { - b: { - c: { - d: { - e: { - f: { - if ((e & -7) != 1) { - break f; - } - f = (d >>> 0) / 3 | 0; - h = f << 2; - f = E(f, -3) + d | 0; - g: { - if (!f) { - break g; - } - if (!(e & 2)) { - h = h + 4 | 0; - break g; - } - h = ((f >>> 1 | 0) + h | 0) + 2 | 0; - } - if (b2 >>> 0 <= h >>> 0) { - break f; - } - h: { - if (e >>> 0 >= 4) { - if (!d) { - e = 0; - break b; - } - f = 0; - e = 0; - break h; - } - if (!d) { - e = 0; - break b; - } - f = 0; - e = 0; - break e; - } - while (1) { - j = z[c2 + i3 | 0] | j << 8; - f = f | 8; - while (1) { - f = f - 6 | 0; - g = j >>> f & 63; - k = g + 65510 >>> 8 | 0; - l = g + 65484 >>> 8 | 0; - w[a2 + e | 0] = ((g ^ 16321) + 1 ^ -1) >>> 8 & 45 | ((g + 32705 ^ -1) >>> 8 & 95 | (l & (g + 71 & (k ^ -1)) | k & g + 65) | g + 252 & g + 65474 >>> 8 & (l ^ -1)); - e = e + 1 | 0; - if (f >>> 0 > 5) { - continue; - } - break; - } - i3 = i3 + 1 | 0; - if ((i3 | 0) != (d | 0)) { - continue; - } - break; - } - if (!f) { - break c; - } - i3 = 45; - g = 95; - d = 32705; - break d; - } - ja(); - s(); - } - while (1) { - j = z[c2 + i3 | 0] | j << 8; - f = f | 8; - while (1) { - f = f - 6 | 0; - g = j >>> f & 63; - k = g + 65510 >>> 8 | 0; - l = g + 65484 >>> 8 | 0; - w[a2 + e | 0] = ((g ^ 16321) + 1 ^ -1) >>> 8 & 43 | ((g + 16321 ^ -1) >>> 8 & 47 | (l & (g + 71 & (k ^ -1)) | k & g + 65) | g + 252 & g + 65474 >>> 8 & (l ^ -1)); - e = e + 1 | 0; - if (f >>> 0 > 5) { - continue; - } - break; - } - i3 = i3 + 1 | 0; - if ((i3 | 0) != (d | 0)) { - continue; - } - break; - } - if (!f) { - break c; - } - i3 = 43; - g = 47; - d = 16321; - } - c2 = j << 6 - f & 63; - f = c2 + 65510 >>> 8 | 0; - j = c2 + 65484 >>> 8 | 0; - w[a2 + e | 0] = ((c2 ^ 16321) + 1 ^ -1) >>> 8 & i3 | (g & (c2 + d ^ -1) >>> 8 | (j & (c2 + 71 & (f ^ -1)) | f & c2 + 65) | c2 + 252 & c2 + 65474 >>> 8 & (j ^ -1)); - e = e + 1 | 0; - } - if (e >>> 0 > h >>> 0) { - break a; - } - } - i: { - if (e >>> 0 >= h >>> 0) { - h = e; - break i; - } - c2 = h - e | 0; - if (!c2) { - break i; - } - o(a2 + e | 0, 61, c2); - } - c2 = h + 1 | 0; - b2 = (b2 >>> 0 > c2 >>> 0 ? b2 : c2) - h | 0; - if (b2) { - o(a2 + h | 0, 0, b2); - } - return a2 | 0; - } - Q(1036, 1114, 231, 1300); - s(); - } - function oa(a2, b2, c2, d) { - var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0; - if (c2 | d) { - a: { - l = a2 + 224 | 0; - k = a2 + 96 | 0; - f = z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24); - g = a2 - -64 | 0; - while (1) { - e = f + k | 0; - i3 = 256 - f | 0; - if (!d & c2 >>> 0 <= i3 >>> 0) { - if (c2) { - t(e, b2, c2); - } - b2 = c2 + (z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24)) | 0; - w[a2 + 352 | 0] = b2; - w[a2 + 353 | 0] = b2 >>> 8; - w[a2 + 354 | 0] = b2 >>> 16; - w[a2 + 355 | 0] = b2 >>> 24; - break a; - } - if (i3) { - t(e, b2, i3); - } - e = i3 + (z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24)) | 0; - w[a2 + 352 | 0] = e; - w[a2 + 353 | 0] = e >>> 8; - w[a2 + 354 | 0] = e >>> 16; - w[a2 + 355 | 0] = e >>> 24; - f = z[g + 4 | 0] | z[g + 5 | 0] << 8 | (z[g + 6 | 0] << 16 | z[g + 7 | 0] << 24); - m2 = f; - h = z[g | 0] | z[g + 1 | 0] << 8 | (z[g + 2 | 0] << 16 | z[g + 3 | 0] << 24); - j = h + 128 | 0; - f = j >>> 0 < 128 ? f + 1 | 0 : f; - e = g; - w[e | 0] = j; - w[e + 1 | 0] = j >>> 8; - w[e + 2 | 0] = j >>> 16; - w[e + 3 | 0] = j >>> 24; - w[e + 4 | 0] = f; - w[e + 5 | 0] = f >>> 8; - w[e + 6 | 0] = f >>> 16; - w[e + 7 | 0] = f >>> 24; - f = z[a2 + 76 | 0] | z[a2 + 77 | 0] << 8 | (z[a2 + 78 | 0] << 16 | z[a2 + 79 | 0] << 24); - e = (m2 | 0) == -1 & h >>> 0 > 4294967167; - h = e + (z[a2 + 72 | 0] | z[a2 + 73 | 0] << 8 | (z[a2 + 74 | 0] << 16 | z[a2 + 75 | 0] << 24)) | 0; - f = e >>> 0 > h >>> 0 ? f + 1 | 0 : f; - w[a2 + 72 | 0] = h; - w[a2 + 73 | 0] = h >>> 8; - w[a2 + 74 | 0] = h >>> 16; - w[a2 + 75 | 0] = h >>> 24; - w[a2 + 76 | 0] = f; - w[a2 + 77 | 0] = f >>> 8; - w[a2 + 78 | 0] = f >>> 16; - w[a2 + 79 | 0] = f >>> 24; - fb(a2, k); - t(k, l, 128); - f = (z[a2 + 352 | 0] | z[a2 + 353 | 0] << 8 | (z[a2 + 354 | 0] << 16 | z[a2 + 355 | 0] << 24)) - 128 | 0; - e = f; - w[a2 + 352 | 0] = e; - w[a2 + 353 | 0] = e >>> 8; - w[a2 + 354 | 0] = e >>> 16; - w[a2 + 355 | 0] = e >>> 24; - b2 = b2 + i3 | 0; - d = d - (c2 >>> 0 < i3 >>> 0) | 0; - c2 = c2 - i3 | 0; - if (d | c2) { - continue; - } - break; - } - } - } - return 0; - } - function Gd(a2, b2, c2, d, e, f, g) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - var h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0; - a: { - b: { - c: { - d: { - e: { - f: { - g: { - h: { - i: { - if (d) { - if (e) { - break i; - } - i3 = 1; - e = 0; - while (1) { - l = z[c2 + h | 0]; - j = (l & 223) - 55 & 255; - n2 = (j + 65526 ^ j + 65520) >>> 8 | 0; - l = l ^ 48; - o2 = l + 65526 >>> 8 | 0; - if (!((n2 | o2) & 255)) { - break g; - } - if (b2 >>> 0 <= m2 >>> 0) { - break h; - } - j = j & n2 | l & o2; - j: { - if (!(k & 255)) { - e = j << 4; - break j; - } - w[a2 + m2 | 0] = e | j; - m2 = m2 + 1 | 0; - } - k = k ^ -1; - h = h + 1 | 0; - if ((h | 0) != (d | 0)) { - continue; - } - break; - } - h = d; - break g; - } - a2 = 0; - if (!g) { - break a; - } - break c; - } - while (1) { - k: { - l: { - m: { - n: { - o: { - j = z[c2 + h | 0]; - i3 = (j & 223) - 55 & 255; - l = (i3 + 65526 ^ i3 + 65520) >>> 8 | 0; - n2 = j ^ 48; - o2 = n2 + 65526 >>> 8 | 0; - if (!((l | o2) & 255)) { - if (k & 255) { - break f; - } - i3 = 0; - if (!Ga(e, j)) { - break d; - } - k = h + 1 | 0; - h = k; - if (h >>> 0 < d >>> 0) { - break o; - } - break d; - } - if (b2 >>> 0 <= m2 >>> 0) { - break h; - } - i3 = i3 & l | n2 & o2; - if (!(k & 255)) { - break n; - } - w[a2 + m2 | 0] = i3 | p; - k = k ^ -1; - m2 = m2 + 1 | 0; - break k; - } - while (1) { - j = z[c2 + h | 0]; - l = (j & 223) - 55 & 255; - n2 = (l + 65526 ^ l + 65520) >>> 8 | 0; - o2 = j ^ 48; - p = o2 + 65526 >>> 8 | 0; - if (!((n2 | p) & 255)) { - if (!Ga(e, j)) { - break d; - } - h = h + 1 | 0; - if (h >>> 0 < d >>> 0) { - continue; - } - break m; - } - break; - } - if (b2 >>> 0 <= m2 >>> 0) { - break l; - } - i3 = l & n2 | o2 & p; - } - p = i3 << 4; - k = 255; - break k; - } - h = d >>> 0 > k >>> 0 ? d : k; - break d; - } - k = 0; - break h; - } - i3 = 1; - h = h + 1 | 0; - if (h >>> 0 < d >>> 0) { - continue; - } - break; - } - break g; - } - y[10048] = 68; - i3 = 0; - } - if (!(k & 255)) { - break e; - } - } - y[10048] = 28; - i3 = -1; - h = h - 1 | 0; - m2 = 0; - break d; - } - m2 = i3 ? m2 : 0; - i3 = i3 - 1 | 0; - } - if (g) { - break c; - } - if ((d | 0) != (h | 0)) { - break b; - } - a2 = i3; - break a; - } - y[g >> 2] = c2 + h; - a2 = i3; - break a; - } - y[10048] = 28; - a2 = -1; - } - if (f) { - y[f >> 2] = m2; - } - return a2 | 0; - } - function la(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0, p = 0, q = 0, r = 0, s2 = 0, t2 = 0, u = 0; - c2 = y[b2 + 40 >> 2]; - e = y[b2 + 4 >> 2]; - f = y[b2 + 44 >> 2]; - g = y[b2 + 8 >> 2]; - h = y[b2 + 48 >> 2]; - i3 = y[b2 + 12 >> 2]; - j = y[b2 + 52 >> 2]; - k = y[b2 + 16 >> 2]; - l = y[b2 + 56 >> 2]; - m2 = y[b2 + 20 >> 2]; - n2 = y[b2 + 60 >> 2]; - o2 = y[b2 + 24 >> 2]; - d = b2 - -64 | 0; - p = y[d >> 2]; - q = y[b2 + 28 >> 2]; - r = y[b2 + 68 >> 2]; - s2 = y[b2 + 32 >> 2]; - t2 = y[b2 + 72 >> 2]; - u = y[b2 >> 2]; - y[a2 + 36 >> 2] = y[b2 + 36 >> 2] + y[b2 + 76 >> 2]; - y[a2 + 32 >> 2] = s2 + t2; - y[a2 + 28 >> 2] = q + r; - y[a2 + 24 >> 2] = o2 + p; - y[a2 + 20 >> 2] = m2 + n2; - y[a2 + 16 >> 2] = k + l; - y[a2 + 12 >> 2] = i3 + j; - y[a2 + 8 >> 2] = g + h; - y[a2 + 4 >> 2] = e + f; - y[a2 >> 2] = c2 + u; - c2 = y[b2 + 40 >> 2]; - e = y[b2 + 4 >> 2]; - f = y[b2 + 44 >> 2]; - g = y[b2 + 8 >> 2]; - h = y[b2 + 48 >> 2]; - i3 = y[b2 + 12 >> 2]; - j = y[b2 + 52 >> 2]; - k = y[b2 + 16 >> 2]; - l = y[b2 + 56 >> 2]; - m2 = y[b2 + 20 >> 2]; - n2 = y[b2 + 60 >> 2]; - o2 = y[b2 + 24 >> 2]; - d = y[d >> 2]; - p = y[b2 + 28 >> 2]; - q = y[b2 + 68 >> 2]; - r = y[b2 + 32 >> 2]; - s2 = y[b2 + 72 >> 2]; - t2 = y[b2 >> 2]; - y[a2 + 76 >> 2] = y[b2 + 76 >> 2] - y[b2 + 36 >> 2]; - y[a2 + 72 >> 2] = s2 - r; - y[a2 + 68 >> 2] = q - p; - y[a2 - -64 >> 2] = d - o2; - y[a2 + 60 >> 2] = n2 - m2; - y[a2 + 56 >> 2] = l - k; - y[a2 + 52 >> 2] = j - i3; - y[a2 + 48 >> 2] = h - g; - y[a2 + 44 >> 2] = f - e; - y[a2 + 40 >> 2] = c2 - t2; - c2 = y[b2 + 84 >> 2]; - y[a2 + 80 >> 2] = y[b2 + 80 >> 2]; - y[a2 + 84 >> 2] = c2; - c2 = y[b2 + 92 >> 2]; - y[a2 + 88 >> 2] = y[b2 + 88 >> 2]; - y[a2 + 92 >> 2] = c2; - c2 = y[b2 + 100 >> 2]; - y[a2 + 96 >> 2] = y[b2 + 96 >> 2]; - y[a2 + 100 >> 2] = c2; - c2 = y[b2 + 108 >> 2]; - y[a2 + 104 >> 2] = y[b2 + 104 >> 2]; - y[a2 + 108 >> 2] = c2; - c2 = y[b2 + 116 >> 2]; - y[a2 + 112 >> 2] = y[b2 + 112 >> 2]; - y[a2 + 116 >> 2] = c2; - ea(a2 + 120 | 0, b2 + 120 | 0, 1424); - } - function nb(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, p = 0, q = 0, r = 0, s2 = 0; - c2 = y[a2 + 56 >> 2]; - d = y[a2 + 60 >> 2]; - if (c2 | d) { - f = a2 - -64 | 0; - w[f + c2 | 0] = 1; - l = c2 + 1 | 0; - d = l ? d : d + 1 | 0; - a: { - if (!d & l >>> 0 > 15 | d) { - break a; - } - d = 15 - c2 | 0; - if (!d) { - break a; - } - o((a2 + c2 | 0) + 65 | 0, 0, d); - } - w[a2 + 80 | 0] = 1; - mb(a2, f, 16, 0); - } - l = y[a2 + 52 >> 2]; - j = y[a2 + 48 >> 2]; - f = y[a2 + 44 >> 2]; - c2 = y[a2 + 24 >> 2]; - g = y[a2 + 28 >> 2] + (c2 >>> 26 | 0) | 0; - e = y[a2 + 32 >> 2] + (g >>> 26 | 0) | 0; - m2 = y[a2 + 36 >> 2] + (e >>> 26 | 0) | 0; - h = y[a2 + 20 >> 2] + E(m2 >>> 26 | 0, 5) | 0; - i3 = h & 67108863; - d = i3 + 5 | 0; - p = e & 67108863; - k = g & 67108863; - c2 = (c2 & 67108863) + (h >>> 26 | 0) | 0; - h = c2 + (d >>> 26 | 0) | 0; - q = k + (h >>> 26 | 0) | 0; - r = p + (q >>> 26 | 0) | 0; - s2 = (m2 & 67108863) + (r >>> 26 | 0) | 0; - e = s2 - 67108864 | 0; - g = e >> 31; - n2 = h; - h = (e >>> 31 | 0) - 1 | 0; - e = h & 67108863; - c2 = c2 & g | n2 & e; - i3 = c2 << 26 | (d & e | g & i3); - d = i3 + y[a2 + 40 >> 2] | 0; - w[b2 | 0] = d; - w[b2 + 1 | 0] = d >>> 8; - w[b2 + 2 | 0] = d >>> 16; - w[b2 + 3 | 0] = d >>> 24; - i3 = d >>> 0 < i3 >>> 0; - d = 0; - k = g & k | e & q; - c2 = k << 20 | c2 >>> 6; - n2 = c2; - c2 = c2 + f | 0; - d = n2 >>> 0 > c2 >>> 0 ? 1 : d; - f = c2; - c2 = c2 + i3 | 0; - d = f >>> 0 > c2 >>> 0 ? d + 1 | 0 : d; - w[b2 + 4 | 0] = c2; - w[b2 + 5 | 0] = c2 >>> 8; - w[b2 + 6 | 0] = c2 >>> 16; - w[b2 + 7 | 0] = c2 >>> 24; - c2 = 0; - e = g & p | e & r; - f = e << 14 | k >>> 12; - j = f + j | 0; - f = f >>> 0 > j >>> 0 ? 1 : c2; - c2 = j; - j = d; - c2 = c2 + d | 0; - d = f; - d = c2 >>> 0 < j >>> 0 ? d + 1 | 0 : d; - w[b2 + 8 | 0] = c2; - w[b2 + 9 | 0] = c2 >>> 8; - w[b2 + 10 | 0] = c2 >>> 16; - w[b2 + 11 | 0] = c2 >>> 24; - c2 = (h & s2 | g & m2) << 8 | e >>> 18; - c2 = c2 + l | 0; - d = c2 + d | 0; - w[b2 + 12 | 0] = d; - w[b2 + 13 | 0] = d >>> 8; - w[b2 + 14 | 0] = d >>> 16; - w[b2 + 15 | 0] = d >>> 24; - ga(a2, 88); - } - function Wa(a2, b2, c2) { - var d = 0, e = 0; - d = T - 16 | 0; - T = d; - w[d + 15 | 0] = 0; - e = -1; - if (!(V[y[9830]](a2, b2, c2) | 0)) { - w[d + 15 | 0] = z[a2 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 1 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 2 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 3 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 4 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 5 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 6 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 7 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 8 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 9 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 10 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 11 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 12 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 13 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 14 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 15 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 16 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 17 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 18 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 19 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 20 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 21 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 22 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 23 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 24 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 25 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 26 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 27 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 28 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 29 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 30 | 0] | z[d + 15 | 0]; - w[d + 15 | 0] = z[a2 + 31 | 0] | z[d + 15 | 0]; - e = (z[d + 15 | 0] << 23) - 8388608 >> 31; - } - T = d + 16 | 0; - return e; - } - function qa(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0; - f = y[b2 + 32 >> 2]; - g = y[b2 + 28 >> 2]; - h = y[b2 + 24 >> 2]; - i3 = y[b2 + 20 >> 2]; - j = y[b2 + 16 >> 2]; - k = y[b2 + 12 >> 2]; - c2 = y[b2 + 4 >> 2]; - d = y[b2 >> 2]; - e = y[b2 + 36 >> 2]; - b2 = y[b2 + 8 >> 2]; - d = E((f + (g + (h + (i3 + (j + (k + ((c2 + (d + (E(e, 19) + 16777216 >>> 25 | 0) >> 26) >> 25) + b2 >> 26) >> 25) >> 26) >> 25) >> 26) >> 25) >> 26) + e >> 25, 19) + d | 0; - w[a2 | 0] = d; - w[a2 + 2 | 0] = d >>> 16; - w[a2 + 1 | 0] = d >>> 8; - c2 = c2 + (d >> 26) | 0; - w[a2 + 5 | 0] = c2 >>> 14; - w[a2 + 4 | 0] = c2 >>> 6; - w[a2 + 3 | 0] = d >>> 24 & 3 | c2 << 2; - b2 = b2 + (c2 >> 25) | 0; - w[a2 + 8 | 0] = b2 >>> 13; - w[a2 + 7 | 0] = b2 >>> 5; - w[a2 + 6 | 0] = b2 << 3 | (c2 & 29360128) >>> 22; - d = (b2 >> 26) + k | 0; - w[a2 + 11 | 0] = d >>> 11; - w[a2 + 10 | 0] = d >>> 3; - w[a2 + 9 | 0] = d << 5 | (b2 & 65011712) >>> 21; - c2 = (d >> 25) + j | 0; - w[a2 + 15 | 0] = c2 >>> 18; - w[a2 + 14 | 0] = c2 >>> 10; - w[a2 + 13 | 0] = c2 >>> 2; - b2 = (c2 >> 26) + i3 | 0; - w[a2 + 16 | 0] = b2; - w[a2 + 12 | 0] = c2 << 6 | (d & 33030144) >>> 19; - w[a2 + 18 | 0] = b2 >>> 16; - w[a2 + 17 | 0] = b2 >>> 8; - c2 = (b2 >> 25) + h | 0; - w[a2 + 21 | 0] = c2 >>> 15; - w[a2 + 20 | 0] = c2 >>> 7; - w[a2 + 19 | 0] = b2 >>> 24 & 1 | c2 << 1; - b2 = (c2 >> 26) + g | 0; - w[a2 + 24 | 0] = b2 >>> 13; - w[a2 + 23 | 0] = b2 >>> 5; - w[a2 + 22 | 0] = b2 << 3 | (c2 & 58720256) >>> 23; - c2 = (b2 >> 25) + f | 0; - w[a2 + 27 | 0] = c2 >>> 12; - w[a2 + 26 | 0] = c2 >>> 4; - w[a2 + 25 | 0] = c2 << 4 | (b2 & 31457280) >>> 21; - b2 = e + (c2 >> 26) | 0; - w[a2 + 30 | 0] = b2 >>> 10; - w[a2 + 29 | 0] = b2 >>> 2; - w[a2 + 31 | 0] = (b2 & 33292288) >>> 18; - w[a2 + 28 | 0] = b2 << 6 | (c2 & 66060288) >>> 20; - } - function Ha(a2, b2) { - var c2 = 0; - c2 = T - 16 | 0; - y[c2 + 12 >> 2] = a2; - y[c2 + 8 >> 2] = b2; - x[c2 + 6 >> 1] = 0; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2]] ^ z[y[c2 + 8 >> 2]]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 1 | 0] ^ z[y[c2 + 8 >> 2] + 1 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 2 | 0] ^ z[y[c2 + 8 >> 2] + 2 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 3 | 0] ^ z[y[c2 + 8 >> 2] + 3 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 4 | 0] ^ z[y[c2 + 8 >> 2] + 4 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 5 | 0] ^ z[y[c2 + 8 >> 2] + 5 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 6 | 0] ^ z[y[c2 + 8 >> 2] + 6 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 7 | 0] ^ z[y[c2 + 8 >> 2] + 7 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 8 | 0] ^ z[y[c2 + 8 >> 2] + 8 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 9 | 0] ^ z[y[c2 + 8 >> 2] + 9 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 10 | 0] ^ z[y[c2 + 8 >> 2] + 10 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 11 | 0] ^ z[y[c2 + 8 >> 2] + 11 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 12 | 0] ^ z[y[c2 + 8 >> 2] + 12 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 13 | 0] ^ z[y[c2 + 8 >> 2] + 13 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 14 | 0] ^ z[y[c2 + 8 >> 2] + 14 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + 15 | 0] ^ z[y[c2 + 8 >> 2] + 15 | 0]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] - 1; - x[c2 + 6 >> 1] = A[20360] >>> 2 ^ A[c2 + 6 >> 1] >>> 15; - return A[c2 + 6 >> 1] - 1 | 0; - } - function Ja(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0, l = 0; - g = T - 192 | 0; - T = g; - if (c2 >>> 0 >= 129) { - Aa(a2); - ka(a2, b2, c2, 0); - sa(a2, g); - c2 = 64; - b2 = g; - } - Aa(a2); - o(g - -64 | 0, 54, 128); - a: { - if (!c2) { - break a; - } - k = c2 & 3; - if (c2 >>> 0 >= 4) { - f = c2 & 252; - while (1) { - h = g - -64 | 0; - e = h + d | 0; - w[e | 0] = z[e | 0] ^ z[b2 + d | 0]; - e = d | 1; - l = e + h | 0; - w[l | 0] = z[l | 0] ^ z[b2 + e | 0]; - e = d | 2; - l = e + h | 0; - w[l | 0] = z[l | 0] ^ z[b2 + e | 0]; - e = h; - h = d | 3; - e = e + h | 0; - w[e | 0] = z[e | 0] ^ z[b2 + h | 0]; - d = d + 4 | 0; - i3 = i3 + 4 | 0; - if ((f | 0) != (i3 | 0)) { - continue; - } - break; - } - if (!k) { - break a; - } - } - while (1) { - i3 = (g - -64 | 0) + d | 0; - w[i3 | 0] = z[i3 | 0] ^ z[b2 + d | 0]; - d = d + 1 | 0; - j = j + 1 | 0; - if ((k | 0) != (j | 0)) { - continue; - } - break; - } - } - d = g - -64 | 0; - ka(a2, d, 128, 0); - k = a2 + 208 | 0; - Aa(k); - o(d, 92, 128); - b: { - if (!c2) { - break b; - } - h = c2 & 3; - j = 0; - d = 0; - if (c2 >>> 0 >= 4) { - c2 = c2 & 252; - i3 = 0; - while (1) { - a2 = g - -64 | 0; - f = a2 + d | 0; - w[f | 0] = z[f | 0] ^ z[b2 + d | 0]; - f = d | 1; - e = f + a2 | 0; - w[e | 0] = z[e | 0] ^ z[b2 + f | 0]; - f = d | 2; - e = f + a2 | 0; - w[e | 0] = z[e | 0] ^ z[b2 + f | 0]; - e = a2; - a2 = d | 3; - f = e + a2 | 0; - w[f | 0] = z[f | 0] ^ z[a2 + b2 | 0]; - d = d + 4 | 0; - i3 = i3 + 4 | 0; - if ((c2 | 0) != (i3 | 0)) { - continue; - } - break; - } - if (!h) { - break b; - } - } - while (1) { - a2 = (g - -64 | 0) + d | 0; - w[a2 | 0] = z[a2 | 0] ^ z[b2 + d | 0]; - d = d + 1 | 0; - j = j + 1 | 0; - if ((h | 0) != (j | 0)) { - continue; - } - break; - } - } - a2 = g - -64 | 0; - ka(k, a2, 128, 0); - ga(a2, 128); - ga(g, 64); - T = g + 192 | 0; - return 0; - } - function pc(a2, b2, c2, d, e, f, g) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - var h = 0; - h = T + -64 | 0; - T = h; - if (c2 | d) { - y[h + 8 >> 2] = 2036477234; - y[h + 12 >> 2] = 1797285236; - y[h >> 2] = 1634760805; - y[h + 4 >> 2] = 857760878; - y[h + 16 >> 2] = z[g | 0] | z[g + 1 | 0] << 8 | (z[g + 2 | 0] << 16 | z[g + 3 | 0] << 24); - y[h + 20 >> 2] = z[g + 4 | 0] | z[g + 5 | 0] << 8 | (z[g + 6 | 0] << 16 | z[g + 7 | 0] << 24); - y[h + 24 >> 2] = z[g + 8 | 0] | z[g + 9 | 0] << 8 | (z[g + 10 | 0] << 16 | z[g + 11 | 0] << 24); - y[h + 28 >> 2] = z[g + 12 | 0] | z[g + 13 | 0] << 8 | (z[g + 14 | 0] << 16 | z[g + 15 | 0] << 24); - y[h + 32 >> 2] = z[g + 16 | 0] | z[g + 17 | 0] << 8 | (z[g + 18 | 0] << 16 | z[g + 19 | 0] << 24); - y[h + 36 >> 2] = z[g + 20 | 0] | z[g + 21 | 0] << 8 | (z[g + 22 | 0] << 16 | z[g + 23 | 0] << 24); - y[h + 40 >> 2] = z[g + 24 | 0] | z[g + 25 | 0] << 8 | (z[g + 26 | 0] << 16 | z[g + 27 | 0] << 24); - g = z[g + 28 | 0] | z[g + 29 | 0] << 8 | (z[g + 30 | 0] << 16 | z[g + 31 | 0] << 24); - y[h + 48 >> 2] = f; - y[h + 44 >> 2] = g; - y[h + 52 >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); - y[h + 56 >> 2] = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); - y[h + 60 >> 2] = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); - Sa(h, b2, a2, c2, d); - ga(h, 64); - } - T = h - -64 | 0; - return 0; - } - function rc(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0; - f = T + -64 | 0; - T = f; - if (b2 | c2) { - y[f + 8 >> 2] = 2036477234; - y[f + 12 >> 2] = 1797285236; - y[f >> 2] = 1634760805; - y[f + 4 >> 2] = 857760878; - y[f + 16 >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); - y[f + 20 >> 2] = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); - y[f + 24 >> 2] = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); - y[f + 28 >> 2] = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); - y[f + 32 >> 2] = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); - y[f + 36 >> 2] = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); - y[f + 40 >> 2] = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); - e = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); - y[f + 48 >> 2] = 0; - y[f + 44 >> 2] = e; - y[f + 52 >> 2] = z[d | 0] | z[d + 1 | 0] << 8 | (z[d + 2 | 0] << 16 | z[d + 3 | 0] << 24); - y[f + 56 >> 2] = z[d + 4 | 0] | z[d + 5 | 0] << 8 | (z[d + 6 | 0] << 16 | z[d + 7 | 0] << 24); - y[f + 60 >> 2] = z[d + 8 | 0] | z[d + 9 | 0] << 8 | (z[d + 10 | 0] << 16 | z[d + 11 | 0] << 24); - if (b2) { - o(a2, 0, b2); - } - Sa(f, a2, a2, b2, c2); - ga(f, 64); - } - T = f - -64 | 0; - return 0; - } - function Zc(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0; - g = T; - f = g - 192 & -64; - T = f; - y[f + 64 >> 2] = (z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24)) & 67108863; - y[f + 68 >> 2] = (z[e + 3 | 0] | z[e + 4 | 0] << 8 | (z[e + 5 | 0] << 16 | z[e + 6 | 0] << 24)) >>> 2 & 67108611; - y[f + 72 >> 2] = (z[e + 6 | 0] | z[e + 7 | 0] << 8 | (z[e + 8 | 0] << 16 | z[e + 9 | 0] << 24)) >>> 4 & 67092735; - y[f + 76 >> 2] = (z[e + 9 | 0] | z[e + 10 | 0] << 8 | (z[e + 11 | 0] << 16 | z[e + 12 | 0] << 24)) >>> 6 & 66076671; - h = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); - y[f + 84 >> 2] = 0; - y[f + 88 >> 2] = 0; - y[f + 92 >> 2] = 0; - y[f + 96 >> 2] = 0; - y[f + 100 >> 2] = 0; - y[f + 80 >> 2] = h >>> 8 & 1048575; - y[f + 104 >> 2] = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); - y[f + 108 >> 2] = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); - y[f + 112 >> 2] = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); - e = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); - w[f + 144 | 0] = 0; - y[f + 120 >> 2] = 0; - y[f + 124 >> 2] = 0; - y[f + 116 >> 2] = e; - e = f - -64 | 0; - ob(e, b2, c2, d); - b2 = f + 48 | 0; - nb(e, b2); - a2 = Ha(a2, b2); - T = g; - return a2 | 0; - } - function Wc(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0; - g = c2; - c2 = d; - k = g | 0; - d = T; - g = d; - f = d - 512 & -64; - T = f; - d = -1; - h = f - -64 | 0; - i3 = f + 32 | 0; - if (!pb(h, i3)) { - d = f + 128 | 0; - Oa(d, 0, 0, 24); - oa(d, h, 32, 0); - oa(d, e, 32, 0); - j = f + 96 | 0; - Qa(d, j, 24); - d = $b(a2 + 32 | 0, b2, k, c2, j, e, i3); - b2 = y[f + 92 >> 2]; - c2 = y[f + 88 >> 2]; - w[a2 + 24 | 0] = c2; - w[a2 + 25 | 0] = c2 >>> 8; - w[a2 + 26 | 0] = c2 >>> 16; - w[a2 + 27 | 0] = c2 >>> 24; - w[a2 + 28 | 0] = b2; - w[a2 + 29 | 0] = b2 >>> 8; - w[a2 + 30 | 0] = b2 >>> 16; - w[a2 + 31 | 0] = b2 >>> 24; - b2 = y[f + 84 >> 2]; - c2 = y[f + 80 >> 2]; - w[a2 + 16 | 0] = c2; - w[a2 + 17 | 0] = c2 >>> 8; - w[a2 + 18 | 0] = c2 >>> 16; - w[a2 + 19 | 0] = c2 >>> 24; - w[a2 + 20 | 0] = b2; - w[a2 + 21 | 0] = b2 >>> 8; - w[a2 + 22 | 0] = b2 >>> 16; - w[a2 + 23 | 0] = b2 >>> 24; - b2 = y[f + 76 >> 2]; - c2 = y[f + 72 >> 2]; - w[a2 + 8 | 0] = c2; - w[a2 + 9 | 0] = c2 >>> 8; - w[a2 + 10 | 0] = c2 >>> 16; - w[a2 + 11 | 0] = c2 >>> 24; - w[a2 + 12 | 0] = b2; - w[a2 + 13 | 0] = b2 >>> 8; - w[a2 + 14 | 0] = b2 >>> 16; - w[a2 + 15 | 0] = b2 >>> 24; - b2 = y[f + 68 >> 2]; - c2 = y[f + 64 >> 2]; - w[a2 | 0] = c2; - w[a2 + 1 | 0] = c2 >>> 8; - w[a2 + 2 | 0] = c2 >>> 16; - w[a2 + 3 | 0] = c2 >>> 24; - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - ga(i3, 32); - ga(h, 32); - ga(j, 24); - } - T = g; - return d | 0; - } - function qc(a2, b2, c2, d, e, f, g, h) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - var i3 = 0; - i3 = T + -64 | 0; - T = i3; - if (c2 | d) { - y[i3 + 8 >> 2] = 2036477234; - y[i3 + 12 >> 2] = 1797285236; - y[i3 >> 2] = 1634760805; - y[i3 + 4 >> 2] = 857760878; - y[i3 + 16 >> 2] = z[h | 0] | z[h + 1 | 0] << 8 | (z[h + 2 | 0] << 16 | z[h + 3 | 0] << 24); - y[i3 + 20 >> 2] = z[h + 4 | 0] | z[h + 5 | 0] << 8 | (z[h + 6 | 0] << 16 | z[h + 7 | 0] << 24); - y[i3 + 24 >> 2] = z[h + 8 | 0] | z[h + 9 | 0] << 8 | (z[h + 10 | 0] << 16 | z[h + 11 | 0] << 24); - y[i3 + 28 >> 2] = z[h + 12 | 0] | z[h + 13 | 0] << 8 | (z[h + 14 | 0] << 16 | z[h + 15 | 0] << 24); - y[i3 + 32 >> 2] = z[h + 16 | 0] | z[h + 17 | 0] << 8 | (z[h + 18 | 0] << 16 | z[h + 19 | 0] << 24); - y[i3 + 36 >> 2] = z[h + 20 | 0] | z[h + 21 | 0] << 8 | (z[h + 22 | 0] << 16 | z[h + 23 | 0] << 24); - y[i3 + 40 >> 2] = z[h + 24 | 0] | z[h + 25 | 0] << 8 | (z[h + 26 | 0] << 16 | z[h + 27 | 0] << 24); - h = z[h + 28 | 0] | z[h + 29 | 0] << 8 | (z[h + 30 | 0] << 16 | z[h + 31 | 0] << 24); - y[i3 + 48 >> 2] = f; - y[i3 + 52 >> 2] = g; - y[i3 + 44 >> 2] = h; - y[i3 + 56 >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); - y[i3 + 60 >> 2] = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); - Sa(i3, b2, a2, c2, d); - ga(i3, 64); - } - T = i3 - -64 | 0; - return 0; - } - function tc(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0; - f = T + -64 | 0; - T = f; - if (b2 | c2) { - y[f + 8 >> 2] = 2036477234; - y[f + 12 >> 2] = 1797285236; - y[f >> 2] = 1634760805; - y[f + 4 >> 2] = 857760878; - y[f + 16 >> 2] = z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24); - y[f + 20 >> 2] = z[e + 4 | 0] | z[e + 5 | 0] << 8 | (z[e + 6 | 0] << 16 | z[e + 7 | 0] << 24); - y[f + 24 >> 2] = z[e + 8 | 0] | z[e + 9 | 0] << 8 | (z[e + 10 | 0] << 16 | z[e + 11 | 0] << 24); - y[f + 28 >> 2] = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); - y[f + 32 >> 2] = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); - y[f + 36 >> 2] = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); - y[f + 40 >> 2] = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); - e = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); - y[f + 48 >> 2] = 0; - y[f + 52 >> 2] = 0; - y[f + 44 >> 2] = e; - y[f + 56 >> 2] = z[d | 0] | z[d + 1 | 0] << 8 | (z[d + 2 | 0] << 16 | z[d + 3 | 0] << 24); - y[f + 60 >> 2] = z[d + 4 | 0] | z[d + 5 | 0] << 8 | (z[d + 6 | 0] << 16 | z[d + 7 | 0] << 24); - if (b2) { - o(a2, 0, b2); - } - Sa(f, a2, a2, b2, c2); - ga(f, 64); - } - T = f - -64 | 0; - return 0; - } - function zd(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0; - g = T; - f = g - 128 & -64; - T = f; - y[f >> 2] = (z[e | 0] | z[e + 1 | 0] << 8 | (z[e + 2 | 0] << 16 | z[e + 3 | 0] << 24)) & 67108863; - y[f + 4 >> 2] = (z[e + 3 | 0] | z[e + 4 | 0] << 8 | (z[e + 5 | 0] << 16 | z[e + 6 | 0] << 24)) >>> 2 & 67108611; - y[f + 8 >> 2] = (z[e + 6 | 0] | z[e + 7 | 0] << 8 | (z[e + 8 | 0] << 16 | z[e + 9 | 0] << 24)) >>> 4 & 67092735; - y[f + 12 >> 2] = (z[e + 9 | 0] | z[e + 10 | 0] << 8 | (z[e + 11 | 0] << 16 | z[e + 12 | 0] << 24)) >>> 6 & 66076671; - h = z[e + 12 | 0] | z[e + 13 | 0] << 8 | (z[e + 14 | 0] << 16 | z[e + 15 | 0] << 24); - y[f + 20 >> 2] = 0; - y[f + 24 >> 2] = 0; - y[f + 28 >> 2] = 0; - y[f + 32 >> 2] = 0; - y[f + 36 >> 2] = 0; - y[f + 16 >> 2] = h >>> 8 & 1048575; - y[f + 40 >> 2] = z[e + 16 | 0] | z[e + 17 | 0] << 8 | (z[e + 18 | 0] << 16 | z[e + 19 | 0] << 24); - y[f + 44 >> 2] = z[e + 20 | 0] | z[e + 21 | 0] << 8 | (z[e + 22 | 0] << 16 | z[e + 23 | 0] << 24); - y[f + 48 >> 2] = z[e + 24 | 0] | z[e + 25 | 0] << 8 | (z[e + 26 | 0] << 16 | z[e + 27 | 0] << 24); - e = z[e + 28 | 0] | z[e + 29 | 0] << 8 | (z[e + 30 | 0] << 16 | z[e + 31 | 0] << 24); - w[f + 80 | 0] = 0; - y[f + 56 >> 2] = 0; - y[f + 60 >> 2] = 0; - y[f + 52 >> 2] = e; - ob(f, b2, c2, d); - nb(f, a2); - T = g; - return 0; - } - function Na(a2, b2, c2, d, e, f, g) { - var h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0, n2 = 0, o2 = 0; - h = T - 352 | 0; - T = h; - tb(h, f, g); - a: { - b: { - if (!(!((!e & a2 - c2 >>> 0 < d >>> 0 | (e | 0) != 0) & a2 >>> 0 > c2 >>> 0) & (!e & c2 - a2 >>> 0 >= d >>> 0 | a2 >>> 0 >= c2 >>> 0))) { - if (d) { - t(a2, c2, d); - } - y[h + 56 >> 2] = 0; - y[h + 60 >> 2] = 0; - y[h + 48 >> 2] = 0; - y[h + 52 >> 2] = 0; - y[h + 40 >> 2] = 0; - y[h + 44 >> 2] = 0; - y[h + 32 >> 2] = 0; - y[h + 36 >> 2] = 0; - g = (e | 0) != 0; - c2 = g | !e & d >>> 0 >= 32; - i3 = c2 ? 32 : d; - k = c2 ? 0 : e; - g = g | !e & d >>> 0 > 32; - c2 = a2; - break b; - } - y[h + 56 >> 2] = 0; - y[h + 60 >> 2] = 0; - y[h + 48 >> 2] = 0; - y[h + 52 >> 2] = 0; - y[h + 40 >> 2] = 0; - y[h + 44 >> 2] = 0; - y[h + 32 >> 2] = 0; - y[h + 36 >> 2] = 0; - j = (e | 0) != 0; - g = j | !e & d >>> 0 >= 32; - i3 = g ? 32 : d; - k = g ? 0 : e; - g = j | !e & d >>> 0 > 32; - if (d | e) { - break b; - } - m2 = 1; - break a; - } - if (i3) { - t(h - -64 | 0, c2, i3); - } - m2 = 0; - } - l = h + 32 | 0; - j = k; - n2 = i3 + 32 | 0; - j = n2 >>> 0 < 32 ? j + 1 | 0 : j; - o2 = j; - j = f + 16 | 0; - hb(l, l, n2, o2, j, h); - va(h + 96 | 0, l); - if (!(!i3 | m2)) { - t(a2, h - -64 | 0, i3); - } - ga(h + 32 | 0, 64); - if (g) { - Ob(a2 + i3 | 0, c2 + i3 | 0, d - i3 | 0, e - (k + (d >>> 0 < i3 >>> 0) | 0) | 0, j, h); - } - ga(h, 32); - c2 = h + 96 | 0; - ha(c2, a2, d, e); - ua(c2, b2); - ga(c2, 256); - T = h + 352 | 0; - return 0; - } - function Ga(a2, b2) { - var c2 = 0, d = 0, e = 0; - e = b2; - a: { - b: { - c: { - b2 = b2 & 255; - if (b2) { - if (a2 & 3) { - while (1) { - c2 = z[a2 | 0]; - if (!c2 | (b2 | 0) == (c2 | 0)) { - break a; - } - a2 = a2 + 1 | 0; - if (a2 & 3) { - continue; - } - break; - } - } - c2 = y[a2 >> 2]; - if (((c2 | 16843008 - c2) & -2139062144) != -2139062144) { - break c; - } - d = E(b2, 16843009); - while (1) { - b2 = c2 ^ d; - if (((16843008 - b2 | b2) & -2139062144) != -2139062144) { - break c; - } - c2 = y[a2 + 4 >> 2]; - b2 = a2 + 4 | 0; - a2 = b2; - if (((16843008 - c2 | c2) & -2139062144) == -2139062144) { - continue; - } - break; - } - break b; - } - c2 = a2; - d: { - e: { - f: { - if (!(a2 & 3)) { - break f; - } - b2 = 0; - if (!z[a2 | 0]) { - break d; - } - while (1) { - a2 = a2 + 1 | 0; - if (!(a2 & 3)) { - break f; - } - if (z[a2 | 0]) { - continue; - } - break; - } - break e; - } - while (1) { - b2 = a2; - a2 = a2 + 4 | 0; - d = y[b2 >> 2]; - if (((16843008 - d | d) & -2139062144) == -2139062144) { - continue; - } - break; - } - while (1) { - a2 = b2; - b2 = a2 + 1 | 0; - if (z[a2 | 0]) { - continue; - } - break; - } - } - b2 = a2 - c2 | 0; - } - a2 = b2 + c2 | 0; - break a; - } - b2 = a2; - } - while (1) { - a2 = b2; - c2 = z[a2 | 0]; - if (!c2) { - break a; - } - b2 = a2 + 1 | 0; - if ((c2 | 0) != (e & 255)) { - continue; - } - break; - } - } - return z[a2 | 0] == (e & 255) ? a2 : 0; - } - function Qc(a2, b2) { - a2 = a2 | 0; - b2 = b2 | 0; - var c2 = 0; - y[a2 >> 2] = (z[b2 | 0] | z[b2 + 1 | 0] << 8 | (z[b2 + 2 | 0] << 16 | z[b2 + 3 | 0] << 24)) & 67108863; - y[a2 + 4 >> 2] = (z[b2 + 3 | 0] | z[b2 + 4 | 0] << 8 | (z[b2 + 5 | 0] << 16 | z[b2 + 6 | 0] << 24)) >>> 2 & 67108611; - y[a2 + 8 >> 2] = (z[b2 + 6 | 0] | z[b2 + 7 | 0] << 8 | (z[b2 + 8 | 0] << 16 | z[b2 + 9 | 0] << 24)) >>> 4 & 67092735; - y[a2 + 12 >> 2] = (z[b2 + 9 | 0] | z[b2 + 10 | 0] << 8 | (z[b2 + 11 | 0] << 16 | z[b2 + 12 | 0] << 24)) >>> 6 & 66076671; - c2 = z[b2 + 12 | 0] | z[b2 + 13 | 0] << 8 | (z[b2 + 14 | 0] << 16 | z[b2 + 15 | 0] << 24); - y[a2 + 20 >> 2] = 0; - y[a2 + 24 >> 2] = 0; - y[a2 + 28 >> 2] = 0; - y[a2 + 32 >> 2] = 0; - y[a2 + 36 >> 2] = 0; - y[a2 + 16 >> 2] = c2 >>> 8 & 1048575; - y[a2 + 40 >> 2] = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - y[a2 + 44 >> 2] = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); - y[a2 + 48 >> 2] = z[b2 + 24 | 0] | z[b2 + 25 | 0] << 8 | (z[b2 + 26 | 0] << 16 | z[b2 + 27 | 0] << 24); - b2 = z[b2 + 28 | 0] | z[b2 + 29 | 0] << 8 | (z[b2 + 30 | 0] << 16 | z[b2 + 31 | 0] << 24); - w[a2 + 80 | 0] = 0; - y[a2 + 56 >> 2] = 0; - y[a2 + 60 >> 2] = 0; - y[a2 + 52 >> 2] = b2; - return 0; - } - function cd(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0; - f = T - 480 | 0; - T = f; - Ja(f, e, 32); - ra(f, b2, c2, d); - Ia(f, f + 416 | 0); - b2 = y[f + 444 >> 2]; - c2 = y[f + 440 >> 2]; - w[a2 + 24 | 0] = c2; - w[a2 + 25 | 0] = c2 >>> 8; - w[a2 + 26 | 0] = c2 >>> 16; - w[a2 + 27 | 0] = c2 >>> 24; - w[a2 + 28 | 0] = b2; - w[a2 + 29 | 0] = b2 >>> 8; - w[a2 + 30 | 0] = b2 >>> 16; - w[a2 + 31 | 0] = b2 >>> 24; - b2 = y[f + 436 >> 2]; - c2 = y[f + 432 >> 2]; - w[a2 + 16 | 0] = c2; - w[a2 + 17 | 0] = c2 >>> 8; - w[a2 + 18 | 0] = c2 >>> 16; - w[a2 + 19 | 0] = c2 >>> 24; - w[a2 + 20 | 0] = b2; - w[a2 + 21 | 0] = b2 >>> 8; - w[a2 + 22 | 0] = b2 >>> 16; - w[a2 + 23 | 0] = b2 >>> 24; - b2 = y[f + 428 >> 2]; - c2 = y[f + 424 >> 2]; - w[a2 + 8 | 0] = c2; - w[a2 + 9 | 0] = c2 >>> 8; - w[a2 + 10 | 0] = c2 >>> 16; - w[a2 + 11 | 0] = c2 >>> 24; - w[a2 + 12 | 0] = b2; - w[a2 + 13 | 0] = b2 >>> 8; - w[a2 + 14 | 0] = b2 >>> 16; - w[a2 + 15 | 0] = b2 >>> 24; - b2 = y[f + 420 >> 2]; - c2 = y[f + 416 >> 2]; - w[a2 | 0] = c2; - w[a2 + 1 | 0] = c2 >>> 8; - w[a2 + 2 | 0] = c2 >>> 16; - w[a2 + 3 | 0] = c2 >>> 24; - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - T = f + 480 | 0; - return 0; - } - function Sd(a2, b2) { - a2 = a2 | 0; - b2 = b2 | 0; - var c2 = 0, d = 0; - d = T + -64 | 0; - T = d; - Da(d, b2, 32, 0); - w[d | 0] = z[d | 0] & 248; - w[d + 31 | 0] = z[d + 31 | 0] & 63 | 64; - b2 = y[d + 20 >> 2]; - c2 = y[d + 16 >> 2]; - w[a2 + 16 | 0] = c2; - w[a2 + 17 | 0] = c2 >>> 8; - w[a2 + 18 | 0] = c2 >>> 16; - w[a2 + 19 | 0] = c2 >>> 24; - w[a2 + 20 | 0] = b2; - w[a2 + 21 | 0] = b2 >>> 8; - w[a2 + 22 | 0] = b2 >>> 16; - w[a2 + 23 | 0] = b2 >>> 24; - b2 = y[d + 12 >> 2]; - c2 = y[d + 8 >> 2]; - w[a2 + 8 | 0] = c2; - w[a2 + 9 | 0] = c2 >>> 8; - w[a2 + 10 | 0] = c2 >>> 16; - w[a2 + 11 | 0] = c2 >>> 24; - w[a2 + 12 | 0] = b2; - w[a2 + 13 | 0] = b2 >>> 8; - w[a2 + 14 | 0] = b2 >>> 16; - w[a2 + 15 | 0] = b2 >>> 24; - b2 = y[d + 4 >> 2]; - c2 = y[d >> 2]; - w[a2 | 0] = c2; - w[a2 + 1 | 0] = c2 >>> 8; - w[a2 + 2 | 0] = c2 >>> 16; - w[a2 + 3 | 0] = c2 >>> 24; - w[a2 + 4 | 0] = b2; - w[a2 + 5 | 0] = b2 >>> 8; - w[a2 + 6 | 0] = b2 >>> 16; - w[a2 + 7 | 0] = b2 >>> 24; - b2 = y[d + 28 >> 2]; - c2 = y[d + 24 >> 2]; - w[a2 + 24 | 0] = c2; - w[a2 + 25 | 0] = c2 >>> 8; - w[a2 + 26 | 0] = c2 >>> 16; - w[a2 + 27 | 0] = c2 >>> 24; - w[a2 + 28 | 0] = b2; - w[a2 + 29 | 0] = b2 >>> 8; - w[a2 + 30 | 0] = b2 >>> 16; - w[a2 + 31 | 0] = b2 >>> 24; - ga(d, 64); - T = d - -64 | 0; - return 0; - } - function Kd(a2, b2, c2) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - var d = 0, e = 0; - e = T + -64 | 0; - T = e; - Da(e, c2, 32, 0); - c2 = y[e + 28 >> 2]; - d = y[e + 24 >> 2]; - w[b2 + 24 | 0] = d; - w[b2 + 25 | 0] = d >>> 8; - w[b2 + 26 | 0] = d >>> 16; - w[b2 + 27 | 0] = d >>> 24; - w[b2 + 28 | 0] = c2; - w[b2 + 29 | 0] = c2 >>> 8; - w[b2 + 30 | 0] = c2 >>> 16; - w[b2 + 31 | 0] = c2 >>> 24; - c2 = y[e + 20 >> 2]; - d = y[e + 16 >> 2]; - w[b2 + 16 | 0] = d; - w[b2 + 17 | 0] = d >>> 8; - w[b2 + 18 | 0] = d >>> 16; - w[b2 + 19 | 0] = d >>> 24; - w[b2 + 20 | 0] = c2; - w[b2 + 21 | 0] = c2 >>> 8; - w[b2 + 22 | 0] = c2 >>> 16; - w[b2 + 23 | 0] = c2 >>> 24; - c2 = y[e + 12 >> 2]; - d = y[e + 8 >> 2]; - w[b2 + 8 | 0] = d; - w[b2 + 9 | 0] = d >>> 8; - w[b2 + 10 | 0] = d >>> 16; - w[b2 + 11 | 0] = d >>> 24; - w[b2 + 12 | 0] = c2; - w[b2 + 13 | 0] = c2 >>> 8; - w[b2 + 14 | 0] = c2 >>> 16; - w[b2 + 15 | 0] = c2 >>> 24; - c2 = y[e + 4 >> 2]; - d = y[e >> 2]; - w[b2 | 0] = d; - w[b2 + 1 | 0] = d >>> 8; - w[b2 + 2 | 0] = d >>> 16; - w[b2 + 3 | 0] = d >>> 24; - w[b2 + 4 | 0] = c2; - w[b2 + 5 | 0] = c2 >>> 8; - w[b2 + 6 | 0] = c2 >>> 16; - w[b2 + 7 | 0] = c2 >>> 24; - ga(e, 64); - a2 = Va(a2, b2); - T = e - -64 | 0; - return a2 | 0; - } - function yc(a2, b2, c2, d, e, f, g, h, i3) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - var j = 0, k = 0, l = 0; - j = T; - l = j; - j = j - 192 & -32; - T = j; - Nb(i3, h, j - -64 | 0); - h = 0; - if (g >>> 0 > 63) { - i3 = 64; - while (1) { - Mb(f + h | 0, j - -64 | 0); - h = i3; - i3 = i3 - -64 | 0; - if (i3 >>> 0 <= g >>> 0) { - continue; - } - break; - } - } - i3 = h | 32; - if (i3 >>> 0 <= g >>> 0) { - while (1) { - Ta(f + h | 0, j - -64 | 0); - h = i3; - i3 = i3 + 32 | 0; - if (i3 >>> 0 <= g >>> 0) { - continue; - } - break; - } - } - i3 = g & 31; - if (i3) { - k = 32 - i3 | 0; - if (k) { - o(i3 | j + 32, 0, k); - } - if (i3) { - t(j + 32 | 0, f + h | 0, i3); - } - Ta(j + 32 | 0, j - -64 | 0); - } - f = 32; - h = 0; - if (e >>> 0 >= 32) { - while (1) { - Lb(a2 + h | 0, d + h | 0, j - -64 | 0); - h = f; - f = f + 32 | 0; - if (f >>> 0 <= e >>> 0) { - continue; - } - break; - } - } - f = e & 31; - a: { - if (!f) { - break a; - } - i3 = 32 - f | 0; - if (i3) { - o(f | j + 32, 0, i3); - } - i3 = !f; - if (!i3) { - t(j + 32 | 0, d + h | 0, f); - } - Lb(j, j + 32 | 0, j - -64 | 0); - if (i3) { - break a; - } - t(a2 + h | 0, j, f); - } - Kb(b2, c2, g, e, j - -64 | 0); - T = l; - return 0; - } - function $a(a2, b2, c2, d, e, f, g) { - var h = 0, i3 = 0, j = 0, k = 0, l = 0, m2 = 0; - h = T - 96 | 0; - T = h; - tb(h, f, g); - g = h + 32 | 0; - i3 = f + 16 | 0; - V[y[9832]](g, 32, 0, i3, h) | 0; - f = -1; - a: { - b: { - if (V[y[9826]](c2, b2, d, e, g) | 0) { - break b; - } - f = 0; - if (!a2) { - break a; - } - c: { - d: { - if (!(!((!e & b2 - a2 >>> 0 < d >>> 0 | (e | 0) != 0) & a2 >>> 0 < b2 >>> 0) & (!e & a2 - b2 >>> 0 >= d >>> 0 | a2 >>> 0 <= b2 >>> 0))) { - if (d) { - t(a2, b2, d); - } - b2 = a2; - break d; - } - if (!(d | e)) { - break c; - } - } - j = h - -64 | 0; - f = !e & d >>> 0 >= 32 | (e | 0) != 0; - c2 = f ? 32 : d; - g = f ? 0 : e; - k = !c2; - if (!k) { - t(j, b2, c2); - } - f = h + 32 | 0; - l = f; - f = g; - m2 = c2 + 32 | 0; - f = m2 >>> 0 < 32 ? f + 1 | 0 : f; - hb(l, l, m2, f, i3, h); - if (!k) { - t(a2, j, c2); - } - ga(h + 32 | 0, 64); - f = 0; - if (!e & d >>> 0 < 33) { - break b; - } - Ob(a2 + c2 | 0, b2 + c2 | 0, d - c2 | 0, e - (g + (c2 >>> 0 > d >>> 0) | 0) | 0, i3, h); - break b; - } - a2 = h + 32 | 0; - hb(a2, a2, 32, 0, i3, h); - ga(a2, 64); - } - ga(h, 32); - } - T = h + 96 | 0; - return f; - } - function fa(a2, b2, c2) { - var d = 0, e = 0, f = 0; - d = y[b2 + 12 >> 2]; - e = y[b2 + 8 >> 2]; - f = y[b2 + 4 >> 2]; - b2 = y[b2 >> 2]; - y[a2 >> 2] = y[c2 >> 2] ^ (y[(d >>> 22 & 1020) + 36960 >> 2] ^ (y[(e >>> 14 & 1020) + 35936 >> 2] ^ (y[(f >>> 6 & 1020) + 34912 >> 2] ^ y[((b2 & 255) << 2) + 33888 >> 2]))); - y[a2 + 4 >> 2] = y[c2 + 4 >> 2] ^ (y[(b2 >>> 22 & 1020) + 36960 >> 2] ^ (y[(d >>> 14 & 1020) + 35936 >> 2] ^ (y[(e >>> 6 & 1020) + 34912 >> 2] ^ y[((f & 255) << 2) + 33888 >> 2]))); - y[a2 + 8 >> 2] = y[c2 + 8 >> 2] ^ (y[(f >>> 22 & 1020) + 36960 >> 2] ^ (y[(b2 >>> 14 & 1020) + 35936 >> 2] ^ (y[(d >>> 6 & 1020) + 34912 >> 2] ^ y[((e & 255) << 2) + 33888 >> 2]))); - y[a2 + 12 >> 2] = y[c2 + 12 >> 2] ^ (y[(e >>> 22 & 1020) + 36960 >> 2] ^ (y[(f >>> 14 & 1020) + 35936 >> 2] ^ (y[(b2 >>> 6 & 1020) + 34912 >> 2] ^ y[((d & 255) << 2) + 33888 >> 2]))); - } - function ec(a2, b2, c2, d, e, f, g, h, i3, j) { - var k = 0, l = 0; - k = T - 400 | 0; - T = k; - y[k + 4 >> 2] = 0; - l = k + 16 | 0; - eb(l, i3, j); - j = z[i3 + 20 | 0] | z[i3 + 21 | 0] << 8 | (z[i3 + 22 | 0] << 16 | z[i3 + 23 | 0] << 24); - y[k + 8 >> 2] = z[i3 + 16 | 0] | z[i3 + 17 | 0] << 8 | (z[i3 + 18 | 0] << 16 | z[i3 + 19 | 0] << 24); - y[k + 12 >> 2] = j; - j = k + 80 | 0; - Ba(j, 64, k + 4 | 0, l); - i3 = k + 144 | 0; - va(i3, j); - ga(j, 64); - ha(i3, f, g, h); - ha(i3, 39200, 0 - g & 15, 0); - ha(i3, b2, c2, d); - ha(i3, 39200, 0 - c2 & 15, 0); - y[k + 72 >> 2] = g; - y[k + 76 >> 2] = h; - f = k + 72 | 0; - ha(i3, f, 8, 0); - y[k + 72 >> 2] = c2; - y[k + 76 >> 2] = d; - ha(i3, f, 8, 0); - f = k + 48 | 0; - ua(i3, f); - ga(i3, 256); - i3 = Ha(f, e); - ga(f, 16); - a: { - if (!a2) { - break a; - } - if (i3) { - if (c2) { - o(a2, 0, c2); - } - i3 = -1; - break a; - } - yb(a2, b2, c2, d, k + 4 | 0, k + 16 | 0); - i3 = 0; - } - ga(k + 16 | 0, 32); - T = k + 400 | 0; - return i3; - } - function le(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0, i3 = 0; - f = T - 496 | 0; - T = f; - w[f + 15 | 0] = 1; - a: { - if (b2 >>> 0 <= 16320) { - if (b2 >>> 0 >= 64) { - g = 64; - while (1) { - i3 = g; - g = f + 80 | 0; - Ja(g, e, 64); - if (h) { - ra(g, (a2 + h | 0) + -64 | 0, 64, 0); - } - g = f + 80 | 0; - ra(g, c2, d, 0); - ra(g, f + 15 | 0, 1, 0); - Ia(g, a2 + h | 0); - w[f + 15 | 0] = z[f + 15 | 0] + 1; - h = i3; - g = h - -64 | 0; - if (g >>> 0 <= b2 >>> 0) { - continue; - } - break; - } - } - b2 = b2 & 63; - if (b2) { - h = f + 80 | 0; - Ja(h, e, 64); - if (i3) { - ra(h, (a2 + i3 | 0) + -64 | 0, 64, 0); - } - e = f + 80 | 0; - ra(e, c2, d, 0); - ra(e, f + 15 | 0, 1, 0); - c2 = f + 16 | 0; - Ia(e, c2); - if (b2) { - t(a2 + i3 | 0, c2, b2); - } - ga(f + 16 | 0, 64); - } - ga(f + 80 | 0, 416); - a2 = 0; - break a; - } - y[10048] = 28; - a2 = -1; - } - T = f + 496 | 0; - return a2 | 0; - } - function fc(a2, b2, c2, d, e, f, g, h, i3, j, k) { - var l = 0, m2 = 0, n2 = 0; - l = T - 384 | 0; - T = l; - y[l + 4 >> 2] = 0; - m2 = l + 16 | 0; - eb(m2, j, k); - k = z[j + 20 | 0] | z[j + 21 | 0] << 8 | (z[j + 22 | 0] << 16 | z[j + 23 | 0] << 24); - y[l + 8 >> 2] = z[j + 16 | 0] | z[j + 17 | 0] << 8 | (z[j + 18 | 0] << 16 | z[j + 19 | 0] << 24); - y[l + 12 >> 2] = k; - k = l - -64 | 0; - n2 = l + 4 | 0; - Ba(k, 64, n2, m2); - j = l + 128 | 0; - va(j, k); - ga(k, 64); - ha(j, g, h, i3); - ha(j, 39200, 0 - h & 15, 0); - yb(a2, d, e, f, n2, m2); - ha(j, a2, e, f); - ha(j, 39200, 0 - e & 15, 0); - y[l + 56 >> 2] = h; - y[l + 60 >> 2] = i3; - a2 = l + 56 | 0; - ha(j, a2, 8, 0); - y[l + 56 >> 2] = e; - y[l + 60 >> 2] = f; - ha(j, a2, 8, 0); - ua(j, b2); - ga(j, 256); - if (c2) { - y[c2 >> 2] = 16; - y[c2 + 4 >> 2] = 0; - } - ga(l + 16 | 0, 32); - T = l + 384 | 0; - return 0; - } - function Xd(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0, i3 = 0; - f = T - 256 | 0; - T = f; - w[f + 15 | 0] = 1; - a: { - if (b2 >>> 0 <= 8160) { - if (b2 >>> 0 >= 32) { - g = 32; - while (1) { - i3 = g; - g = f + 48 | 0; - bb(g, e, 32); - if (h) { - za(g, (a2 + h | 0) - 32 | 0, 32); - } - g = f + 48 | 0; - za(g, c2, d); - za(g, f + 15 | 0, 1); - ab(g, a2 + h | 0); - w[f + 15 | 0] = z[f + 15 | 0] + 1; - h = i3; - g = h + 32 | 0; - if (g >>> 0 <= b2 >>> 0) { - continue; - } - break; - } - } - b2 = b2 & 31; - if (b2) { - h = f + 48 | 0; - bb(h, e, 32); - if (i3) { - za(h, (a2 + i3 | 0) - 32 | 0, 32); - } - e = f + 48 | 0; - za(e, c2, d); - za(e, f + 15 | 0, 1); - c2 = f + 16 | 0; - ab(e, c2); - if (b2) { - t(a2 + i3 | 0, c2, b2); - } - ga(f + 16 | 0, 32); - } - ga(f + 48 | 0, 208); - a2 = 0; - break a; - } - y[10048] = 28; - a2 = -1; - } - T = f + 256 | 0; - return a2 | 0; - } - function Da(a2, b2, c2, d) { - var e = 0, f = 0; - e = T - 208 | 0; - T = e; - y[e + 72 >> 2] = 0; - y[e + 76 >> 2] = 0; - y[e + 64 >> 2] = 0; - y[e + 68 >> 2] = 0; - f = y[9501]; - y[e >> 2] = y[9500]; - y[e + 4 >> 2] = f; - f = y[9503]; - y[e + 8 >> 2] = y[9502]; - y[e + 12 >> 2] = f; - f = y[9505]; - y[e + 16 >> 2] = y[9504]; - y[e + 20 >> 2] = f; - f = y[9507]; - y[e + 24 >> 2] = y[9506]; - y[e + 28 >> 2] = f; - f = y[9509]; - y[e + 32 >> 2] = y[9508]; - y[e + 36 >> 2] = f; - f = y[9511]; - y[e + 40 >> 2] = y[9510]; - y[e + 44 >> 2] = f; - f = y[9513]; - y[e + 48 >> 2] = y[9512]; - y[e + 52 >> 2] = f; - f = y[9515]; - y[e + 56 >> 2] = y[9514]; - y[e + 60 >> 2] = f; - ka(e, b2, c2, d); - sa(e, a2); - T = e + 208 | 0; - return 0; - } - function sc(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0, h = 0, i3 = 0; - g = T - 16 | 0; - T = g; - a: { - b: { - if (!d) { - b2 = -1; - break b; - } - f = d - 1 | 0; - c: { - if (!(f & d)) { - h = c2 ^ -1; - f = f & h; - break c; - } - h = c2 ^ -1; - f = f - ((c2 >>> 0) % (d >>> 0) | 0) | 0; - } - if (f >>> 0 >= h >>> 0) { - break a; - } - c2 = c2 + f | 0; - if (c2 >>> 0 >= e >>> 0) { - b2 = -1; - break b; - } - if (a2) { - y[a2 >> 2] = c2 + 1; - } - a2 = b2 + c2 | 0; - b2 = 0; - w[g + 15 | 0] = 0; - c2 = 0; - while (1) { - e = a2 - c2 | 0; - h = e; - i3 = z[e | 0] & z[g + 15 | 0]; - e = (c2 ^ f) - 1 >>> 24 | 0; - w[h | 0] = i3 | e & 128; - w[g + 15 | 0] = e | z[g + 15 | 0]; - c2 = c2 + 1 | 0; - if ((d | 0) != (c2 | 0)) { - continue; - } - break; - } - } - T = g + 16 | 0; - return b2 | 0; - } - ja(); - s(); - } - function ge(a2, b2, c2) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - xa(b2, 24); - eb(a2, b2, c2); - w[a2 + 32 | 0] = 1; - w[a2 + 33 | 0] = 0; - w[a2 + 34 | 0] = 0; - w[a2 + 35 | 0] = 0; - c2 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - b2 = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); - w[a2 + 44 | 0] = 0; - w[a2 + 45 | 0] = 0; - w[a2 + 46 | 0] = 0; - w[a2 + 47 | 0] = 0; - w[a2 + 48 | 0] = 0; - w[a2 + 49 | 0] = 0; - w[a2 + 50 | 0] = 0; - w[a2 + 51 | 0] = 0; - w[a2 + 36 | 0] = c2; - w[a2 + 37 | 0] = c2 >>> 8; - w[a2 + 38 | 0] = c2 >>> 16; - w[a2 + 39 | 0] = c2 >>> 24; - w[a2 + 40 | 0] = b2; - w[a2 + 41 | 0] = b2 >>> 8; - w[a2 + 42 | 0] = b2 >>> 16; - w[a2 + 43 | 0] = b2 >>> 24; - return 0; - } - function fe(a2, b2, c2) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - eb(a2, b2, c2); - w[a2 + 32 | 0] = 1; - w[a2 + 33 | 0] = 0; - w[a2 + 34 | 0] = 0; - w[a2 + 35 | 0] = 0; - c2 = z[b2 + 16 | 0] | z[b2 + 17 | 0] << 8 | (z[b2 + 18 | 0] << 16 | z[b2 + 19 | 0] << 24); - b2 = z[b2 + 20 | 0] | z[b2 + 21 | 0] << 8 | (z[b2 + 22 | 0] << 16 | z[b2 + 23 | 0] << 24); - w[a2 + 44 | 0] = 0; - w[a2 + 45 | 0] = 0; - w[a2 + 46 | 0] = 0; - w[a2 + 47 | 0] = 0; - w[a2 + 48 | 0] = 0; - w[a2 + 49 | 0] = 0; - w[a2 + 50 | 0] = 0; - w[a2 + 51 | 0] = 0; - w[a2 + 36 | 0] = c2; - w[a2 + 37 | 0] = c2 >>> 8; - w[a2 + 38 | 0] = c2 >>> 16; - w[a2 + 39 | 0] = c2 >>> 24; - w[a2 + 40 | 0] = b2; - w[a2 + 41 | 0] = b2 >>> 8; - w[a2 + 42 | 0] = b2 >>> 16; - w[a2 + 43 | 0] = b2 >>> 24; - return 0; - } - function Fa(a2, b2) { - var c2 = 0, d = 0, e = 0, f = 0, g = 0; - c2 = T - 16 | 0; - w[c2 + 15 | 0] = 0; - a: { - if (!b2) { - break a; - } - e = b2 & 3; - if (b2 >>> 0 >= 4) { - g = b2 & -4; - while (1) { - b2 = a2 + d | 0; - w[c2 + 15 | 0] = z[b2 | 0] | z[c2 + 15 | 0]; - w[c2 + 15 | 0] = z[b2 + 1 | 0] | z[c2 + 15 | 0]; - w[c2 + 15 | 0] = z[b2 + 2 | 0] | z[c2 + 15 | 0]; - w[c2 + 15 | 0] = z[b2 + 3 | 0] | z[c2 + 15 | 0]; - d = d + 4 | 0; - f = f + 4 | 0; - if ((g | 0) != (f | 0)) { - continue; - } - break; - } - if (!e) { - break a; - } - } - b2 = 0; - while (1) { - w[c2 + 15 | 0] = z[a2 + d | 0] | z[c2 + 15 | 0]; - d = d + 1 | 0; - b2 = b2 + 1 | 0; - if ((e | 0) != (b2 | 0)) { - continue; - } - break; - } - } - return z[c2 + 15 | 0] - 1 >>> 31 | 0; - } - function Aa(a2) { - var b2 = 0; - y[a2 + 72 >> 2] = 0; - y[a2 + 76 >> 2] = 0; - b2 = a2 - -64 | 0; - y[b2 >> 2] = 0; - y[b2 + 4 >> 2] = 0; - b2 = y[9501]; - y[a2 >> 2] = y[9500]; - y[a2 + 4 >> 2] = b2; - b2 = y[9503]; - y[a2 + 8 >> 2] = y[9502]; - y[a2 + 12 >> 2] = b2; - b2 = y[9505]; - y[a2 + 16 >> 2] = y[9504]; - y[a2 + 20 >> 2] = b2; - b2 = y[9507]; - y[a2 + 24 >> 2] = y[9506]; - y[a2 + 28 >> 2] = b2; - b2 = y[9509]; - y[a2 + 32 >> 2] = y[9508]; - y[a2 + 36 >> 2] = b2; - b2 = y[9511]; - y[a2 + 40 >> 2] = y[9510]; - y[a2 + 44 >> 2] = b2; - b2 = y[9513]; - y[a2 + 48 >> 2] = y[9512]; - y[a2 + 52 >> 2] = b2; - b2 = y[9515]; - y[a2 + 56 >> 2] = y[9514]; - y[a2 + 60 >> 2] = b2; - } - function ib(a2, b2, c2) { - var d = 0, e = 0, f = 0; - d = T - 16 | 0; - y[d + 12 >> 2] = a2; - y[d + 8 >> 2] = b2; - a2 = 0; - w[d + 7 | 0] = 0; - a: { - if (!c2) { - break a; - } - if ((c2 | 0) != 1) { - b2 = c2 & 1; - f = c2 & -2; - c2 = 0; - while (1) { - w[d + 7 | 0] = z[d + 7 | 0] | z[y[d + 12 >> 2] + a2 | 0] ^ z[y[d + 8 >> 2] + a2 | 0]; - e = a2 | 1; - w[d + 7 | 0] = z[d + 7 | 0] | z[e + y[d + 12 >> 2] | 0] ^ z[y[d + 8 >> 2] + e | 0]; - a2 = a2 + 2 | 0; - c2 = c2 + 2 | 0; - if ((f | 0) != (c2 | 0)) { - continue; - } - break; - } - if (!b2) { - break a; - } - } - w[d + 7 | 0] = z[d + 7 | 0] | z[y[d + 12 >> 2] + a2 | 0] ^ z[y[d + 8 >> 2] + a2 | 0]; - } - return (z[d + 7 | 0] - 1 >>> 31 | 0) - 1 | 0; - } - function kb(a2) { - var b2 = 0, c2 = 0, d = 0, e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0, k = 0; - while (1) { - c2 = z[a2 + d | 0]; - b2 = d + 2432 | 0; - e = c2 ^ z[b2 | 0] | e; - f = c2 ^ z[b2 + 192 | 0] | f; - g = c2 ^ z[b2 + 160 | 0] | g; - h = c2 ^ z[b2 + 128 | 0] | h; - i3 = c2 ^ z[b2 + 96 | 0] | i3; - j = c2 ^ z[b2 - -64 | 0] | j; - k = c2 ^ z[b2 + 32 | 0] | k; - d = d + 1 | 0; - if ((d | 0) != 31) { - continue; - } - break; - } - a2 = z[a2 + 31 | 0] & 127; - b2 = a2 ^ 127; - return (((b2 | f) & 255) - 1 | (((b2 | g) & 255) - 1 | (((b2 | h) & 255) - 1 | (((a2 ^ 122 | i3) & 255) - 1 | (((a2 ^ 5 | j) & 255) - 1 | (((a2 | k) & 255) - 1 | ((a2 | e) & 255) - 1)))))) >>> 8 & 1; - } - function ac(a2, b2, c2, d, e, f, g, h, i3, j) { - var k = 0, l = 0, m2 = 0; - k = T - 352 | 0; - T = k; - m2 = k + 32 | 0; - Ba(m2, 64, i3, j); - l = k + 96 | 0; - va(l, m2); - ga(m2, 64); - ha(l, f, g, h); - ha(l, 39264, 0 - g & 15, 0); - ha(l, b2, c2, d); - ha(l, 39264, 0 - c2 & 15, 0); - y[k + 24 >> 2] = g; - y[k + 28 >> 2] = h; - f = k + 24 | 0; - ha(l, f, 8, 0); - y[k + 24 >> 2] = c2; - y[k + 28 >> 2] = d; - ha(l, f, 8, 0); - ua(l, k); - ga(l, 256); - f = Ha(k, e); - ga(k, 16); - a: { - if (!a2) { - break a; - } - if (f) { - if (c2) { - o(a2, 0, c2); - } - f = -1; - break a; - } - Ea(a2, b2, c2, d, i3, 1, j); - f = 0; - } - T = k + 352 | 0; - return f; - } - function ve(a2, b2, c2) { - var d = 0, e = 0, f = 0, g = 0; - g = c2 & 63; - f = g; - e = f & 31; - if (f >>> 0 >= 32) { - f = -1 >>> e | 0; - } else { - d = -1 >>> e | 0; - f = d | (1 << e) - 1 << 32 - e; - } - f = f & a2; - d = b2 & d; - e = g & 31; - if (g >>> 0 >= 32) { - d = f << e; - g = 0; - } else { - d = (1 << e) - 1 & f >>> 32 - e | d << e; - g = f << e; - } - f = d; - e = 0 - c2 & 63; - d = e & 31; - if (e >>> 0 >= 32) { - d = -1 << d; - c2 = 0; - } else { - c2 = -1 << d; - d = c2 | (1 << d) - 1 & -1 >>> 32 - d; - } - a2 = c2 & a2; - b2 = b2 & d; - d = e & 31; - if (e >>> 0 >= 32) { - c2 = 0; - a2 = b2 >>> d | 0; - } else { - c2 = b2 >>> d | 0; - a2 = ((1 << d) - 1 & b2) << 32 - d | a2 >>> d; - } - a2 = a2 | g; - U = c2 | f; - return a2; - } - function bd(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0, g = 0; - f = T - 512 | 0; - T = f; - g = f + 32 | 0; - Ja(g, e, 32); - ra(g, b2, c2, d); - Ia(g, f + 448 | 0); - b2 = y[f + 476 >> 2]; - y[f + 24 >> 2] = y[f + 472 >> 2]; - y[f + 28 >> 2] = b2; - b2 = y[f + 468 >> 2]; - y[f + 16 >> 2] = y[f + 464 >> 2]; - y[f + 20 >> 2] = b2; - b2 = y[f + 460 >> 2]; - y[f + 8 >> 2] = y[f + 456 >> 2]; - y[f + 12 >> 2] = b2; - b2 = y[f + 452 >> 2]; - y[f >> 2] = y[f + 448 >> 2]; - y[f + 4 >> 2] = b2; - b2 = _a(a2, f); - c2 = ib(f, a2, 32); - T = f + 512 | 0; - return ((a2 | 0) == (f | 0) ? -1 : b2) | c2; - } - function Kc(a2, b2, c2, d, e, f) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - var g = 0; - a: { - b: { - g = d; - c: { - if (!e & d >>> 0 < 64) { - break c; - } - d = e - 1 | 0; - e = g + -64 | 0; - d = e >>> 0 < 4294967232 ? d + 1 | 0 : d; - if (!d & e >>> 0 > 4294967231 | d) { - break c; - } - g = c2 - -64 | 0; - if (!rb(c2, g, e, d, f, 0)) { - break b; - } - if (!a2 | !e) { - break c; - } - o(a2, 0, e); - } - c2 = -1; - if (!b2) { - break a; - } - y[b2 >> 2] = 0; - y[b2 + 4 >> 2] = 0; - break a; - } - if (b2) { - y[b2 >> 2] = e; - y[b2 + 4 >> 2] = d; - } - c2 = 0; - if (!a2 | !e) { - break a; - } - t(a2, g, e); - } - return c2 | 0; - } - function cc(a2, b2, c2, d, e, f, g, h, i3, j, k) { - var l = 0, m2 = 0, n2 = 0; - l = T - 336 | 0; - T = l; - n2 = l + 16 | 0; - Ba(n2, 64, j, k); - m2 = l + 80 | 0; - va(m2, n2); - ga(n2, 64); - ha(m2, g, h, i3); - ha(m2, 39264, 0 - h & 15, 0); - Ea(a2, d, e, f, j, 1, k); - ha(m2, a2, e, f); - ha(m2, 39264, 0 - e & 15, 0); - y[l + 8 >> 2] = h; - y[l + 12 >> 2] = i3; - a2 = l + 8 | 0; - ha(m2, a2, 8, 0); - y[l + 8 >> 2] = e; - y[l + 12 >> 2] = f; - ha(m2, a2, 8, 0); - ua(m2, b2); - ga(m2, 256); - if (c2) { - y[c2 >> 2] = 16; - y[c2 + 4 >> 2] = 0; - } - T = l + 336 | 0; - return 0; - } - function bc(a2, b2, c2, d, e, f, g, h, i3, j) { - var k = 0, l = 0, m2 = 0; - k = T - 352 | 0; - T = k; - m2 = k + 32 | 0; - Ab(m2, i3, j); - l = k + 96 | 0; - va(l, m2); - ga(m2, 64); - ha(l, f, g, h); - y[k + 24 >> 2] = g; - y[k + 28 >> 2] = h; - f = k + 24 | 0; - ha(l, f, 8, 0); - ha(l, b2, c2, d); - y[k + 24 >> 2] = c2; - y[k + 28 >> 2] = d; - ha(l, f, 8, 0); - ua(l, k); - ga(l, 256); - f = Ha(k, e); - ga(k, 16); - a: { - if (!a2) { - break a; - } - if (f) { - if (c2) { - o(a2, 0, c2); - } - f = -1; - break a; - } - zb(a2, b2, c2, d, i3, j); - f = 0; - } - T = k + 352 | 0; - return f; - } - function _a(a2, b2) { - var c2 = 0; - c2 = T - 16 | 0; - y[c2 + 12 >> 2] = a2; - y[c2 + 8 >> 2] = b2; - a2 = 0; - x[c2 + 6 >> 1] = 0; - while (1) { - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[y[c2 + 12 >> 2] + a2 | 0] ^ z[y[c2 + 8 >> 2] + a2 | 0]; - b2 = a2 | 1; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] | z[b2 + y[c2 + 12 >> 2] | 0] ^ z[b2 + y[c2 + 8 >> 2] | 0]; - a2 = a2 + 2 | 0; - if ((a2 | 0) != 32) { - continue; - } - break; - } - x[c2 + 6 >> 1] = A[c2 + 6 >> 1]; - x[c2 + 6 >> 1] = A[c2 + 6 >> 1] - 1; - x[c2 + 6 >> 1] = A[20360] >>> 2 ^ A[c2 + 6 >> 1] >>> 15; - return A[c2 + 6 >> 1] - 1 | 0; - } - function nc(a2, b2, c2, d) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0; - e = T - 16 | 0; - y[e + 12 >> 2] = 0; - if (d - 1 >>> 0 < c2 >>> 0) { - f = c2 - 1 | 0; - j = f + b2 | 0; - c2 = 0; - b2 = 0; - while (1) { - g = z[j - c2 | 0]; - i3 = ((g ^ 128) - 1 & (y[e + 12 >> 2] - 1 & h - 1)) >>> 8 & 1; - y[e + 12 >> 2] = y[e + 12 >> 2] | 0 - i3 & c2; - b2 = b2 | i3; - h = h | g; - c2 = c2 + 1 | 0; - if ((d | 0) != (c2 | 0)) { - continue; - } - break; - } - y[a2 >> 2] = f - y[e + 12 >> 2]; - a2 = (b2 & 255) - 1 | 0; - } else { - a2 = -1; - } - return a2 | 0; - } - function Hd(a2, b2, c2, d) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - var e = 0, f = 0, g = 0; - if (!(d >>> 0 > 2147483646 | d << 1 >>> 0 >= b2 >>> 0)) { - b2 = 0; - if (d) { - while (1) { - e = (b2 << 1) + a2 | 0; - g = z[b2 + c2 | 0]; - f = g & 15; - w[e + 1 | 0] = ((f << 8) + (f + 65526 & 55552) | 0) + 22272 >>> 8; - f = e; - e = g >>> 4 | 0; - w[f | 0] = ((e + 65526 >>> 8 & 217) + e | 0) + 87; - b2 = b2 + 1 | 0; - if ((d | 0) != (b2 | 0)) { - continue; - } - break; - } - b2 = d << 1; - } else { - b2 = 0; - } - w[b2 + a2 | 0] = 0; - return a2 | 0; - } - ja(); - s(); - } - function Lc(a2, b2, c2, d, e, f) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - var g = 0, h = 0; - g = T - 16 | 0; - T = g; - h = a2 - -64 | 0; - if (d) { - t(h, c2, d); - } - c2 = 0; - sb(a2, g + 8 | 0, h, d, e, f, 0); - a: { - if (y[g + 8 >> 2] != 64 | y[g + 12 >> 2]) { - if (b2) { - y[b2 >> 2] = 0; - y[b2 + 4 >> 2] = 0; - } - b2 = d - -64 | 0; - if (b2) { - o(a2, 0, b2); - } - c2 = -1; - break a; - } - if (!b2) { - break a; - } - y[b2 >> 2] = d - -64; - y[b2 + 4 >> 2] = e - ((d >>> 0 < 4294967232) - 1 | 0); - } - T = g + 16 | 0; - return c2 | 0; - } - function dc(a2, b2, c2, d, e, f, g, h, i3, j, k) { - var l = 0, m2 = 0, n2 = 0; - l = T - 336 | 0; - T = l; - n2 = l + 16 | 0; - Ab(n2, j, k); - m2 = l + 80 | 0; - va(m2, n2); - ga(n2, 64); - ha(m2, g, h, i3); - y[l + 8 >> 2] = h; - y[l + 12 >> 2] = i3; - g = l + 8 | 0; - ha(m2, g, 8, 0); - zb(a2, d, e, f, j, k); - ha(m2, a2, e, f); - y[l + 8 >> 2] = e; - y[l + 12 >> 2] = f; - ha(m2, g, 8, 0); - ua(m2, b2); - ga(m2, 256); - if (c2) { - y[c2 >> 2] = 16; - y[c2 + 4 >> 2] = 0; - } - T = l + 336 | 0; - return 0; - } - function Ub(a2, b2, c2, d, e, f, g, h, i3, j, k) { - var l = 0, m2 = 0, n2 = 0; - m2 = -1; - l = d >>> 0 < 32; - a: { - if (l & !e) { - break a; - } - l = e - l | 0; - n2 = d - 32 | 0; - if (!l & n2 >>> 0 > 4294967263 | l | (!h & g >>> 0 > 4294967263 | h)) { - break a; - } - m2 = V[y[k >> 2]](a2, c2, n2, (c2 + d | 0) - 32 | 0, 32, f, g, i3, j) | 0; - } - if (b2) { - y[b2 >> 2] = m2 ? 0 : d - 32 | 0; - y[b2 + 4 >> 2] = m2 ? 0 : e - (d >>> 0 < 32) | 0; - } - return m2; - } - function kd(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - var l = 0; - h = 0 | h; - c2 = -1; - e = e | l; - if (!f & e >>> 0 >= 16 | f) { - c2 = bc(a2, d, e - 16 | 0, f - (e >>> 0 < 16) | 0, (d + e | 0) - 16 | 0, g, h, i3, j, k); - } - if (b2) { - y[b2 >> 2] = c2 ? 0 : e - 16 | 0; - y[b2 + 4 >> 2] = c2 ? 0 : f - (e >>> 0 < 16) | 0; - } - return c2 | 0; - } - function id(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - var l = 0; - h = 0 | h; - c2 = -1; - e = e | l; - if (!f & e >>> 0 >= 16 | f) { - c2 = ac(a2, d, e - 16 | 0, f - (e >>> 0 < 16) | 0, (d + e | 0) - 16 | 0, g, h, i3, j, k); - } - if (b2) { - y[b2 >> 2] = c2 ? 0 : e - 16 | 0; - y[b2 + 4 >> 2] = c2 ? 0 : f - (e >>> 0 < 16) | 0; - } - return c2 | 0; - } - function dd(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - var l = 0; - h = 0 | h; - c2 = -1; - e = e | l; - if (!f & e >>> 0 >= 16 | f) { - c2 = ec(a2, d, e - 16 | 0, f - (e >>> 0 < 16) | 0, (d + e | 0) - 16 | 0, g, h, i3, j, k); - } - if (b2) { - y[b2 >> 2] = c2 ? 0 : e - 16 | 0; - y[b2 + 4 >> 2] = c2 ? 0 : f - (e >>> 0 < 16) | 0; - } - return c2 | 0; - } - function od(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - i3 = 0; - g = i3 | g; - a: { - d = d | i3; - if (!e & d >>> 0 < 4294967280) { - dc(a2, a2 + d | 0, 0, c2, d, e, f, g, h, j, k); - if (b2) { - a2 = d + 16 | 0; - e = a2 >>> 0 < 16 ? e + 1 | 0 : e; - y[b2 >> 2] = a2; - y[b2 + 4 >> 2] = e; - } - break a; - } - ja(); - s(); - } - return 0; - } - function md(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - i3 = 0; - g = i3 | g; - a: { - d = d | i3; - if (!e & d >>> 0 < 4294967280) { - cc(a2, a2 + d | 0, 0, c2, d, e, f, g, h, j, k); - if (b2) { - a2 = d + 16 | 0; - e = a2 >>> 0 < 16 ? e + 1 | 0 : e; - y[b2 >> 2] = a2; - y[b2 + 4 >> 2] = e; - } - break a; - } - ja(); - s(); - } - return 0; - } - function fd(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - i3 = 0; - g = i3 | g; - a: { - d = d | i3; - if (!e & d >>> 0 < 4294967280) { - fc(a2, a2 + d | 0, 0, c2, d, e, f, g, h, j, k); - if (b2) { - a2 = d + 16 | 0; - e = a2 >>> 0 < 16 ? e + 1 | 0 : e; - y[b2 >> 2] = a2; - y[b2 + 4 >> 2] = e; - } - break a; - } - ja(); - s(); - } - return 0; - } - function Vc(a2, b2, c2, d, e, f) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - var g = 0, h = 0, i3 = 0; - g = T; - i3 = g; - h = g - 448 & -64; - T = h; - g = -1; - if (!d & c2 >>> 0 >= 48 | d) { - g = h - -64 | 0; - Oa(g, 0, 0, 24); - oa(g, b2, 32, 0); - oa(g, e, 32, 0); - e = h + 32 | 0; - Qa(g, e, 24); - g = _b(a2, b2 + 32 | 0, c2 - 32 | 0, d - (c2 >>> 0 < 32) | 0, e, b2, f); - } - T = i3; - return g | 0; - } - function Fb(a2) { - var b2 = 0, c2 = 0, d = 0, e = 0, f = 0; - b2 = 1; - while (1) { - d = b2; - b2 = a2 + e | 0; - c2 = d + z[b2 | 0] | 0; - w[b2 | 0] = c2; - c2 = z[b2 + 1 | 0] + (c2 >>> 8 | 0) | 0; - w[b2 + 1 | 0] = c2; - c2 = z[b2 + 2 | 0] + (c2 >>> 8 | 0) | 0; - w[b2 + 2 | 0] = c2; - d = b2; - b2 = z[b2 + 3 | 0] + (c2 >>> 8 | 0) | 0; - w[d + 3 | 0] = b2; - b2 = b2 >>> 8 | 0; - e = e + 4 | 0; - f = f + 4 | 0; - if ((f | 0) != 4) { - continue; - } - break; - } - } - function Wb(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a: { - if (!(!e & d >>> 0 > 4294967263 | (e | 0) != 0 | (!h & g >>> 0 >= 4294967264 | (h | 0) != 0))) { - a2 = V[y[k >> 2]](a2, a2 + d | 0, 32, c2, d, f, g, i3, j) | 0; - if (b2) { - c2 = d + 32 | 0; - d = c2 >>> 0 < 32 ? e + 1 | 0 : e; - y[b2 >> 2] = a2 ? 0 : c2; - y[b2 + 4 >> 2] = a2 ? 0 : d; - } - break a; - } - ja(); - s(); - } - return a2; - } - function Gc(a2, b2, c2) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - var d = 0, e = 0, f = 0, g = 0; - a: { - d = T - 16 | 0; - T = d; - if (!c2) { - if (b2 | c2) { - while (1) { - w[d + 15 | 0] = 0; - f = a2 + e | 0, g = P(39368, d + 15 | 0, 0) | 0, w[f | 0] = g; - e = e + 1 | 0; - if ((b2 | 0) != (e | 0)) { - continue; - } - break; - } - } - T = d + 16 | 0; - break a; - } - Q(1228, 1088, 198, 1024); - s(); - } - } - function te(a2, b2, c2, d) { - var e = 0, f = 0, g = 0, h = 0, i3 = 0, j = 0; - e = c2 >>> 16 | 0; - f = a2 >>> 16 | 0; - j = E(e, f); - g = c2 & 65535; - h = a2 & 65535; - i3 = E(g, h); - f = (i3 >>> 16 | 0) + E(f, g) | 0; - e = (f & 65535) + E(e, h) | 0; - U = (E(b2, c2) + j | 0) + E(a2, d) + (f >>> 16) + (e >>> 16) | 0; - return i3 & 65535 | e << 16; - } - function Ea(a2, b2, c2, d, e, f, g) { - var h = 0, i3 = 0, j = 0; - h = d; - i3 = c2 + 63 | 0; - h = i3 >>> 0 < 63 ? h + 1 | 0 : h; - j = h >>> 6 | 0; - h = (h & 63) << 26 | i3 >>> 6; - i3 = 0 - h | 0; - if (!((j + ((h | 0) != 0) | 0) == 1 & f >>> 0 > i3 >>> 0 | ((d | 0) == 1 | d >>> 0 > 1))) { - V[y[9841]](a2, b2, c2, d, e, f, g) | 0; - return; - } - ja(); - s(); - } - function vb(a2) { - var b2 = 0; - y[a2 + 32 >> 2] = 0; - y[a2 + 36 >> 2] = 0; - b2 = y[9713]; - y[a2 >> 2] = y[9712]; - y[a2 + 4 >> 2] = b2; - b2 = y[9715]; - y[a2 + 8 >> 2] = y[9714]; - y[a2 + 12 >> 2] = b2; - b2 = y[9717]; - y[a2 + 16 >> 2] = y[9716]; - y[a2 + 20 >> 2] = b2; - b2 = y[9719]; - y[a2 + 24 >> 2] = y[9718]; - y[a2 + 28 >> 2] = b2; - } - function Ka(a2) { - var b2 = 0, c2 = 0, d = 0; - c2 = y[9824]; - a2 = a2 + 7 | 0; - b2 = a2 >>> 0 < 7 ? 1 : b2; - d = a2 & -8; - a2 = d + c2 | 0; - a: { - if (!(a2 >>> 0 < d >>> 0 ? b2 + 1 | 0 : b2)) { - if (a2 >>> 0 <= W() << 16 >>> 0) { - break a; - } - if (S(a2 | 0) | 0) { - break a; - } - } - y[10048] = 48; - return -1; - } - y[9824] = a2; - return c2; - } - function mc(a2) { - a2 = a2 | 0; - var b2 = 0, c2 = 0, d = 0; - b2 = T - 16 | 0; - T = b2; - if (a2 >>> 0 >= 2) { - c2 = (0 - a2 >>> 0) % (a2 >>> 0) | 0; - while (1) { - w[b2 + 15 | 0] = 0; - d = P(39368, b2 + 15 | 0, 0) | 0; - if (c2 >>> 0 > d >>> 0) { - continue; - } - break; - } - c2 = (d >>> 0) % (a2 >>> 0) | 0; - } - T = b2 + 16 | 0; - return c2 | 0; - } - function ad(a2, b2, c2, d, e, f, g, h) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - var i3 = 0, j = 0; - i3 = d; - d = e; - j = i3 | 0; - i3 = T - 32 | 0; - T = i3; - e = -1; - if (!La(i3, g, h)) { - e = Na(a2, b2, c2, j, d, f, i3); - ga(i3, 32); - } - T = i3 + 32 | 0; - return e | 0; - } - function Yc(a2, b2, c2, d, e, f, g, h) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - var i3 = 0, j = 0; - i3 = d; - d = e; - j = i3 | 0; - i3 = T - 32 | 0; - T = i3; - e = -1; - if (!La(i3, g, h)) { - e = $a(a2, b2, c2, j, d, f, i3); - ga(i3, 32); - } - T = i3 + 32 | 0; - return e | 0; - } - function xa(a2, b2) { - a2 = a2 | 0; - b2 = b2 | 0; - var c2 = 0, d = 0, e = 0, f = 0; - c2 = T - 16 | 0; - T = c2; - if (b2) { - while (1) { - w[c2 + 15 | 0] = 0; - e = a2 + d | 0, f = P(39368, c2 + 15 | 0, 0) | 0, w[e | 0] = f; - d = d + 1 | 0; - if ((d | 0) != (b2 | 0)) { - continue; - } - break; - } - } - T = c2 + 16 | 0; - } - function _b(a2, b2, c2, d, e, f, g) { - var h = 0, i3 = 0, j = 0; - h = T - 32 | 0; - T = h; - i3 = -1; - j = c2 >>> 0 < 16; - a: { - if (j & !d) { - break a; - } - if (La(h, f, g)) { - break a; - } - i3 = $a(a2, b2 + 16 | 0, b2, c2 - 16 | 0, d - j | 0, e, h); - ga(h, 32); - } - T = h + 32 | 0; - return i3; - } - function Ya(a2, b2) { - var c2 = 0, d = 0, e = 0; - c2 = T - 176 | 0; - T = c2; - d = c2 + 96 | 0; - Za(d, b2 + 80 | 0); - e = c2 + 48 | 0; - ea(e, b2, d); - ea(c2, b2 + 40 | 0, d); - qa(a2, c2); - qa(c2 + 144 | 0, e); - w[a2 + 31 | 0] = z[a2 + 31 | 0] ^ z[c2 + 144 | 0] << 7; - T = c2 + 176 | 0; - } - function Vb(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { - if (c2) { - y[c2 >> 2] = 32; - y[c2 + 4 >> 2] = 0; - } - if (!(!i3 & h >>> 0 < 4294967264 & (!f & e >>> 0 <= 4294967263))) { - ja(); - s(); - } - return V[y[l >> 2]](a2, b2, 32, d, e, g, h, j, k) | 0; - } - function $b(a2, b2, c2, d, e, f, g) { - var h = 0, i3 = 0; - h = T - 32 | 0; - T = h; - if (!d & c2 >>> 0 < 4294967280) { - i3 = -1; - if (!La(h, f, g)) { - i3 = Na(a2 + 16 | 0, a2, b2, c2, d, e, h); - ga(h, 32); - } - T = h + 32 | 0; - return i3; - } - ja(); - s(); - } - function pd(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - l = l | 0; - j = a2; - a2 = 0; - return dc(j, b2, c2, d, a2 | e, f, g, a2 | h, i3, k, l) | 0; - } - function nd(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - l = l | 0; - j = a2; - a2 = 0; - return cc(j, b2, c2, d, a2 | e, f, g, a2 | h, i3, k, l) | 0; - } - function gd(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - l = l | 0; - j = a2; - a2 = 0; - return fc(j, b2, c2, d, a2 | e, f, g, a2 | h, i3, k, l) | 0; - } - function wd(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - l = l | 0; - return Vb(a2, b2, c2, d, e, f, g, h, i3, k, l, 39336) | 0; - } - function sd(a2, b2, c2, d, e, f, g, h, i3, j, k, l) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - l = l | 0; - return Vb(a2, b2, c2, d, e, f, g, h, i3, k, l, 39344) | 0; - } - function ld(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - b2 = a2; - a2 = 0; - return bc(b2, c2, a2 | d, e, f, g, a2 | h, i3, j, k) | 0; - } - function jd(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - b2 = a2; - a2 = 0; - return ac(b2, c2, a2 | d, e, f, g, a2 | h, i3, j, k) | 0; - } - function ed(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - b2 = a2; - a2 = 0; - return ec(b2, c2, a2 | d, e, f, g, a2 | h, i3, j, k) | 0; - } - function Xb(a2, b2, c2, d, e, f) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - if (!d & c2 >>> 0 >= 16 | d) { - a2 = $a(a2, b2 + 16 | 0, b2, c2 - 16 | 0, d - (c2 >>> 0 < 16) | 0, e, f); - } else { - a2 = -1; - } - return a2 | 0; - } - function xd(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - return Wb(a2, b2, c2, d, e, f, g, h, j, k, 39336) | 0; - } - function vd(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - return Ub(a2, b2, d, e, f, g, h, i3, j, k, 39340) | 0; - } - function ud(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - return Tb(a2, c2, d, e, f, g, h, i3, j, k, 39340) | 0; - } - function td(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - return Wb(a2, b2, c2, d, e, f, g, h, j, k, 39344) | 0; - } - function rd(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - return Ub(a2, b2, d, e, f, g, h, i3, j, k, 39348) | 0; - } - function qd(a2, b2, c2, d, e, f, g, h, i3, j, k) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - h = h | 0; - i3 = i3 | 0; - j = j | 0; - k = k | 0; - return Tb(a2, c2, d, e, f, g, h, i3, j, k, 39348) | 0; - } - function Tb(a2, b2, c2, d, e, f, g, h, i3, j, k) { - if (!d & c2 >>> 0 > 4294967263 | d | (!h & g >>> 0 > 4294967263 | h)) { - a2 = -1; - } else { - a2 = V[y[k >> 2]](a2, b2, c2, e, 32, f, g, i3, j) | 0; - } - return a2; - } - function Fd(a2, b2) { - a2 = a2 | 0; - b2 = b2 | 0; - var c2 = 0; - if ((b2 & -7) != 1) { - ja(); - s(); - } - c2 = a2; - a2 = (a2 >>> 0) / 3 | 0; - c2 = c2 + E(a2, -3) | 0; - return ((c2 & 3 ? b2 & 2 ? c2 + 1 | 0 : 4 : 0) + (a2 << 2) | 0) + 1 | 0; - } - function ne(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0; - f = T - 416 | 0; - T = f; - Ja(f, b2, c2); - ra(f, d, e, 0); - Ia(f, a2); - ga(f, 4); - T = f + 416 | 0; - return 0; - } - function Yd(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - var f = 0; - f = T - 208 | 0; - T = f; - bb(f, b2, c2); - za(f, d, e); - ab(f, a2); - ga(f, 4); - T = f + 208 | 0; - return 0; - } - function Pc(a2, b2, c2, d, e, f) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - if (!d & c2 >>> 0 >= 4294967280 | d) { - ja(); - s(); - } - Na(a2 + 16 | 0, a2, b2, c2, d, e, f); - return 0; - } - function $c(a2, b2, c2, d, e, f) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - if (!d & c2 >>> 0 >= 4294967280 | d) { - ja(); - s(); - } - return Na(a2 + 16 | 0, a2, b2, c2, d, e, f) | 0; - } - function Nd(a2, b2, c2, d) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - var e = 0; - e = T + -64 | 0; - T = e; - sa(a2, e); - a2 = sb(b2, c2, e, 64, 0, d, 1); - T = e - -64 | 0; - return a2 | 0; - } - function La(a2, b2, c2) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - var d = 0, e = 0; - d = T - 32 | 0; - T = d; - e = -1; - if (!Wa(d, c2, b2)) { - e = tb(a2, 39280, d); - } - T = d + 32 | 0; - return e | 0; - } - function Md(a2, b2, c2) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - var d = 0; - d = T + -64 | 0; - T = d; - sa(a2, d); - a2 = rb(b2, d, 64, 0, c2, 1); - T = d - -64 | 0; - return a2 | 0; - } - function kc() { - var a2 = 0, b2 = 0; - a2 = y[10183]; - a: { - if (!a2) { - break a; - } - a2 = y[a2 + 20 >> 2]; - if (!a2) { - break a; - } - b2 = V[a2 | 0]() | 0; - } - return b2 | 0; - } - function Ia(a2, b2) { - var c2 = 0; - c2 = T + -64 | 0; - T = c2; - sa(a2, c2); - a2 = a2 + 208 | 0; - ka(a2, c2, 64, 0); - sa(a2, b2); - ga(c2, 64); - T = c2 - -64 | 0; - } - function Qa(a2, b2, c2) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - if (c2 >>> 0 >= 256) { - Q(1248, 1175, 107, 1055); - s(); - } - return wb(a2, b2, c2) | 0; - } - function _c(a2, b2, c2, d, e, f, g) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - return $b(a2, b2, c2, d, e, f, g) | 0; - } - function Zb(a2, b2, c2, d, e, f, g) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - return Na(a2, b2, c2, d, e, f, g) | 0; - } - function Yb(a2, b2, c2, d, e, f, g) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - return $a(a2, b2, c2, d, e, f, g) | 0; - } - function Xc(a2, b2, c2, d, e, f, g) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - return _b(a2, b2, c2, d, e, f, g) | 0; - } - function Uc(a2, b2, c2, d, e, f, g) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - g = g | 0; - return hc(a2, b2, c2, d, e, f, g) | 0; - } - function oc() { - var a2 = 0, b2 = 0; - a2 = T - 16 | 0; - T = a2; - w[a2 + 15 | 0] = 0; - b2 = P(39368, a2 + 15 | 0, 0) | 0; - T = a2 + 16 | 0; - return b2 | 0; - } - function ab(a2, b2) { - var c2 = 0; - c2 = T - 32 | 0; - T = c2; - ub(a2, c2); - a2 = a2 + 104 | 0; - Pa(a2, c2, 32); - ub(a2, b2); - ga(c2, 32); - T = c2 + 32 | 0; - } - function we(a2, b2) { - var c2 = 0, d = 0; - c2 = b2 & 31; - d = (-1 << c2 & a2) >>> c2 | 0; - c2 = a2; - a2 = 0 - b2 & 31; - return d | (c2 & -1 >>> a2) << a2; - } - function ue(a2, b2) { - var c2 = 0, d = 0; - c2 = b2 & 31; - d = (-1 >>> c2 & a2) << c2; - c2 = a2; - a2 = 0 - b2 & 31; - return d | (c2 & -1 << a2) >>> a2; - } - function uc() { - var a2 = 0; - if (y[10181]) { - a2 = 1; - } else { - xb(); - xa(40704, 16); - y[10181] = 1; - a2 = 0; - } - return a2 | 0; - } - function Jc(a2, b2, c2, d, e, f) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - f = f | 0; - sb(a2, b2, c2, d, e, f, 0); - return 0; - } - function zb(a2, b2, c2, d, e, f) { - if ((d | 0) == 1 | d >>> 0 > 1) { - ja(); - s(); - } - V[y[9840]](a2, b2, c2, d, e, 1, 0, f) | 0; - } - function yb(a2, b2, c2, d, e, f) { - if ((d | 0) == 1 | d >>> 0 > 1) { - ja(); - s(); - } - V[y[9841]](a2, b2, c2, d, e, 1, f) | 0; - } - function Ic(a2, b2, c2, d, e) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - e = e | 0; - return rb(a2, b2, c2, d, e, 0) | 0; - } - function xb() { - var a2 = 0; - a2 = T - 16 | 0; - T = a2; - w[a2 + 15 | 0] = 0; - P(39404, a2 + 15 | 0, 0) | 0; - T = a2 + 16 | 0; - } - function Cd(a2, b2, c2) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - hc(b2, 32, c2, 32, 0, 0, 0); - return Va(a2, b2) | 0; - } - function he(a2, b2, c2, d) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - return Oa(a2, b2, c2, d) | 0; - } - function Tc(a2, b2, c2, d) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - return oa(a2, b2, c2, d) | 0; - } - function Sc(a2, b2, c2, d) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - return Da(a2, b2, c2, d) | 0; - } - function Hc(a2, b2, c2, d) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - return ka(a2, b2, c2, d) | 0; - } - function Fc(a2, b2, c2, d) { - a2 = a2 | 0; - b2 = b2 | 0; - c2 = c2 | 0; - d = d | 0; - ob(a2, b2, c2, d); - return 0; - } - function pe(a2, b2, c2) { - a2 = a2 | 0; 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- } - return ba(ca); - })(info); - }, instantiate: function(binary, info) { - return { then: function(ok) { - var module2 = new WebAssembly2.Module(binary); - ok({ instance: new WebAssembly2.Instance(module2, info) }); - } }; - }, RuntimeError: Error, isWasm2js: true }; - if (WebAssembly2.isWasm2js) { - wasmBinary2 = []; - } - var ABORT2 = false; - var isFileURI2 = (filename) => filename.startsWith("file://"); - var HEAP82, HEAPU82, HEAP162, HEAPU162, HEAP322, HEAPU322, HEAPF322, HEAPF642; - var runtimeInitialized2 = false; - function updateMemoryViews2() { - var b = wasmMemory2.buffer; - HEAP82 = new Int8Array(b); - HEAP162 = new Int16Array(b); - Module3["HEAPU8"] = HEAPU82 = new Uint8Array(b); - HEAPU162 = new Uint16Array(b); - HEAP322 = new Int32Array(b); - HEAPU322 = new Uint32Array(b); - HEAPF322 = new Float32Array(b); - HEAPF642 = new Float64Array(b); - } - function preRun2() { - if (Module3["preRun"]) { - if (typeof Module3["preRun"] == "function") Module3["preRun"] = [Module3["preRun"]]; - while (Module3["preRun"].length) { - addOnPreRun2(Module3["preRun"].shift()); - } - } - callRuntimeCallbacks2(onPreRuns2); - } - function initRuntime2() { - runtimeInitialized2 = true; - wasmExports2["f"](); - } - function postRun2() { - if (Module3["postRun"]) { - if (typeof Module3["postRun"] == "function") Module3["postRun"] = [Module3["postRun"]]; - while (Module3["postRun"].length) { - addOnPostRun2(Module3["postRun"].shift()); - } - } - callRuntimeCallbacks2(onPostRuns2); - } - function abort2(what) { - Module3["onAbort"]?.(what); - what = "Aborted(" + what + ")"; - err2(what); - ABORT2 = true; - what += ". Build with -sASSERTIONS for more info."; - var e = new WebAssembly2.RuntimeError(what); - throw e; - } - var wasmBinaryFile2; - function findWasmBinary2(file) { - } - function getWasmBinary2(file) { - } - async function instantiateArrayBuffer2(binaryFile, imports) { - try { - var binary = await getWasmBinary2(binaryFile); - var instance = await WebAssembly2.instantiate(binary, imports); - return instance; - } catch (reason) { - err2(`failed to asynchronously prepare wasm: ${reason}`); - abort2(reason); - } - } - async function instantiateAsync2(binary, binaryFile, imports) { - return instantiateArrayBuffer2(binaryFile, imports); - } - function getWasmImports2() { - var imports = { a: wasmImports2 }; - return imports; - } - async function createWasm2() { - function receiveInstance(instance, module2) { - wasmExports2 = instance.exports; - assignWasmExports2(wasmExports2); - updateMemoryViews2(); - removeRunDependency2("wasm-instantiate"); - return wasmExports2; - } - addRunDependency2("wasm-instantiate"); - function receiveInstantiationResult(result2) { - return receiveInstance(result2["instance"]); - } - var info = getWasmImports2(); - if (Module3["instantiateWasm"]) { - return new Promise((resolve3, reject3) => { - Module3["instantiateWasm"](info, (inst, mod) => { - resolve3(receiveInstance(inst, mod)); - }); - }); - } - wasmBinaryFile2 ??= findWasmBinary2(); - var result = await instantiateAsync2(wasmBinary2, wasmBinaryFile2, info); - var exports3 = receiveInstantiationResult(result); - return exports3; - } - class ExitStatus2 { - name = "ExitStatus"; - constructor(status) { - this.message = `Program terminated with exit(${status})`; - this.status = status; - } - } - var callRuntimeCallbacks2 = (callbacks) => { - while (callbacks.length > 0) { - callbacks.shift()(Module3); - } - }; - var onPostRuns2 = []; - var addOnPostRun2 = (cb) => onPostRuns2.push(cb); - var onPreRuns2 = []; - var addOnPreRun2 = (cb) => onPreRuns2.push(cb); - var runDependencies2 = 0; - var dependenciesFulfilled2 = null; - var removeRunDependency2 = (id) => { - runDependencies2--; - Module3["monitorRunDependencies"]?.(runDependencies2); - if (runDependencies2 == 0) { - if (dependenciesFulfilled2) { - var callback = dependenciesFulfilled2; - dependenciesFulfilled2 = null; - callback(); - } - } - }; - var addRunDependency2 = (id) => { - runDependencies2++; - Module3["monitorRunDependencies"]?.(runDependencies2); - }; - function getValue2(ptr, type = "i8") { - if (type.endsWith("*")) type = "*"; - switch (type) { - case "i1": - return HEAP82[ptr]; - case "i8": - return HEAP82[ptr]; - case "i16": - return HEAP162[ptr >> 1]; - case "i32": - return HEAP322[ptr >> 2]; - case "i64": - abort2("to do getValue(i64) use WASM_BIGINT"); - case "float": - return HEAPF322[ptr >> 2]; - case "double": - return HEAPF642[ptr >> 3]; - case "*": - return HEAPU322[ptr >> 2]; - default: - abort2(`invalid type for getValue: ${type}`); - } - } - var noExitRuntime2 = true; - function setValue2(ptr, value, type = "i8") { - if (type.endsWith("*")) type = "*"; - switch (type) { - case "i1": - HEAP82[ptr] = value; - break; - case "i8": - HEAP82[ptr] = value; - break; - case "i16": - HEAP162[ptr >> 1] = value; - break; - case "i32": - HEAP322[ptr >> 2] = value; - break; - case "i64": - abort2("to do setValue(i64) use WASM_BIGINT"); - case "float": - HEAPF322[ptr >> 2] = value; - break; - case "double": - HEAPF642[ptr >> 3] = value; - break; - case "*": - HEAPU322[ptr >> 2] = value; - break; - default: - abort2(`invalid type for setValue: ${type}`); - } - } - var UTF8Decoder2 = new TextDecoder(); - var findStringEnd2 = (heapOrArray, idx, maxBytesToRead, ignoreNul) => { - var maxIdx = idx + maxBytesToRead; - if (ignoreNul) return maxIdx; - while (heapOrArray[idx] && !(idx >= maxIdx)) ++idx; - return idx; - }; - var UTF8ToString2 = (ptr, maxBytesToRead, ignoreNul) => { - if (!ptr) return ""; - var end = findStringEnd2(HEAPU82, ptr, maxBytesToRead, ignoreNul); - return UTF8Decoder2.decode(HEAPU82.subarray(ptr, end)); - }; - var ___assert_fail2 = (condition, filename, line, func) => abort2(`Assertion failed: ${UTF8ToString2(condition)}, at: ` + [filename ? UTF8ToString2(filename) : "unknown filename", line, func ? UTF8ToString2(func) : "unknown function"]); - var __abort_js2 = () => abort2(""); - var readEmAsmArgsArray2 = []; - var readEmAsmArgs2 = (sigPtr, buf) => { - readEmAsmArgsArray2.length = 0; - var ch; - while (ch = HEAPU82[sigPtr++]) { - var wide = ch != 105; - wide &= ch != 112; - buf += wide && buf % 8 ? 4 : 0; - readEmAsmArgsArray2.push(ch == 112 ? HEAPU322[buf >> 2] : ch == 105 ? HEAP322[buf >> 2] : HEAPF642[buf >> 3]); - buf += wide ? 8 : 4; - } - return readEmAsmArgsArray2; - }; - var runEmAsmFunction2 = (code, sigPtr, argbuf) => { - var args = readEmAsmArgs2(sigPtr, argbuf); - return ASM_CONSTS2[code](...args); - }; - var _emscripten_asm_const_int2 = (code, sigPtr, argbuf) => runEmAsmFunction2(code, sigPtr, argbuf); - var getHeapMax2 = () => 2147483648; - var alignMemory2 = (size, alignment) => Math.ceil(size / alignment) * alignment; - var growMemory2 = (size) => { - var oldHeapSize = wasmMemory2.buffer.byteLength; - var pages = (size - oldHeapSize + 65535) / 65536 | 0; - try { - wasmMemory2.grow(pages); - updateMemoryViews2(); - return 1; - } catch (e) { - } - }; - var _emscripten_resize_heap2 = (requestedSize) => { - var oldSize = HEAPU82.length; - requestedSize >>>= 0; - var maxHeapSize = getHeapMax2(); - if (requestedSize > maxHeapSize) { - return false; - } - for (var cutDown = 1; cutDown <= 4; cutDown *= 2) { - var overGrownHeapSize = oldSize * (1 + 0.2 / cutDown); - overGrownHeapSize = Math.min(overGrownHeapSize, requestedSize + 100663296); - var newSize = Math.min(maxHeapSize, alignMemory2(Math.max(requestedSize, overGrownHeapSize), 65536)); - var replacement = growMemory2(newSize); - if (replacement) { - return true; - } - } - return false; - }; - { - if (Module3["noExitRuntime"]) noExitRuntime2 = Module3["noExitRuntime"]; - if (Module3["print"]) out2 = Module3["print"]; - if (Module3["printErr"]) err2 = Module3["printErr"]; - if (Module3["wasmBinary"]) wasmBinary2 = Module3["wasmBinary"]; - if (Module3["arguments"]) arguments_2 = Module3["arguments"]; - if (Module3["thisProgram"]) thisProgram2 = Module3["thisProgram"]; - if (Module3["preInit"]) { - if (typeof Module3["preInit"] == "function") Module3["preInit"] = [Module3["preInit"]]; - while (Module3["preInit"].length > 0) { - Module3["preInit"].shift()(); - } - } - } - Module3["setValue"] = setValue2; - Module3["getValue"] = getValue2; - Module3["UTF8ToString"] = UTF8ToString2; - var ASM_CONSTS2 = { 39368: () => Module3.getRandomValue(), 39404: () => { - if (Module3.getRandomValue === void 0) { - try { - var window_2 = "object" === typeof window ? window : self; - var crypto_2 = typeof window_2.crypto !== "undefined" ? window_2.crypto : window_2.msCrypto; - crypto_2 = crypto_2 === void 0 ? crypto3 : crypto_2; - var randomValuesStandard2 = function() { - var buf = new Uint32Array(1); - crypto_2.getRandomValues(buf); - return buf[0] >>> 0; - }; - randomValuesStandard2(); - Module3.getRandomValue = randomValuesStandard2; - } catch (e) { - try { - var crypto3 = require_crypto(); - var randomValueNodeJS2 = function() { - var buf = crypto3["randomBytes"](4); - return (buf[0] << 24 | buf[1] << 16 | buf[2] << 8 | buf[3]) >>> 0; - }; - randomValueNodeJS2(); - Module3.getRandomValue = randomValueNodeJS2; - } catch (e2) { - throw "No secure random number generator found"; - } - } - } - } }; - var _crypto_aead_aegis128l_keybytes2, _crypto_aead_aegis128l_nsecbytes2, _crypto_aead_aegis128l_npubbytes2, _crypto_aead_aegis128l_abytes2, _crypto_aead_aegis128l_messagebytes_max2, _crypto_aead_aegis128l_keygen2, _crypto_aead_aegis128l_encrypt2, _crypto_aead_aegis128l_encrypt_detached2, _crypto_aead_aegis128l_decrypt2, _crypto_aead_aegis128l_decrypt_detached2, _crypto_aead_aegis256_keybytes2, _crypto_aead_aegis256_nsecbytes2, _crypto_aead_aegis256_npubbytes2, _crypto_aead_aegis256_abytes2, _crypto_aead_aegis256_messagebytes_max2, _crypto_aead_aegis256_keygen2, _crypto_aead_aegis256_encrypt2, _crypto_aead_aegis256_encrypt_detached2, _crypto_aead_aegis256_decrypt2, _crypto_aead_aegis256_decrypt_detached2, _crypto_aead_aes256gcm_is_available2, _crypto_aead_chacha20poly1305_encrypt_detached2, _crypto_aead_chacha20poly1305_encrypt2, _crypto_aead_chacha20poly1305_ietf_encrypt_detached2, _crypto_aead_chacha20poly1305_ietf_encrypt2, _crypto_aead_chacha20poly1305_decrypt_detached2, _crypto_aead_chacha20poly1305_decrypt2, _crypto_aead_chacha20poly1305_ietf_decrypt_detached2, _crypto_aead_chacha20poly1305_ietf_decrypt2, _crypto_aead_chacha20poly1305_ietf_keybytes2, _crypto_aead_chacha20poly1305_ietf_npubbytes2, _crypto_aead_chacha20poly1305_ietf_nsecbytes2, _crypto_aead_chacha20poly1305_ietf_abytes2, _crypto_aead_chacha20poly1305_ietf_messagebytes_max2, _crypto_aead_chacha20poly1305_ietf_keygen2, _crypto_aead_chacha20poly1305_keybytes2, _crypto_aead_chacha20poly1305_npubbytes2, _crypto_aead_chacha20poly1305_nsecbytes2, _crypto_aead_chacha20poly1305_abytes2, _crypto_aead_chacha20poly1305_messagebytes_max2, _crypto_aead_chacha20poly1305_keygen2, _crypto_aead_xchacha20poly1305_ietf_encrypt_detached2, _crypto_aead_xchacha20poly1305_ietf_encrypt2, _crypto_aead_xchacha20poly1305_ietf_decrypt_detached2, _crypto_aead_xchacha20poly1305_ietf_decrypt2, _crypto_aead_xchacha20poly1305_ietf_keybytes2, _crypto_aead_xchacha20poly1305_ietf_npubbytes2, _crypto_aead_xchacha20poly1305_ietf_nsecbytes2, _crypto_aead_xchacha20poly1305_ietf_abytes2, _crypto_aead_xchacha20poly1305_ietf_messagebytes_max2, _crypto_aead_xchacha20poly1305_ietf_keygen2, _crypto_auth_bytes2, _crypto_auth_keybytes2, _crypto_auth2, _crypto_auth_verify2, _crypto_auth_keygen2, _crypto_box_seedbytes2, _crypto_box_publickeybytes2, _crypto_box_secretkeybytes2, _crypto_box_beforenmbytes2, _crypto_box_noncebytes2, _crypto_box_macbytes2, _crypto_box_messagebytes_max2, _crypto_box_seed_keypair2, _crypto_box_keypair2, _crypto_box_beforenm2, _crypto_box_detached_afternm2, _crypto_box_detached2, _crypto_box_easy_afternm2, _crypto_box_easy2, _crypto_box_open_detached_afternm2, _crypto_box_open_detached2, _crypto_box_open_easy_afternm2, _crypto_box_open_easy2, _crypto_box_seal2, _crypto_box_seal_open2, _crypto_box_sealbytes2, _crypto_generichash_bytes_min2, _crypto_generichash_bytes_max2, _crypto_generichash_bytes2, _crypto_generichash_keybytes_min2, _crypto_generichash_keybytes_max2, _crypto_generichash_keybytes2, _crypto_generichash_statebytes2, _crypto_generichash2, _crypto_generichash_init2, _crypto_generichash_update2, _crypto_generichash_final2, _crypto_generichash_keygen2, _crypto_hash_bytes2, _crypto_hash2, _crypto_kdf_bytes_min2, _crypto_kdf_bytes_max2, _crypto_kdf_contextbytes2, _crypto_kdf_keybytes2, _crypto_kdf_derive_from_key2, _crypto_kdf_keygen2, _crypto_kdf_hkdf_sha256_extract_init2, _crypto_kdf_hkdf_sha256_extract_update2, _crypto_kdf_hkdf_sha256_extract_final2, _crypto_kdf_hkdf_sha256_extract2, _crypto_kdf_hkdf_sha256_keygen2, _crypto_kdf_hkdf_sha256_expand2, _crypto_kdf_hkdf_sha256_keybytes2, _crypto_kdf_hkdf_sha256_bytes_min2, _crypto_kdf_hkdf_sha256_bytes_max2, _crypto_kdf_hkdf_sha256_statebytes2, _crypto_kdf_hkdf_sha512_extract_init2, _crypto_kdf_hkdf_sha512_extract_update2, _crypto_kdf_hkdf_sha512_extract_final2, _crypto_kdf_hkdf_sha512_extract2, _crypto_kdf_hkdf_sha512_keygen2, _crypto_kdf_hkdf_sha512_expand2, _crypto_kdf_hkdf_sha512_keybytes2, _crypto_kdf_hkdf_sha512_bytes_min2, _crypto_kdf_hkdf_sha512_bytes_max2, _crypto_kdf_hkdf_sha512_statebytes2, _crypto_kx_seed_keypair2, _crypto_kx_keypair2, _crypto_kx_client_session_keys2, _crypto_kx_server_session_keys2, _crypto_kx_publickeybytes2, _crypto_kx_secretkeybytes2, _crypto_kx_seedbytes2, _crypto_kx_sessionkeybytes2, _crypto_scalarmult_base2, _crypto_scalarmult2, _crypto_scalarmult_bytes2, _crypto_scalarmult_scalarbytes2, _crypto_secretbox_keybytes2, _crypto_secretbox_noncebytes2, _crypto_secretbox_macbytes2, _crypto_secretbox_messagebytes_max2, _crypto_secretbox_keygen2, _crypto_secretbox_detached2, _crypto_secretbox_easy2, _crypto_secretbox_open_detached2, _crypto_secretbox_open_easy2, _crypto_secretstream_xchacha20poly1305_keygen2, _crypto_secretstream_xchacha20poly1305_init_push2, _crypto_secretstream_xchacha20poly1305_init_pull2, _crypto_secretstream_xchacha20poly1305_rekey2, _crypto_secretstream_xchacha20poly1305_push2, _crypto_secretstream_xchacha20poly1305_pull2, _crypto_secretstream_xchacha20poly1305_statebytes2, _crypto_secretstream_xchacha20poly1305_abytes2, _crypto_secretstream_xchacha20poly1305_headerbytes2, _crypto_secretstream_xchacha20poly1305_keybytes2, _crypto_secretstream_xchacha20poly1305_messagebytes_max2, _crypto_secretstream_xchacha20poly1305_tag_message2, _crypto_secretstream_xchacha20poly1305_tag_push2, _crypto_secretstream_xchacha20poly1305_tag_rekey2, _crypto_secretstream_xchacha20poly1305_tag_final2, _crypto_shorthash_bytes2, _crypto_shorthash_keybytes2, _crypto_shorthash2, _crypto_shorthash_keygen2, _crypto_sign_statebytes2, _crypto_sign_bytes2, _crypto_sign_seedbytes2, _crypto_sign_publickeybytes2, _crypto_sign_secretkeybytes2, _crypto_sign_messagebytes_max2, _crypto_sign_seed_keypair2, _crypto_sign_keypair2, _crypto_sign2, _crypto_sign_open2, _crypto_sign_detached2, _crypto_sign_verify_detached2, _crypto_sign_init2, _crypto_sign_update2, _crypto_sign_final_create2, _crypto_sign_final_verify2, _crypto_sign_ed25519_pk_to_curve255192, _crypto_sign_ed25519_sk_to_curve255192, _randombytes_random2, _randombytes_stir2, _randombytes_uniform2, _randombytes_buf2, _randombytes_buf_deterministic2, _randombytes_seedbytes2, _randombytes_close2, _randombytes2, _sodium_bin2hex2, _sodium_hex2bin2, _sodium_base64_encoded_len2, _sodium_bin2base642, _sodium_base642bin2, _sodium_init2, _sodium_pad2, _sodium_unpad2, _sodium_version_string2, _sodium_library_version_major2, _sodium_library_version_minor2, _sodium_library_minimal2, _malloc2, _free2, dynCall_iiiji2, dynCall_iiij2, dynCall_iijii2, dynCall_iiijiji2, dynCall_iiijiii2, memory2, __indirect_function_table2, wasmMemory2; - function assignWasmExports2(wasmExports3) { - _crypto_aead_aegis128l_keybytes2 = Module3["_crypto_aead_aegis128l_keybytes"] = wasmExports3["g"]; - _crypto_aead_aegis128l_nsecbytes2 = Module3["_crypto_aead_aegis128l_nsecbytes"] = wasmExports3["h"]; - _crypto_aead_aegis128l_npubbytes2 = Module3["_crypto_aead_aegis128l_npubbytes"] = wasmExports3["i"]; - _crypto_aead_aegis128l_abytes2 = Module3["_crypto_aead_aegis128l_abytes"] = wasmExports3["j"]; - _crypto_aead_aegis128l_messagebytes_max2 = Module3["_crypto_aead_aegis128l_messagebytes_max"] = wasmExports3["k"]; - _crypto_aead_aegis128l_keygen2 = Module3["_crypto_aead_aegis128l_keygen"] = wasmExports3["l"]; - _crypto_aead_aegis128l_encrypt2 = Module3["_crypto_aead_aegis128l_encrypt"] = wasmExports3["m"]; - _crypto_aead_aegis128l_encrypt_detached2 = Module3["_crypto_aead_aegis128l_encrypt_detached"] = wasmExports3["n"]; - _crypto_aead_aegis128l_decrypt2 = Module3["_crypto_aead_aegis128l_decrypt"] = wasmExports3["o"]; - _crypto_aead_aegis128l_decrypt_detached2 = Module3["_crypto_aead_aegis128l_decrypt_detached"] = wasmExports3["p"]; - _crypto_aead_aegis256_keybytes2 = Module3["_crypto_aead_aegis256_keybytes"] = wasmExports3["q"]; - _crypto_aead_aegis256_nsecbytes2 = Module3["_crypto_aead_aegis256_nsecbytes"] = wasmExports3["r"]; - _crypto_aead_aegis256_npubbytes2 = Module3["_crypto_aead_aegis256_npubbytes"] = wasmExports3["s"]; - _crypto_aead_aegis256_abytes2 = Module3["_crypto_aead_aegis256_abytes"] = wasmExports3["t"]; - _crypto_aead_aegis256_messagebytes_max2 = Module3["_crypto_aead_aegis256_messagebytes_max"] = wasmExports3["u"]; - _crypto_aead_aegis256_keygen2 = Module3["_crypto_aead_aegis256_keygen"] = wasmExports3["v"]; - _crypto_aead_aegis256_encrypt2 = Module3["_crypto_aead_aegis256_encrypt"] = wasmExports3["w"]; - _crypto_aead_aegis256_encrypt_detached2 = Module3["_crypto_aead_aegis256_encrypt_detached"] = wasmExports3["x"]; - _crypto_aead_aegis256_decrypt2 = Module3["_crypto_aead_aegis256_decrypt"] = wasmExports3["y"]; - _crypto_aead_aegis256_decrypt_detached2 = Module3["_crypto_aead_aegis256_decrypt_detached"] = wasmExports3["z"]; - _crypto_aead_aes256gcm_is_available2 = Module3["_crypto_aead_aes256gcm_is_available"] = wasmExports3["A"]; - _crypto_aead_chacha20poly1305_encrypt_detached2 = Module3["_crypto_aead_chacha20poly1305_encrypt_detached"] = wasmExports3["B"]; - _crypto_aead_chacha20poly1305_encrypt2 = Module3["_crypto_aead_chacha20poly1305_encrypt"] = wasmExports3["C"]; - _crypto_aead_chacha20poly1305_ietf_encrypt_detached2 = Module3["_crypto_aead_chacha20poly1305_ietf_encrypt_detached"] = wasmExports3["D"]; - _crypto_aead_chacha20poly1305_ietf_encrypt2 = Module3["_crypto_aead_chacha20poly1305_ietf_encrypt"] = wasmExports3["E"]; - _crypto_aead_chacha20poly1305_decrypt_detached2 = Module3["_crypto_aead_chacha20poly1305_decrypt_detached"] = wasmExports3["F"]; - _crypto_aead_chacha20poly1305_decrypt2 = Module3["_crypto_aead_chacha20poly1305_decrypt"] = wasmExports3["G"]; - _crypto_aead_chacha20poly1305_ietf_decrypt_detached2 = Module3["_crypto_aead_chacha20poly1305_ietf_decrypt_detached"] = wasmExports3["H"]; - _crypto_aead_chacha20poly1305_ietf_decrypt2 = Module3["_crypto_aead_chacha20poly1305_ietf_decrypt"] = wasmExports3["I"]; - _crypto_aead_chacha20poly1305_ietf_keybytes2 = Module3["_crypto_aead_chacha20poly1305_ietf_keybytes"] = wasmExports3["J"]; - _crypto_aead_chacha20poly1305_ietf_npubbytes2 = Module3["_crypto_aead_chacha20poly1305_ietf_npubbytes"] = wasmExports3["K"]; - _crypto_aead_chacha20poly1305_ietf_nsecbytes2 = Module3["_crypto_aead_chacha20poly1305_ietf_nsecbytes"] = wasmExports3["L"]; - _crypto_aead_chacha20poly1305_ietf_abytes2 = Module3["_crypto_aead_chacha20poly1305_ietf_abytes"] = wasmExports3["M"]; - _crypto_aead_chacha20poly1305_ietf_messagebytes_max2 = Module3["_crypto_aead_chacha20poly1305_ietf_messagebytes_max"] = wasmExports3["N"]; - _crypto_aead_chacha20poly1305_ietf_keygen2 = Module3["_crypto_aead_chacha20poly1305_ietf_keygen"] = wasmExports3["O"]; - _crypto_aead_chacha20poly1305_keybytes2 = Module3["_crypto_aead_chacha20poly1305_keybytes"] = wasmExports3["P"]; - _crypto_aead_chacha20poly1305_npubbytes2 = Module3["_crypto_aead_chacha20poly1305_npubbytes"] = wasmExports3["Q"]; - _crypto_aead_chacha20poly1305_nsecbytes2 = Module3["_crypto_aead_chacha20poly1305_nsecbytes"] = wasmExports3["R"]; - _crypto_aead_chacha20poly1305_abytes2 = Module3["_crypto_aead_chacha20poly1305_abytes"] = wasmExports3["S"]; - _crypto_aead_chacha20poly1305_messagebytes_max2 = Module3["_crypto_aead_chacha20poly1305_messagebytes_max"] = wasmExports3["T"]; - _crypto_aead_chacha20poly1305_keygen2 = Module3["_crypto_aead_chacha20poly1305_keygen"] = wasmExports3["U"]; - _crypto_aead_xchacha20poly1305_ietf_encrypt_detached2 = Module3["_crypto_aead_xchacha20poly1305_ietf_encrypt_detached"] = wasmExports3["V"]; - _crypto_aead_xchacha20poly1305_ietf_encrypt2 = Module3["_crypto_aead_xchacha20poly1305_ietf_encrypt"] = wasmExports3["W"]; - _crypto_aead_xchacha20poly1305_ietf_decrypt_detached2 = Module3["_crypto_aead_xchacha20poly1305_ietf_decrypt_detached"] = wasmExports3["X"]; - _crypto_aead_xchacha20poly1305_ietf_decrypt2 = Module3["_crypto_aead_xchacha20poly1305_ietf_decrypt"] = wasmExports3["Y"]; - _crypto_aead_xchacha20poly1305_ietf_keybytes2 = Module3["_crypto_aead_xchacha20poly1305_ietf_keybytes"] = wasmExports3["Z"]; - _crypto_aead_xchacha20poly1305_ietf_npubbytes2 = Module3["_crypto_aead_xchacha20poly1305_ietf_npubbytes"] = wasmExports3["_"]; - _crypto_aead_xchacha20poly1305_ietf_nsecbytes2 = Module3["_crypto_aead_xchacha20poly1305_ietf_nsecbytes"] = wasmExports3["$"]; - _crypto_aead_xchacha20poly1305_ietf_abytes2 = Module3["_crypto_aead_xchacha20poly1305_ietf_abytes"] = wasmExports3["aa"]; - _crypto_aead_xchacha20poly1305_ietf_messagebytes_max2 = Module3["_crypto_aead_xchacha20poly1305_ietf_messagebytes_max"] = wasmExports3["ba"]; - _crypto_aead_xchacha20poly1305_ietf_keygen2 = Module3["_crypto_aead_xchacha20poly1305_ietf_keygen"] = wasmExports3["ca"]; - _crypto_auth_bytes2 = Module3["_crypto_auth_bytes"] = wasmExports3["da"]; - _crypto_auth_keybytes2 = Module3["_crypto_auth_keybytes"] = wasmExports3["ea"]; - _crypto_auth2 = Module3["_crypto_auth"] = wasmExports3["fa"]; - _crypto_auth_verify2 = Module3["_crypto_auth_verify"] = wasmExports3["ga"]; - _crypto_auth_keygen2 = Module3["_crypto_auth_keygen"] = wasmExports3["ha"]; - _crypto_box_seedbytes2 = Module3["_crypto_box_seedbytes"] = wasmExports3["ia"]; - _crypto_box_publickeybytes2 = Module3["_crypto_box_publickeybytes"] = wasmExports3["ja"]; - _crypto_box_secretkeybytes2 = Module3["_crypto_box_secretkeybytes"] = wasmExports3["ka"]; - _crypto_box_beforenmbytes2 = Module3["_crypto_box_beforenmbytes"] = wasmExports3["la"]; - _crypto_box_noncebytes2 = Module3["_crypto_box_noncebytes"] = wasmExports3["ma"]; - _crypto_box_macbytes2 = Module3["_crypto_box_macbytes"] = wasmExports3["na"]; - _crypto_box_messagebytes_max2 = Module3["_crypto_box_messagebytes_max"] = wasmExports3["oa"]; - _crypto_box_seed_keypair2 = Module3["_crypto_box_seed_keypair"] = wasmExports3["pa"]; - _crypto_box_keypair2 = Module3["_crypto_box_keypair"] = wasmExports3["qa"]; - _crypto_box_beforenm2 = Module3["_crypto_box_beforenm"] = wasmExports3["ra"]; - _crypto_box_detached_afternm2 = Module3["_crypto_box_detached_afternm"] = wasmExports3["sa"]; - _crypto_box_detached2 = Module3["_crypto_box_detached"] = wasmExports3["ta"]; - _crypto_box_easy_afternm2 = Module3["_crypto_box_easy_afternm"] = wasmExports3["ua"]; - _crypto_box_easy2 = Module3["_crypto_box_easy"] = wasmExports3["va"]; - _crypto_box_open_detached_afternm2 = Module3["_crypto_box_open_detached_afternm"] = wasmExports3["wa"]; - _crypto_box_open_detached2 = Module3["_crypto_box_open_detached"] = wasmExports3["xa"]; - _crypto_box_open_easy_afternm2 = Module3["_crypto_box_open_easy_afternm"] = wasmExports3["ya"]; - _crypto_box_open_easy2 = Module3["_crypto_box_open_easy"] = wasmExports3["za"]; - _crypto_box_seal2 = Module3["_crypto_box_seal"] = wasmExports3["Aa"]; - _crypto_box_seal_open2 = Module3["_crypto_box_seal_open"] = wasmExports3["Ba"]; - _crypto_box_sealbytes2 = Module3["_crypto_box_sealbytes"] = wasmExports3["Ca"]; - _crypto_generichash_bytes_min2 = Module3["_crypto_generichash_bytes_min"] = wasmExports3["Da"]; - _crypto_generichash_bytes_max2 = Module3["_crypto_generichash_bytes_max"] = wasmExports3["Ea"]; - _crypto_generichash_bytes2 = Module3["_crypto_generichash_bytes"] = wasmExports3["Fa"]; - _crypto_generichash_keybytes_min2 = Module3["_crypto_generichash_keybytes_min"] = wasmExports3["Ga"]; - _crypto_generichash_keybytes_max2 = Module3["_crypto_generichash_keybytes_max"] = wasmExports3["Ha"]; - _crypto_generichash_keybytes2 = Module3["_crypto_generichash_keybytes"] = wasmExports3["Ia"]; - _crypto_generichash_statebytes2 = Module3["_crypto_generichash_statebytes"] = wasmExports3["Ja"]; - _crypto_generichash2 = Module3["_crypto_generichash"] = wasmExports3["Ka"]; - _crypto_generichash_init2 = Module3["_crypto_generichash_init"] = wasmExports3["La"]; - _crypto_generichash_update2 = Module3["_crypto_generichash_update"] = wasmExports3["Ma"]; - _crypto_generichash_final2 = Module3["_crypto_generichash_final"] = wasmExports3["Na"]; - _crypto_generichash_keygen2 = Module3["_crypto_generichash_keygen"] = wasmExports3["Oa"]; - _crypto_hash_bytes2 = Module3["_crypto_hash_bytes"] = wasmExports3["Pa"]; - _crypto_hash2 = Module3["_crypto_hash"] = wasmExports3["Qa"]; - _crypto_kdf_bytes_min2 = Module3["_crypto_kdf_bytes_min"] = wasmExports3["Ra"]; - _crypto_kdf_bytes_max2 = Module3["_crypto_kdf_bytes_max"] = wasmExports3["Sa"]; - _crypto_kdf_contextbytes2 = Module3["_crypto_kdf_contextbytes"] = wasmExports3["Ta"]; - _crypto_kdf_keybytes2 = Module3["_crypto_kdf_keybytes"] = wasmExports3["Ua"]; - _crypto_kdf_derive_from_key2 = Module3["_crypto_kdf_derive_from_key"] = wasmExports3["Va"]; - _crypto_kdf_keygen2 = Module3["_crypto_kdf_keygen"] = wasmExports3["Wa"]; - _crypto_kdf_hkdf_sha256_extract_init2 = Module3["_crypto_kdf_hkdf_sha256_extract_init"] = wasmExports3["Xa"]; - _crypto_kdf_hkdf_sha256_extract_update2 = Module3["_crypto_kdf_hkdf_sha256_extract_update"] = wasmExports3["Ya"]; - _crypto_kdf_hkdf_sha256_extract_final2 = Module3["_crypto_kdf_hkdf_sha256_extract_final"] = wasmExports3["Za"]; - _crypto_kdf_hkdf_sha256_extract2 = Module3["_crypto_kdf_hkdf_sha256_extract"] = wasmExports3["_a"]; - _crypto_kdf_hkdf_sha256_keygen2 = Module3["_crypto_kdf_hkdf_sha256_keygen"] = wasmExports3["$a"]; - _crypto_kdf_hkdf_sha256_expand2 = Module3["_crypto_kdf_hkdf_sha256_expand"] = wasmExports3["ab"]; - _crypto_kdf_hkdf_sha256_keybytes2 = Module3["_crypto_kdf_hkdf_sha256_keybytes"] = wasmExports3["bb"]; - _crypto_kdf_hkdf_sha256_bytes_min2 = Module3["_crypto_kdf_hkdf_sha256_bytes_min"] = wasmExports3["cb"]; - _crypto_kdf_hkdf_sha256_bytes_max2 = Module3["_crypto_kdf_hkdf_sha256_bytes_max"] = wasmExports3["db"]; - _crypto_kdf_hkdf_sha256_statebytes2 = Module3["_crypto_kdf_hkdf_sha256_statebytes"] = wasmExports3["eb"]; - _crypto_kdf_hkdf_sha512_extract_init2 = Module3["_crypto_kdf_hkdf_sha512_extract_init"] = wasmExports3["fb"]; - _crypto_kdf_hkdf_sha512_extract_update2 = Module3["_crypto_kdf_hkdf_sha512_extract_update"] = wasmExports3["gb"]; - _crypto_kdf_hkdf_sha512_extract_final2 = Module3["_crypto_kdf_hkdf_sha512_extract_final"] = wasmExports3["hb"]; - _crypto_kdf_hkdf_sha512_extract2 = Module3["_crypto_kdf_hkdf_sha512_extract"] = wasmExports3["ib"]; - _crypto_kdf_hkdf_sha512_keygen2 = Module3["_crypto_kdf_hkdf_sha512_keygen"] = wasmExports3["jb"]; - _crypto_kdf_hkdf_sha512_expand2 = Module3["_crypto_kdf_hkdf_sha512_expand"] = wasmExports3["kb"]; - _crypto_kdf_hkdf_sha512_keybytes2 = Module3["_crypto_kdf_hkdf_sha512_keybytes"] = wasmExports3["lb"]; - _crypto_kdf_hkdf_sha512_bytes_min2 = Module3["_crypto_kdf_hkdf_sha512_bytes_min"] = wasmExports3["mb"]; - _crypto_kdf_hkdf_sha512_bytes_max2 = Module3["_crypto_kdf_hkdf_sha512_bytes_max"] = wasmExports3["nb"]; - _crypto_kdf_hkdf_sha512_statebytes2 = Module3["_crypto_kdf_hkdf_sha512_statebytes"] = wasmExports3["ob"]; - _crypto_kx_seed_keypair2 = Module3["_crypto_kx_seed_keypair"] = wasmExports3["pb"]; - _crypto_kx_keypair2 = Module3["_crypto_kx_keypair"] = wasmExports3["qb"]; - _crypto_kx_client_session_keys2 = Module3["_crypto_kx_client_session_keys"] = wasmExports3["rb"]; - _crypto_kx_server_session_keys2 = Module3["_crypto_kx_server_session_keys"] = wasmExports3["sb"]; - _crypto_kx_publickeybytes2 = Module3["_crypto_kx_publickeybytes"] = wasmExports3["tb"]; - _crypto_kx_secretkeybytes2 = Module3["_crypto_kx_secretkeybytes"] = wasmExports3["ub"]; - _crypto_kx_seedbytes2 = Module3["_crypto_kx_seedbytes"] = wasmExports3["vb"]; - _crypto_kx_sessionkeybytes2 = Module3["_crypto_kx_sessionkeybytes"] = wasmExports3["wb"]; - _crypto_scalarmult_base2 = Module3["_crypto_scalarmult_base"] = wasmExports3["xb"]; - _crypto_scalarmult2 = Module3["_crypto_scalarmult"] = wasmExports3["yb"]; - _crypto_scalarmult_bytes2 = Module3["_crypto_scalarmult_bytes"] = wasmExports3["zb"]; - _crypto_scalarmult_scalarbytes2 = Module3["_crypto_scalarmult_scalarbytes"] = wasmExports3["Ab"]; - _crypto_secretbox_keybytes2 = Module3["_crypto_secretbox_keybytes"] = wasmExports3["Bb"]; - _crypto_secretbox_noncebytes2 = Module3["_crypto_secretbox_noncebytes"] = wasmExports3["Cb"]; - _crypto_secretbox_macbytes2 = Module3["_crypto_secretbox_macbytes"] = wasmExports3["Db"]; - _crypto_secretbox_messagebytes_max2 = Module3["_crypto_secretbox_messagebytes_max"] = wasmExports3["Eb"]; - _crypto_secretbox_keygen2 = Module3["_crypto_secretbox_keygen"] = wasmExports3["Fb"]; - _crypto_secretbox_detached2 = Module3["_crypto_secretbox_detached"] = wasmExports3["Gb"]; - _crypto_secretbox_easy2 = Module3["_crypto_secretbox_easy"] = wasmExports3["Hb"]; - _crypto_secretbox_open_detached2 = Module3["_crypto_secretbox_open_detached"] = wasmExports3["Ib"]; - _crypto_secretbox_open_easy2 = Module3["_crypto_secretbox_open_easy"] = wasmExports3["Jb"]; - _crypto_secretstream_xchacha20poly1305_keygen2 = Module3["_crypto_secretstream_xchacha20poly1305_keygen"] = wasmExports3["Kb"]; - _crypto_secretstream_xchacha20poly1305_init_push2 = Module3["_crypto_secretstream_xchacha20poly1305_init_push"] = wasmExports3["Lb"]; - _crypto_secretstream_xchacha20poly1305_init_pull2 = Module3["_crypto_secretstream_xchacha20poly1305_init_pull"] = wasmExports3["Mb"]; - _crypto_secretstream_xchacha20poly1305_rekey2 = Module3["_crypto_secretstream_xchacha20poly1305_rekey"] = wasmExports3["Nb"]; - _crypto_secretstream_xchacha20poly1305_push2 = Module3["_crypto_secretstream_xchacha20poly1305_push"] = wasmExports3["Ob"]; - _crypto_secretstream_xchacha20poly1305_pull2 = Module3["_crypto_secretstream_xchacha20poly1305_pull"] = wasmExports3["Pb"]; - _crypto_secretstream_xchacha20poly1305_statebytes2 = Module3["_crypto_secretstream_xchacha20poly1305_statebytes"] = wasmExports3["Qb"]; - _crypto_secretstream_xchacha20poly1305_abytes2 = Module3["_crypto_secretstream_xchacha20poly1305_abytes"] = wasmExports3["Rb"]; - _crypto_secretstream_xchacha20poly1305_headerbytes2 = Module3["_crypto_secretstream_xchacha20poly1305_headerbytes"] = wasmExports3["Sb"]; - _crypto_secretstream_xchacha20poly1305_keybytes2 = Module3["_crypto_secretstream_xchacha20poly1305_keybytes"] = wasmExports3["Tb"]; - _crypto_secretstream_xchacha20poly1305_messagebytes_max2 = Module3["_crypto_secretstream_xchacha20poly1305_messagebytes_max"] = wasmExports3["Ub"]; - _crypto_secretstream_xchacha20poly1305_tag_message2 = Module3["_crypto_secretstream_xchacha20poly1305_tag_message"] = wasmExports3["Vb"]; - _crypto_secretstream_xchacha20poly1305_tag_push2 = Module3["_crypto_secretstream_xchacha20poly1305_tag_push"] = wasmExports3["Wb"]; - _crypto_secretstream_xchacha20poly1305_tag_rekey2 = Module3["_crypto_secretstream_xchacha20poly1305_tag_rekey"] = wasmExports3["Xb"]; - _crypto_secretstream_xchacha20poly1305_tag_final2 = Module3["_crypto_secretstream_xchacha20poly1305_tag_final"] = wasmExports3["Yb"]; - _crypto_shorthash_bytes2 = Module3["_crypto_shorthash_bytes"] = wasmExports3["Zb"]; - _crypto_shorthash_keybytes2 = Module3["_crypto_shorthash_keybytes"] = wasmExports3["_b"]; - _crypto_shorthash2 = Module3["_crypto_shorthash"] = wasmExports3["$b"]; - _crypto_shorthash_keygen2 = Module3["_crypto_shorthash_keygen"] = wasmExports3["ac"]; - _crypto_sign_statebytes2 = Module3["_crypto_sign_statebytes"] = wasmExports3["bc"]; - _crypto_sign_bytes2 = Module3["_crypto_sign_bytes"] = wasmExports3["cc"]; - _crypto_sign_seedbytes2 = Module3["_crypto_sign_seedbytes"] = wasmExports3["dc"]; - _crypto_sign_publickeybytes2 = Module3["_crypto_sign_publickeybytes"] = wasmExports3["ec"]; - _crypto_sign_secretkeybytes2 = Module3["_crypto_sign_secretkeybytes"] = wasmExports3["fc"]; - _crypto_sign_messagebytes_max2 = Module3["_crypto_sign_messagebytes_max"] = wasmExports3["gc"]; - _crypto_sign_seed_keypair2 = Module3["_crypto_sign_seed_keypair"] = wasmExports3["hc"]; - _crypto_sign_keypair2 = Module3["_crypto_sign_keypair"] = wasmExports3["ic"]; - _crypto_sign2 = Module3["_crypto_sign"] = wasmExports3["jc"]; - _crypto_sign_open2 = Module3["_crypto_sign_open"] = wasmExports3["kc"]; - _crypto_sign_detached2 = Module3["_crypto_sign_detached"] = wasmExports3["lc"]; - _crypto_sign_verify_detached2 = Module3["_crypto_sign_verify_detached"] = wasmExports3["mc"]; - _crypto_sign_init2 = Module3["_crypto_sign_init"] = wasmExports3["nc"]; - _crypto_sign_update2 = Module3["_crypto_sign_update"] = wasmExports3["oc"]; - _crypto_sign_final_create2 = Module3["_crypto_sign_final_create"] = wasmExports3["pc"]; - _crypto_sign_final_verify2 = Module3["_crypto_sign_final_verify"] = wasmExports3["qc"]; - _crypto_sign_ed25519_pk_to_curve255192 = Module3["_crypto_sign_ed25519_pk_to_curve25519"] = wasmExports3["rc"]; - _crypto_sign_ed25519_sk_to_curve255192 = Module3["_crypto_sign_ed25519_sk_to_curve25519"] = wasmExports3["sc"]; - _randombytes_random2 = Module3["_randombytes_random"] = wasmExports3["tc"]; - _randombytes_stir2 = Module3["_randombytes_stir"] = wasmExports3["uc"]; - _randombytes_uniform2 = Module3["_randombytes_uniform"] = wasmExports3["vc"]; - _randombytes_buf2 = Module3["_randombytes_buf"] = wasmExports3["wc"]; - _randombytes_buf_deterministic2 = Module3["_randombytes_buf_deterministic"] = wasmExports3["xc"]; - _randombytes_seedbytes2 = Module3["_randombytes_seedbytes"] = wasmExports3["yc"]; - _randombytes_close2 = Module3["_randombytes_close"] = wasmExports3["zc"]; - _randombytes2 = Module3["_randombytes"] = wasmExports3["Ac"]; - _sodium_bin2hex2 = Module3["_sodium_bin2hex"] = wasmExports3["Bc"]; - _sodium_hex2bin2 = Module3["_sodium_hex2bin"] = wasmExports3["Cc"]; - _sodium_base64_encoded_len2 = Module3["_sodium_base64_encoded_len"] = wasmExports3["Dc"]; - _sodium_bin2base642 = Module3["_sodium_bin2base64"] = wasmExports3["Ec"]; - _sodium_base642bin2 = Module3["_sodium_base642bin"] = wasmExports3["Fc"]; - _sodium_init2 = Module3["_sodium_init"] = wasmExports3["Gc"]; - _sodium_pad2 = Module3["_sodium_pad"] = wasmExports3["Hc"]; - _sodium_unpad2 = Module3["_sodium_unpad"] = wasmExports3["Ic"]; - _sodium_version_string2 = Module3["_sodium_version_string"] = wasmExports3["Jc"]; - _sodium_library_version_major2 = Module3["_sodium_library_version_major"] = wasmExports3["Kc"]; - _sodium_library_version_minor2 = Module3["_sodium_library_version_minor"] = wasmExports3["Lc"]; - _sodium_library_minimal2 = Module3["_sodium_library_minimal"] = wasmExports3["Mc"]; - _malloc2 = Module3["_malloc"] = wasmExports3["Nc"]; - _free2 = Module3["_free"] = wasmExports3["Oc"]; - dynCall_iiiji2 = wasmExports3["dynCall_iiiji"]; - dynCall_iiij2 = wasmExports3["dynCall_iiij"]; - dynCall_iijii2 = wasmExports3["dynCall_iijii"]; - dynCall_iiijiji2 = wasmExports3["dynCall_iiijiji"]; - dynCall_iiijiii2 = wasmExports3["dynCall_iiijiii"]; - memory2 = wasmMemory2 = wasmExports3["e"]; - __indirect_function_table2 = wasmExports3["__indirect_function_table"]; - } - var wasmImports2 = { b: ___assert_fail2, c: __abort_js2, a: _emscripten_asm_const_int2, d: _emscripten_resize_heap2 }; - function run2() { - if (runDependencies2 > 0) { - dependenciesFulfilled2 = run2; - return; - } - preRun2(); - if (runDependencies2 > 0) { - dependenciesFulfilled2 = run2; - return; - } - function doRun() { - Module3["calledRun"] = true; - if (ABORT2) return; - initRuntime2(); - Module3["onRuntimeInitialized"]?.(); - postRun2(); - } - if (Module3["setStatus"]) { - Module3["setStatus"]("Running..."); - setTimeout(() => { - setTimeout(() => Module3["setStatus"](""), 1); - doRun(); - }, 1); - } else { - doRun(); - } - } - var wasmExports2; - createWasm2(); - run2(); - }); - }; - var Module2 = typeof Module2 != "undefined" ? Module2 : {}; - var ENVIRONMENT_IS_WEB = !!globalThis.window; - var ENVIRONMENT_IS_WORKER = !!globalThis.WorkerGlobalScope; - var ENVIRONMENT_IS_NODE = globalThis.process?.versions?.node && globalThis.process?.type != "renderer"; - var arguments_ = []; - var thisProgram = "./this.program"; - var quit_ = (status, toThrow) => { - throw toThrow; - }; - var _scriptName = globalThis.document?.currentScript?.src; - if (typeof __filename != "undefined") { - _scriptName = __filename; - } else if (ENVIRONMENT_IS_WORKER) { - _scriptName = self.location.href; - } - var scriptDirectory = ""; - var readAsync, readBinary; - if (ENVIRONMENT_IS_NODE) { - var fs = require_fs(); - scriptDirectory = __dirname + "/"; - readBinary = (filename) => { - filename = isFileURI(filename) ? new URL(filename) : filename; - var ret = fs.readFileSync(filename); - return ret; - }; - readAsync = async (filename, binary = true) => { - filename = isFileURI(filename) ? new URL(filename) : filename; - var ret = fs.readFileSync(filename, binary ? void 0 : "utf8"); - return ret; - }; - if (process.argv.length > 1) { - thisProgram = process.argv[1].replace(/\\/g, "/"); - } - arguments_ = process.argv.slice(2); - if (typeof module != "undefined") { - module["exports"] = Module2; - } - quit_ = (status, toThrow) => { - process.exitCode = status; - throw toThrow; - }; - } else if (ENVIRONMENT_IS_WEB || ENVIRONMENT_IS_WORKER) { - try { - scriptDirectory = new URL(".", _scriptName).href; - } catch { - } - { - if (ENVIRONMENT_IS_WORKER) { - readBinary = (url) => { - var xhr = new XMLHttpRequest(); - xhr.open("GET", url, false); - xhr.responseType = "arraybuffer"; - xhr.send(null); - return new Uint8Array(xhr.response); - }; - } - readAsync = async (url) => { - if (isFileURI(url)) { - return new Promise((resolve2, reject2) => { - var xhr = new XMLHttpRequest(); - xhr.open("GET", url, true); - xhr.responseType = "arraybuffer"; - xhr.onload = () => { - if (xhr.status == 200 || xhr.status == 0 && xhr.response) { - resolve2(xhr.response); - return; - } - reject2(xhr.status); - }; - xhr.onerror = reject2; - xhr.send(null); - }); - } - var response = await fetch(url, { credentials: "same-origin" }); - if (response.ok) { - return response.arrayBuffer(); - } - throw new Error(response.status + " : " + response.url); - }; - } - } else { - } - var out = console.log.bind(console); - var err = console.error.bind(console); - var wasmBinary; - var ABORT = false; - var isFileURI = (filename) => filename.startsWith("file://"); - function binaryDecode(bin) { - for (var i2 = 0, l = bin.length, o = new Uint8Array(l), c; i2 < l; ++i2) { - c = bin.charCodeAt(i2); - o[i2] = ~c >> 8 & c; - } - return o; - } - var HEAP8, HEAPU8, HEAP16, HEAPU16, HEAP32, HEAPU32, HEAPF32, HEAPF64; - var runtimeInitialized = false; - function updateMemoryViews() { - var b = wasmMemory.buffer; - HEAP8 = new Int8Array(b); - HEAP16 = new Int16Array(b); - Module2["HEAPU8"] = HEAPU8 = new Uint8Array(b); - HEAPU16 = new Uint16Array(b); - HEAP32 = new Int32Array(b); - HEAPU32 = new Uint32Array(b); - HEAPF32 = new Float32Array(b); - HEAPF64 = new Float64Array(b); - } - function preRun() { - if (Module2["preRun"]) { - if (typeof Module2["preRun"] == "function") Module2["preRun"] = [Module2["preRun"]]; - while (Module2["preRun"].length) { - addOnPreRun(Module2["preRun"].shift()); - } - } - callRuntimeCallbacks(onPreRuns); - } - function initRuntime() { - runtimeInitialized = true; - } - function postRun() { - if (Module2["postRun"]) { - if (typeof Module2["postRun"] == "function") Module2["postRun"] = [Module2["postRun"]]; - while (Module2["postRun"].length) { - addOnPostRun(Module2["postRun"].shift()); - } - } - callRuntimeCallbacks(onPostRuns); - } - function abort(what) { - Module2["onAbort"]?.(what); - what = "Aborted(" + what + ")"; - err(what); - ABORT = true; - what += ". 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return getBinarySync(binaryFile); - } - async function instantiateArrayBuffer(binaryFile, imports) { - try { - var binary = await getWasmBinary(binaryFile); - var instance = await WebAssembly.instantiate(binary, imports); - return instance; - } catch (reason) { - err(`failed to asynchronously prepare wasm: ${reason}`); - abort(reason); - } - } - async function instantiateAsync(binary, binaryFile, imports) { - return instantiateArrayBuffer(binaryFile, imports); - } - function getWasmImports() { - var imports = { a: wasmImports }; - return imports; - } - async function createWasm() { - function receiveInstance(instance, module2) { - wasmExports = instance.exports; - assignWasmExports(wasmExports); - updateMemoryViews(); - removeRunDependency("wasm-instantiate"); - return wasmExports; - } - addRunDependency("wasm-instantiate"); - function receiveInstantiationResult(result2) { - return receiveInstance(result2["instance"]); - } - var info = getWasmImports(); - if (Module2["instantiateWasm"]) { - return new Promise((resolve2, reject2) => { - Module2["instantiateWasm"](info, (inst, mod) => { - resolve2(receiveInstance(inst, mod)); - }); - }); - } - wasmBinaryFile ??= findWasmBinary(); - var result = await instantiateAsync(wasmBinary, wasmBinaryFile, info); - var exports3 = receiveInstantiationResult(result); - return exports3; - } - class ExitStatus { - name = "ExitStatus"; - constructor(status) { - this.message = `Program terminated with exit(${status})`; - this.status = status; - } - } - var callRuntimeCallbacks = (callbacks) => { - while (callbacks.length > 0) { - callbacks.shift()(Module2); - } - }; - var onPostRuns = []; - var addOnPostRun = (cb) => onPostRuns.push(cb); - var onPreRuns = []; - var addOnPreRun = (cb) => onPreRuns.push(cb); - var runDependencies = 0; - var dependenciesFulfilled = null; - var removeRunDependency = (id) => { - runDependencies--; - Module2["monitorRunDependencies"]?.(runDependencies); - if (runDependencies == 0) { - if (dependenciesFulfilled) { - var callback = dependenciesFulfilled; - dependenciesFulfilled = null; - callback(); - } - } - }; - var addRunDependency = (id) => { - runDependencies++; - Module2["monitorRunDependencies"]?.(runDependencies); - }; - function getValue(ptr, type = "i8") { - if (type.endsWith("*")) type = "*"; - switch (type) { - case "i1": - return HEAP8[ptr]; - case "i8": - return HEAP8[ptr]; - case "i16": - return HEAP16[ptr >> 1]; - case "i32": - return HEAP32[ptr >> 2]; - case "i64": - abort("to do getValue(i64) use WASM_BIGINT"); - case "float": - return HEAPF32[ptr >> 2]; - case "double": - return HEAPF64[ptr >> 3]; - case "*": - return HEAPU32[ptr >> 2]; - default: - abort(`invalid type for getValue: ${type}`); - } - } - var noExitRuntime = true; - function setValue(ptr, value, type = "i8") { - if (type.endsWith("*")) type = "*"; - switch (type) { - case "i1": - HEAP8[ptr] = value; - break; - case "i8": - HEAP8[ptr] = value; - break; - case "i16": - HEAP16[ptr >> 1] = value; - break; - case "i32": - HEAP32[ptr >> 2] = value; - break; - case "i64": - abort("to do setValue(i64) use WASM_BIGINT"); - case "float": - HEAPF32[ptr >> 2] = value; - break; - case "double": - HEAPF64[ptr >> 3] = value; - break; - case "*": - HEAPU32[ptr >> 2] = value; - break; - default: - abort(`invalid type for setValue: ${type}`); - } - } - var UTF8Decoder = globalThis.TextDecoder && new TextDecoder(); - var findStringEnd = (heapOrArray, idx, maxBytesToRead, ignoreNul) => { - var maxIdx = idx + maxBytesToRead; - if (ignoreNul) return maxIdx; - while (heapOrArray[idx] && !(idx >= maxIdx)) ++idx; - return idx; - }; - var UTF8ArrayToString = (heapOrArray, idx = 0, maxBytesToRead, ignoreNul) => { - var endPtr = findStringEnd(heapOrArray, idx, maxBytesToRead, ignoreNul); - if (endPtr - idx > 16 && heapOrArray.buffer && UTF8Decoder) { - return UTF8Decoder.decode(heapOrArray.subarray(idx, endPtr)); - } - var str = ""; - while (idx < endPtr) { - var u0 = heapOrArray[idx++]; - if (!(u0 & 128)) { - str += String.fromCharCode(u0); - continue; - } - var u1 = heapOrArray[idx++] & 63; - if ((u0 & 224) == 192) { - str += String.fromCharCode((u0 & 31) << 6 | u1); - continue; - } - var u2 = heapOrArray[idx++] & 63; - if ((u0 & 240) == 224) { - u0 = (u0 & 15) << 12 | u1 << 6 | u2; - } else { - u0 = (u0 & 7) << 18 | u1 << 12 | u2 << 6 | heapOrArray[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; - }; - var UTF8ToString = (ptr, maxBytesToRead, ignoreNul) => ptr ? UTF8ArrayToString(HEAPU8, ptr, maxBytesToRead, ignoreNul) : ""; - var ___assert_fail = (condition, filename, line, func) => abort(`Assertion failed: ${UTF8ToString(condition)}, at: ` + [filename ? UTF8ToString(filename) : "unknown filename", line, func ? UTF8ToString(func) : "unknown function"]); - var __abort_js = () => abort(""); - var readEmAsmArgsArray = []; - var readEmAsmArgs = (sigPtr, buf) => { - readEmAsmArgsArray.length = 0; - var ch; - while (ch = HEAPU8[sigPtr++]) { - var wide = ch != 105; - wide &= ch != 112; - buf += wide && buf % 8 ? 4 : 0; - readEmAsmArgsArray.push(ch == 112 ? HEAPU32[buf >> 2] : ch == 105 ? HEAP32[buf >> 2] : HEAPF64[buf >> 3]); - buf += wide ? 8 : 4; - } - return readEmAsmArgsArray; - }; - var runEmAsmFunction = (code, sigPtr, argbuf) => { - var args = readEmAsmArgs(sigPtr, argbuf); - return ASM_CONSTS[code](...args); - }; - var _emscripten_asm_const_int = (code, sigPtr, argbuf) => runEmAsmFunction(code, sigPtr, argbuf); - var getHeapMax = () => 2147483648; - var alignMemory = (size, alignment) => Math.ceil(size / alignment) * alignment; - var growMemory = (size) => { - var oldHeapSize = wasmMemory.buffer.byteLength; - var pages = (size - oldHeapSize + 65535) / 65536 | 0; - try { - wasmMemory.grow(pages); - updateMemoryViews(); - return 1; - } catch (e) { - } - }; - var _emscripten_resize_heap = (requestedSize) => { - var oldSize = HEAPU8.length; - requestedSize >>>= 0; - var maxHeapSize = getHeapMax(); - if (requestedSize > maxHeapSize) { - return false; - } - for (var cutDown = 1; cutDown <= 4; cutDown *= 2) { - var overGrownHeapSize = oldSize * (1 + 0.2 / cutDown); - overGrownHeapSize = Math.min(overGrownHeapSize, requestedSize + 100663296); - var newSize = Math.min(maxHeapSize, alignMemory(Math.max(requestedSize, overGrownHeapSize), 65536)); - var replacement = growMemory(newSize); - if (replacement) { - return true; - } - } - return false; - }; - for (var base64ReverseLookup = new Uint8Array(123), i = 25; i >= 0; --i) { - base64ReverseLookup[48 + i] = 52 + i; - base64ReverseLookup[65 + i] = i; - base64ReverseLookup[97 + i] = 26 + i; - } - base64ReverseLookup[43] = 62; - base64ReverseLookup[47] = 63; - { - if (Module2["noExitRuntime"]) noExitRuntime = Module2["noExitRuntime"]; - if (Module2["print"]) out = Module2["print"]; - if (Module2["printErr"]) err = Module2["printErr"]; - if (Module2["wasmBinary"]) wasmBinary = Module2["wasmBinary"]; - if (Module2["arguments"]) arguments_ = Module2["arguments"]; - if (Module2["thisProgram"]) thisProgram = Module2["thisProgram"]; - if (Module2["preInit"]) { - if (typeof Module2["preInit"] == "function") Module2["preInit"] = [Module2["preInit"]]; - while (Module2["preInit"].length > 0) { - Module2["preInit"].shift()(); - } - } - } - Module2["setValue"] = setValue; - Module2["getValue"] = getValue; - Module2["UTF8ToString"] = UTF8ToString; - var ASM_CONSTS = { 39368: () => Module2.getRandomValue(), 39404: () => { - if (Module2.getRandomValue === void 0) { - try { - var window_2 = "object" === typeof window ? window : self; - var crypto_2 = typeof window_2.crypto !== "undefined" ? window_2.crypto : window_2.msCrypto; - crypto_2 = crypto_2 === void 0 ? crypto3 : crypto_2; - var randomValuesStandard2 = function() { - var buf = new Uint32Array(1); - crypto_2.getRandomValues(buf); - return buf[0] >>> 0; - }; - randomValuesStandard2(); - Module2.getRandomValue = randomValuesStandard2; - } catch (e) { - try { - var crypto3 = require_crypto(); - var randomValueNodeJS2 = function() { - var buf = crypto3["randomBytes"](4); - return (buf[0] << 24 | buf[1] << 16 | buf[2] << 8 | buf[3]) >>> 0; - }; - randomValueNodeJS2(); - Module2.getRandomValue = randomValueNodeJS2; - } catch (e2) { - throw "No secure random number generator found"; - } - } - } - } }; - var _crypto_aead_aegis128l_keybytes, _crypto_aead_aegis128l_nsecbytes, _crypto_aead_aegis128l_npubbytes, _crypto_aead_aegis128l_abytes, _crypto_aead_aegis128l_messagebytes_max, _crypto_aead_aegis128l_keygen, _crypto_aead_aegis128l_encrypt, _crypto_aead_aegis128l_encrypt_detached, _crypto_aead_aegis128l_decrypt, _crypto_aead_aegis128l_decrypt_detached, _crypto_aead_aegis256_keybytes, _crypto_aead_aegis256_nsecbytes, _crypto_aead_aegis256_npubbytes, _crypto_aead_aegis256_abytes, _crypto_aead_aegis256_messagebytes_max, _crypto_aead_aegis256_keygen, _crypto_aead_aegis256_encrypt, _crypto_aead_aegis256_encrypt_detached, _crypto_aead_aegis256_decrypt, _crypto_aead_aegis256_decrypt_detached, _crypto_aead_aes256gcm_is_available, _crypto_aead_chacha20poly1305_encrypt_detached, _crypto_aead_chacha20poly1305_encrypt, _crypto_aead_chacha20poly1305_ietf_encrypt_detached, _crypto_aead_chacha20poly1305_ietf_encrypt, _crypto_aead_chacha20poly1305_decrypt_detached, _crypto_aead_chacha20poly1305_decrypt, _crypto_aead_chacha20poly1305_ietf_decrypt_detached, _crypto_aead_chacha20poly1305_ietf_decrypt, _crypto_aead_chacha20poly1305_ietf_keybytes, _crypto_aead_chacha20poly1305_ietf_npubbytes, _crypto_aead_chacha20poly1305_ietf_nsecbytes, _crypto_aead_chacha20poly1305_ietf_abytes, _crypto_aead_chacha20poly1305_ietf_messagebytes_max, _crypto_aead_chacha20poly1305_ietf_keygen, _crypto_aead_chacha20poly1305_keybytes, _crypto_aead_chacha20poly1305_npubbytes, _crypto_aead_chacha20poly1305_nsecbytes, _crypto_aead_chacha20poly1305_abytes, _crypto_aead_chacha20poly1305_messagebytes_max, _crypto_aead_chacha20poly1305_keygen, _crypto_aead_xchacha20poly1305_ietf_encrypt_detached, _crypto_aead_xchacha20poly1305_ietf_encrypt, _crypto_aead_xchacha20poly1305_ietf_decrypt_detached, _crypto_aead_xchacha20poly1305_ietf_decrypt, _crypto_aead_xchacha20poly1305_ietf_keybytes, _crypto_aead_xchacha20poly1305_ietf_npubbytes, _crypto_aead_xchacha20poly1305_ietf_nsecbytes, _crypto_aead_xchacha20poly1305_ietf_abytes, _crypto_aead_xchacha20poly1305_ietf_messagebytes_max, _crypto_aead_xchacha20poly1305_ietf_keygen, _crypto_auth_bytes, _crypto_auth_keybytes, _crypto_auth, _crypto_auth_verify, _crypto_auth_keygen, _crypto_box_seedbytes, _crypto_box_publickeybytes, _crypto_box_secretkeybytes, _crypto_box_beforenmbytes, _crypto_box_noncebytes, _crypto_box_macbytes, _crypto_box_messagebytes_max, _crypto_box_seed_keypair, _crypto_box_keypair, _crypto_box_beforenm, _crypto_box_detached_afternm, _crypto_box_detached, _crypto_box_easy_afternm, _crypto_box_easy, _crypto_box_open_detached_afternm, _crypto_box_open_detached, _crypto_box_open_easy_afternm, _crypto_box_open_easy, _crypto_box_seal, _crypto_box_seal_open, _crypto_box_sealbytes, _crypto_generichash_bytes_min, _crypto_generichash_bytes_max, _crypto_generichash_bytes, _crypto_generichash_keybytes_min, _crypto_generichash_keybytes_max, _crypto_generichash_keybytes, _crypto_generichash_statebytes, _crypto_generichash, _crypto_generichash_init, _crypto_generichash_update, _crypto_generichash_final, _crypto_generichash_keygen, _crypto_hash_bytes, _crypto_hash, _crypto_kdf_bytes_min, _crypto_kdf_bytes_max, _crypto_kdf_contextbytes, _crypto_kdf_keybytes, _crypto_kdf_derive_from_key, _crypto_kdf_keygen, _crypto_kdf_hkdf_sha256_extract_init, _crypto_kdf_hkdf_sha256_extract_update, _crypto_kdf_hkdf_sha256_extract_final, _crypto_kdf_hkdf_sha256_extract, _crypto_kdf_hkdf_sha256_keygen, _crypto_kdf_hkdf_sha256_expand, _crypto_kdf_hkdf_sha256_keybytes, _crypto_kdf_hkdf_sha256_bytes_min, _crypto_kdf_hkdf_sha256_bytes_max, _crypto_kdf_hkdf_sha256_statebytes, _crypto_kdf_hkdf_sha512_extract_init, _crypto_kdf_hkdf_sha512_extract_update, _crypto_kdf_hkdf_sha512_extract_final, _crypto_kdf_hkdf_sha512_extract, _crypto_kdf_hkdf_sha512_keygen, _crypto_kdf_hkdf_sha512_expand, _crypto_kdf_hkdf_sha512_keybytes, _crypto_kdf_hkdf_sha512_bytes_min, _crypto_kdf_hkdf_sha512_bytes_max, _crypto_kdf_hkdf_sha512_statebytes, _crypto_kx_seed_keypair, _crypto_kx_keypair, _crypto_kx_client_session_keys, _crypto_kx_server_session_keys, _crypto_kx_publickeybytes, _crypto_kx_secretkeybytes, _crypto_kx_seedbytes, _crypto_kx_sessionkeybytes, _crypto_scalarmult_base, _crypto_scalarmult, _crypto_scalarmult_bytes, _crypto_scalarmult_scalarbytes, _crypto_secretbox_keybytes, _crypto_secretbox_noncebytes, _crypto_secretbox_macbytes, _crypto_secretbox_messagebytes_max, _crypto_secretbox_keygen, _crypto_secretbox_detached, _crypto_secretbox_easy, _crypto_secretbox_open_detached, _crypto_secretbox_open_easy, _crypto_secretstream_xchacha20poly1305_keygen, _crypto_secretstream_xchacha20poly1305_init_push, _crypto_secretstream_xchacha20poly1305_init_pull, _crypto_secretstream_xchacha20poly1305_rekey, _crypto_secretstream_xchacha20poly1305_push, _crypto_secretstream_xchacha20poly1305_pull, _crypto_secretstream_xchacha20poly1305_statebytes, _crypto_secretstream_xchacha20poly1305_abytes, _crypto_secretstream_xchacha20poly1305_headerbytes, _crypto_secretstream_xchacha20poly1305_keybytes, _crypto_secretstream_xchacha20poly1305_messagebytes_max, _crypto_secretstream_xchacha20poly1305_tag_message, _crypto_secretstream_xchacha20poly1305_tag_push, _crypto_secretstream_xchacha20poly1305_tag_rekey, _crypto_secretstream_xchacha20poly1305_tag_final, _crypto_shorthash_bytes, _crypto_shorthash_keybytes, _crypto_shorthash, _crypto_shorthash_keygen, _crypto_sign_statebytes, _crypto_sign_bytes, _crypto_sign_seedbytes, _crypto_sign_publickeybytes, _crypto_sign_secretkeybytes, _crypto_sign_messagebytes_max, _crypto_sign_seed_keypair, _crypto_sign_keypair, _crypto_sign, _crypto_sign_open, _crypto_sign_detached, _crypto_sign_verify_detached, _crypto_sign_init, _crypto_sign_update, _crypto_sign_final_create, _crypto_sign_final_verify, _crypto_sign_ed25519_pk_to_curve25519, _crypto_sign_ed25519_sk_to_curve25519, _randombytes_random, _randombytes_stir, _randombytes_uniform, _randombytes_buf, _randombytes_buf_deterministic, _randombytes_seedbytes, _randombytes_close, _randombytes, _sodium_bin2hex, _sodium_hex2bin, _sodium_base64_encoded_len, _sodium_bin2base64, _sodium_base642bin, _sodium_init, _sodium_pad, _sodium_unpad, _sodium_version_string, _sodium_library_version_major, _sodium_library_version_minor, _sodium_library_minimal, _malloc, _free, dynCall_iiiji, dynCall_iiij, dynCall_iijii, dynCall_iiijiji, dynCall_iiijiii, memory, __indirect_function_table, wasmMemory; - function assignWasmExports(wasmExports2) { - _crypto_aead_aegis128l_keybytes = Module2["_crypto_aead_aegis128l_keybytes"] = wasmExports2["f"]; - _crypto_aead_aegis128l_nsecbytes = Module2["_crypto_aead_aegis128l_nsecbytes"] = wasmExports2["g"]; - _crypto_aead_aegis128l_npubbytes = Module2["_crypto_aead_aegis128l_npubbytes"] = wasmExports2["h"]; - _crypto_aead_aegis128l_abytes = Module2["_crypto_aead_aegis128l_abytes"] = wasmExports2["i"]; - _crypto_aead_aegis128l_messagebytes_max = Module2["_crypto_aead_aegis128l_messagebytes_max"] = wasmExports2["j"]; - _crypto_aead_aegis128l_keygen = Module2["_crypto_aead_aegis128l_keygen"] = wasmExports2["k"]; - _crypto_aead_aegis128l_encrypt = Module2["_crypto_aead_aegis128l_encrypt"] = wasmExports2["l"]; - _crypto_aead_aegis128l_encrypt_detached = Module2["_crypto_aead_aegis128l_encrypt_detached"] = wasmExports2["m"]; - _crypto_aead_aegis128l_decrypt = Module2["_crypto_aead_aegis128l_decrypt"] = wasmExports2["n"]; - _crypto_aead_aegis128l_decrypt_detached = Module2["_crypto_aead_aegis128l_decrypt_detached"] = wasmExports2["o"]; - _crypto_aead_aegis256_keybytes = Module2["_crypto_aead_aegis256_keybytes"] = wasmExports2["p"]; - _crypto_aead_aegis256_nsecbytes = Module2["_crypto_aead_aegis256_nsecbytes"] = wasmExports2["q"]; - _crypto_aead_aegis256_npubbytes = Module2["_crypto_aead_aegis256_npubbytes"] = wasmExports2["r"]; - _crypto_aead_aegis256_abytes = Module2["_crypto_aead_aegis256_abytes"] = wasmExports2["s"]; - _crypto_aead_aegis256_messagebytes_max = Module2["_crypto_aead_aegis256_messagebytes_max"] = wasmExports2["t"]; - _crypto_aead_aegis256_keygen = Module2["_crypto_aead_aegis256_keygen"] = wasmExports2["u"]; - _crypto_aead_aegis256_encrypt = Module2["_crypto_aead_aegis256_encrypt"] = wasmExports2["v"]; - _crypto_aead_aegis256_encrypt_detached = Module2["_crypto_aead_aegis256_encrypt_detached"] = wasmExports2["w"]; - _crypto_aead_aegis256_decrypt = Module2["_crypto_aead_aegis256_decrypt"] = wasmExports2["x"]; - _crypto_aead_aegis256_decrypt_detached = Module2["_crypto_aead_aegis256_decrypt_detached"] = wasmExports2["y"]; - _crypto_aead_aes256gcm_is_available = Module2["_crypto_aead_aes256gcm_is_available"] = wasmExports2["z"]; - _crypto_aead_chacha20poly1305_encrypt_detached = Module2["_crypto_aead_chacha20poly1305_encrypt_detached"] = wasmExports2["A"]; - _crypto_aead_chacha20poly1305_encrypt = Module2["_crypto_aead_chacha20poly1305_encrypt"] = wasmExports2["B"]; - _crypto_aead_chacha20poly1305_ietf_encrypt_detached = Module2["_crypto_aead_chacha20poly1305_ietf_encrypt_detached"] = wasmExports2["C"]; - _crypto_aead_chacha20poly1305_ietf_encrypt = Module2["_crypto_aead_chacha20poly1305_ietf_encrypt"] = wasmExports2["D"]; - _crypto_aead_chacha20poly1305_decrypt_detached = Module2["_crypto_aead_chacha20poly1305_decrypt_detached"] = wasmExports2["E"]; - _crypto_aead_chacha20poly1305_decrypt = Module2["_crypto_aead_chacha20poly1305_decrypt"] = wasmExports2["F"]; - _crypto_aead_chacha20poly1305_ietf_decrypt_detached = Module2["_crypto_aead_chacha20poly1305_ietf_decrypt_detached"] = wasmExports2["G"]; - _crypto_aead_chacha20poly1305_ietf_decrypt = Module2["_crypto_aead_chacha20poly1305_ietf_decrypt"] = wasmExports2["H"]; - _crypto_aead_chacha20poly1305_ietf_keybytes = Module2["_crypto_aead_chacha20poly1305_ietf_keybytes"] = wasmExports2["I"]; - _crypto_aead_chacha20poly1305_ietf_npubbytes = Module2["_crypto_aead_chacha20poly1305_ietf_npubbytes"] = wasmExports2["J"]; - _crypto_aead_chacha20poly1305_ietf_nsecbytes = Module2["_crypto_aead_chacha20poly1305_ietf_nsecbytes"] = wasmExports2["K"]; - _crypto_aead_chacha20poly1305_ietf_abytes = Module2["_crypto_aead_chacha20poly1305_ietf_abytes"] = wasmExports2["L"]; - _crypto_aead_chacha20poly1305_ietf_messagebytes_max = Module2["_crypto_aead_chacha20poly1305_ietf_messagebytes_max"] = wasmExports2["M"]; - _crypto_aead_chacha20poly1305_ietf_keygen = Module2["_crypto_aead_chacha20poly1305_ietf_keygen"] = wasmExports2["N"]; - _crypto_aead_chacha20poly1305_keybytes = Module2["_crypto_aead_chacha20poly1305_keybytes"] = wasmExports2["O"]; - _crypto_aead_chacha20poly1305_npubbytes = Module2["_crypto_aead_chacha20poly1305_npubbytes"] = wasmExports2["P"]; - _crypto_aead_chacha20poly1305_nsecbytes = Module2["_crypto_aead_chacha20poly1305_nsecbytes"] = wasmExports2["Q"]; - _crypto_aead_chacha20poly1305_abytes = Module2["_crypto_aead_chacha20poly1305_abytes"] = wasmExports2["R"]; - _crypto_aead_chacha20poly1305_messagebytes_max = Module2["_crypto_aead_chacha20poly1305_messagebytes_max"] = wasmExports2["S"]; - _crypto_aead_chacha20poly1305_keygen = Module2["_crypto_aead_chacha20poly1305_keygen"] = wasmExports2["T"]; - _crypto_aead_xchacha20poly1305_ietf_encrypt_detached = Module2["_crypto_aead_xchacha20poly1305_ietf_encrypt_detached"] = wasmExports2["U"]; - _crypto_aead_xchacha20poly1305_ietf_encrypt = Module2["_crypto_aead_xchacha20poly1305_ietf_encrypt"] = wasmExports2["V"]; - _crypto_aead_xchacha20poly1305_ietf_decrypt_detached = Module2["_crypto_aead_xchacha20poly1305_ietf_decrypt_detached"] = wasmExports2["W"]; - _crypto_aead_xchacha20poly1305_ietf_decrypt = Module2["_crypto_aead_xchacha20poly1305_ietf_decrypt"] = wasmExports2["X"]; - _crypto_aead_xchacha20poly1305_ietf_keybytes = Module2["_crypto_aead_xchacha20poly1305_ietf_keybytes"] = wasmExports2["Y"]; - _crypto_aead_xchacha20poly1305_ietf_npubbytes = Module2["_crypto_aead_xchacha20poly1305_ietf_npubbytes"] = wasmExports2["Z"]; - _crypto_aead_xchacha20poly1305_ietf_nsecbytes = Module2["_crypto_aead_xchacha20poly1305_ietf_nsecbytes"] = wasmExports2["_"]; - _crypto_aead_xchacha20poly1305_ietf_abytes = Module2["_crypto_aead_xchacha20poly1305_ietf_abytes"] = wasmExports2["$"]; - _crypto_aead_xchacha20poly1305_ietf_messagebytes_max = Module2["_crypto_aead_xchacha20poly1305_ietf_messagebytes_max"] = wasmExports2["aa"]; - _crypto_aead_xchacha20poly1305_ietf_keygen = Module2["_crypto_aead_xchacha20poly1305_ietf_keygen"] = wasmExports2["ba"]; - _crypto_auth_bytes = Module2["_crypto_auth_bytes"] = wasmExports2["ca"]; - _crypto_auth_keybytes = Module2["_crypto_auth_keybytes"] = wasmExports2["da"]; - _crypto_auth = Module2["_crypto_auth"] = wasmExports2["ea"]; - _crypto_auth_verify = Module2["_crypto_auth_verify"] = wasmExports2["fa"]; - _crypto_auth_keygen = Module2["_crypto_auth_keygen"] = wasmExports2["ga"]; - _crypto_box_seedbytes = Module2["_crypto_box_seedbytes"] = wasmExports2["ha"]; - _crypto_box_publickeybytes = Module2["_crypto_box_publickeybytes"] = wasmExports2["ia"]; - _crypto_box_secretkeybytes = Module2["_crypto_box_secretkeybytes"] = wasmExports2["ja"]; - _crypto_box_beforenmbytes = Module2["_crypto_box_beforenmbytes"] = wasmExports2["ka"]; - _crypto_box_noncebytes = Module2["_crypto_box_noncebytes"] = wasmExports2["la"]; - _crypto_box_macbytes = Module2["_crypto_box_macbytes"] = wasmExports2["ma"]; - _crypto_box_messagebytes_max = Module2["_crypto_box_messagebytes_max"] = wasmExports2["na"]; - _crypto_box_seed_keypair = Module2["_crypto_box_seed_keypair"] = wasmExports2["oa"]; - _crypto_box_keypair = Module2["_crypto_box_keypair"] = wasmExports2["pa"]; - _crypto_box_beforenm = Module2["_crypto_box_beforenm"] = wasmExports2["qa"]; - _crypto_box_detached_afternm = Module2["_crypto_box_detached_afternm"] = wasmExports2["ra"]; - _crypto_box_detached = Module2["_crypto_box_detached"] = wasmExports2["sa"]; - _crypto_box_easy_afternm = Module2["_crypto_box_easy_afternm"] = wasmExports2["ta"]; - _crypto_box_easy = Module2["_crypto_box_easy"] = wasmExports2["ua"]; - _crypto_box_open_detached_afternm = Module2["_crypto_box_open_detached_afternm"] = wasmExports2["va"]; - _crypto_box_open_detached = Module2["_crypto_box_open_detached"] = wasmExports2["wa"]; - _crypto_box_open_easy_afternm = Module2["_crypto_box_open_easy_afternm"] = wasmExports2["xa"]; - _crypto_box_open_easy = Module2["_crypto_box_open_easy"] = wasmExports2["ya"]; - _crypto_box_seal = Module2["_crypto_box_seal"] = wasmExports2["za"]; - _crypto_box_seal_open = Module2["_crypto_box_seal_open"] = wasmExports2["Aa"]; - _crypto_box_sealbytes = Module2["_crypto_box_sealbytes"] = wasmExports2["Ba"]; - _crypto_generichash_bytes_min = Module2["_crypto_generichash_bytes_min"] = wasmExports2["Ca"]; - _crypto_generichash_bytes_max = Module2["_crypto_generichash_bytes_max"] = wasmExports2["Da"]; - _crypto_generichash_bytes = Module2["_crypto_generichash_bytes"] = wasmExports2["Ea"]; - _crypto_generichash_keybytes_min = Module2["_crypto_generichash_keybytes_min"] = wasmExports2["Fa"]; - _crypto_generichash_keybytes_max = Module2["_crypto_generichash_keybytes_max"] = wasmExports2["Ga"]; - _crypto_generichash_keybytes = Module2["_crypto_generichash_keybytes"] = wasmExports2["Ha"]; - _crypto_generichash_statebytes = Module2["_crypto_generichash_statebytes"] = wasmExports2["Ia"]; - _crypto_generichash = Module2["_crypto_generichash"] = wasmExports2["Ja"]; - _crypto_generichash_init = Module2["_crypto_generichash_init"] = wasmExports2["Ka"]; - _crypto_generichash_update = Module2["_crypto_generichash_update"] = wasmExports2["La"]; - _crypto_generichash_final = Module2["_crypto_generichash_final"] = wasmExports2["Ma"]; - _crypto_generichash_keygen = Module2["_crypto_generichash_keygen"] = wasmExports2["Na"]; - _crypto_hash_bytes = Module2["_crypto_hash_bytes"] = wasmExports2["Oa"]; - _crypto_hash = Module2["_crypto_hash"] = wasmExports2["Pa"]; - _crypto_kdf_bytes_min = Module2["_crypto_kdf_bytes_min"] = wasmExports2["Qa"]; - _crypto_kdf_bytes_max = Module2["_crypto_kdf_bytes_max"] = wasmExports2["Ra"]; - _crypto_kdf_contextbytes = Module2["_crypto_kdf_contextbytes"] = wasmExports2["Sa"]; - _crypto_kdf_keybytes = Module2["_crypto_kdf_keybytes"] = wasmExports2["Ta"]; - _crypto_kdf_derive_from_key = Module2["_crypto_kdf_derive_from_key"] = wasmExports2["Ua"]; - _crypto_kdf_keygen = Module2["_crypto_kdf_keygen"] = wasmExports2["Va"]; - _crypto_kdf_hkdf_sha256_extract_init = Module2["_crypto_kdf_hkdf_sha256_extract_init"] = wasmExports2["Wa"]; - _crypto_kdf_hkdf_sha256_extract_update = Module2["_crypto_kdf_hkdf_sha256_extract_update"] = wasmExports2["Xa"]; - _crypto_kdf_hkdf_sha256_extract_final = Module2["_crypto_kdf_hkdf_sha256_extract_final"] = wasmExports2["Ya"]; - _crypto_kdf_hkdf_sha256_extract = Module2["_crypto_kdf_hkdf_sha256_extract"] = wasmExports2["Za"]; - _crypto_kdf_hkdf_sha256_keygen = Module2["_crypto_kdf_hkdf_sha256_keygen"] = wasmExports2["_a"]; - _crypto_kdf_hkdf_sha256_expand = Module2["_crypto_kdf_hkdf_sha256_expand"] = wasmExports2["$a"]; - _crypto_kdf_hkdf_sha256_keybytes = Module2["_crypto_kdf_hkdf_sha256_keybytes"] = wasmExports2["ab"]; - _crypto_kdf_hkdf_sha256_bytes_min = Module2["_crypto_kdf_hkdf_sha256_bytes_min"] = wasmExports2["bb"]; - _crypto_kdf_hkdf_sha256_bytes_max = Module2["_crypto_kdf_hkdf_sha256_bytes_max"] = wasmExports2["cb"]; - _crypto_kdf_hkdf_sha256_statebytes = Module2["_crypto_kdf_hkdf_sha256_statebytes"] = wasmExports2["db"]; - _crypto_kdf_hkdf_sha512_extract_init = Module2["_crypto_kdf_hkdf_sha512_extract_init"] = wasmExports2["eb"]; - _crypto_kdf_hkdf_sha512_extract_update = Module2["_crypto_kdf_hkdf_sha512_extract_update"] = wasmExports2["fb"]; - _crypto_kdf_hkdf_sha512_extract_final = Module2["_crypto_kdf_hkdf_sha512_extract_final"] = wasmExports2["gb"]; - _crypto_kdf_hkdf_sha512_extract = Module2["_crypto_kdf_hkdf_sha512_extract"] = wasmExports2["hb"]; - _crypto_kdf_hkdf_sha512_keygen = Module2["_crypto_kdf_hkdf_sha512_keygen"] = wasmExports2["ib"]; - _crypto_kdf_hkdf_sha512_expand = Module2["_crypto_kdf_hkdf_sha512_expand"] = wasmExports2["jb"]; - _crypto_kdf_hkdf_sha512_keybytes = Module2["_crypto_kdf_hkdf_sha512_keybytes"] = wasmExports2["kb"]; - _crypto_kdf_hkdf_sha512_bytes_min = Module2["_crypto_kdf_hkdf_sha512_bytes_min"] = wasmExports2["lb"]; - _crypto_kdf_hkdf_sha512_bytes_max = Module2["_crypto_kdf_hkdf_sha512_bytes_max"] = wasmExports2["mb"]; - _crypto_kdf_hkdf_sha512_statebytes = Module2["_crypto_kdf_hkdf_sha512_statebytes"] = wasmExports2["nb"]; - _crypto_kx_seed_keypair = Module2["_crypto_kx_seed_keypair"] = wasmExports2["ob"]; - _crypto_kx_keypair = Module2["_crypto_kx_keypair"] = wasmExports2["pb"]; - _crypto_kx_client_session_keys = Module2["_crypto_kx_client_session_keys"] = wasmExports2["qb"]; - _crypto_kx_server_session_keys = Module2["_crypto_kx_server_session_keys"] = wasmExports2["rb"]; - _crypto_kx_publickeybytes = Module2["_crypto_kx_publickeybytes"] = wasmExports2["sb"]; - _crypto_kx_secretkeybytes = Module2["_crypto_kx_secretkeybytes"] = wasmExports2["tb"]; - _crypto_kx_seedbytes = Module2["_crypto_kx_seedbytes"] = wasmExports2["ub"]; - _crypto_kx_sessionkeybytes = Module2["_crypto_kx_sessionkeybytes"] = wasmExports2["vb"]; - _crypto_scalarmult_base = Module2["_crypto_scalarmult_base"] = wasmExports2["wb"]; - _crypto_scalarmult = Module2["_crypto_scalarmult"] = wasmExports2["xb"]; - _crypto_scalarmult_bytes = Module2["_crypto_scalarmult_bytes"] = wasmExports2["yb"]; - _crypto_scalarmult_scalarbytes = Module2["_crypto_scalarmult_scalarbytes"] = wasmExports2["zb"]; - _crypto_secretbox_keybytes = Module2["_crypto_secretbox_keybytes"] = wasmExports2["Ab"]; - _crypto_secretbox_noncebytes = Module2["_crypto_secretbox_noncebytes"] = wasmExports2["Bb"]; - _crypto_secretbox_macbytes = Module2["_crypto_secretbox_macbytes"] = wasmExports2["Cb"]; - _crypto_secretbox_messagebytes_max = Module2["_crypto_secretbox_messagebytes_max"] = wasmExports2["Db"]; - _crypto_secretbox_keygen = Module2["_crypto_secretbox_keygen"] = wasmExports2["Eb"]; - _crypto_secretbox_detached = Module2["_crypto_secretbox_detached"] = wasmExports2["Fb"]; - _crypto_secretbox_easy = Module2["_crypto_secretbox_easy"] = wasmExports2["Gb"]; - _crypto_secretbox_open_detached = Module2["_crypto_secretbox_open_detached"] = wasmExports2["Hb"]; - _crypto_secretbox_open_easy = Module2["_crypto_secretbox_open_easy"] = wasmExports2["Ib"]; - _crypto_secretstream_xchacha20poly1305_keygen = Module2["_crypto_secretstream_xchacha20poly1305_keygen"] = wasmExports2["Jb"]; - _crypto_secretstream_xchacha20poly1305_init_push = Module2["_crypto_secretstream_xchacha20poly1305_init_push"] = wasmExports2["Kb"]; - _crypto_secretstream_xchacha20poly1305_init_pull = Module2["_crypto_secretstream_xchacha20poly1305_init_pull"] = wasmExports2["Lb"]; - _crypto_secretstream_xchacha20poly1305_rekey = Module2["_crypto_secretstream_xchacha20poly1305_rekey"] = wasmExports2["Mb"]; - _crypto_secretstream_xchacha20poly1305_push = Module2["_crypto_secretstream_xchacha20poly1305_push"] = wasmExports2["Nb"]; - _crypto_secretstream_xchacha20poly1305_pull = Module2["_crypto_secretstream_xchacha20poly1305_pull"] = wasmExports2["Ob"]; - _crypto_secretstream_xchacha20poly1305_statebytes = Module2["_crypto_secretstream_xchacha20poly1305_statebytes"] = wasmExports2["Pb"]; - _crypto_secretstream_xchacha20poly1305_abytes = Module2["_crypto_secretstream_xchacha20poly1305_abytes"] = wasmExports2["Qb"]; - _crypto_secretstream_xchacha20poly1305_headerbytes = Module2["_crypto_secretstream_xchacha20poly1305_headerbytes"] = wasmExports2["Rb"]; - _crypto_secretstream_xchacha20poly1305_keybytes = Module2["_crypto_secretstream_xchacha20poly1305_keybytes"] = wasmExports2["Sb"]; - _crypto_secretstream_xchacha20poly1305_messagebytes_max = Module2["_crypto_secretstream_xchacha20poly1305_messagebytes_max"] = wasmExports2["Tb"]; - _crypto_secretstream_xchacha20poly1305_tag_message = Module2["_crypto_secretstream_xchacha20poly1305_tag_message"] = wasmExports2["Ub"]; - _crypto_secretstream_xchacha20poly1305_tag_push = Module2["_crypto_secretstream_xchacha20poly1305_tag_push"] = wasmExports2["Vb"]; - _crypto_secretstream_xchacha20poly1305_tag_rekey = Module2["_crypto_secretstream_xchacha20poly1305_tag_rekey"] = wasmExports2["Wb"]; - _crypto_secretstream_xchacha20poly1305_tag_final = Module2["_crypto_secretstream_xchacha20poly1305_tag_final"] = wasmExports2["Xb"]; - _crypto_shorthash_bytes = Module2["_crypto_shorthash_bytes"] = wasmExports2["Yb"]; - _crypto_shorthash_keybytes = Module2["_crypto_shorthash_keybytes"] = wasmExports2["Zb"]; - _crypto_shorthash = Module2["_crypto_shorthash"] = wasmExports2["_b"]; - _crypto_shorthash_keygen = Module2["_crypto_shorthash_keygen"] = wasmExports2["$b"]; - _crypto_sign_statebytes = Module2["_crypto_sign_statebytes"] = wasmExports2["ac"]; - _crypto_sign_bytes = Module2["_crypto_sign_bytes"] = wasmExports2["bc"]; - _crypto_sign_seedbytes = Module2["_crypto_sign_seedbytes"] = wasmExports2["cc"]; - _crypto_sign_publickeybytes = Module2["_crypto_sign_publickeybytes"] = wasmExports2["dc"]; - _crypto_sign_secretkeybytes = Module2["_crypto_sign_secretkeybytes"] = wasmExports2["ec"]; - _crypto_sign_messagebytes_max = Module2["_crypto_sign_messagebytes_max"] = wasmExports2["fc"]; - _crypto_sign_seed_keypair = Module2["_crypto_sign_seed_keypair"] = wasmExports2["gc"]; - _crypto_sign_keypair = Module2["_crypto_sign_keypair"] = wasmExports2["hc"]; - _crypto_sign = Module2["_crypto_sign"] = wasmExports2["ic"]; - _crypto_sign_open = Module2["_crypto_sign_open"] = wasmExports2["jc"]; - _crypto_sign_detached = Module2["_crypto_sign_detached"] = wasmExports2["kc"]; - _crypto_sign_verify_detached = Module2["_crypto_sign_verify_detached"] = wasmExports2["lc"]; - _crypto_sign_init = Module2["_crypto_sign_init"] = wasmExports2["mc"]; - _crypto_sign_update = Module2["_crypto_sign_update"] = wasmExports2["nc"]; - _crypto_sign_final_create = Module2["_crypto_sign_final_create"] = wasmExports2["oc"]; - _crypto_sign_final_verify = Module2["_crypto_sign_final_verify"] = wasmExports2["pc"]; - _crypto_sign_ed25519_pk_to_curve25519 = Module2["_crypto_sign_ed25519_pk_to_curve25519"] = wasmExports2["qc"]; - _crypto_sign_ed25519_sk_to_curve25519 = Module2["_crypto_sign_ed25519_sk_to_curve25519"] = wasmExports2["rc"]; - _randombytes_random = Module2["_randombytes_random"] = wasmExports2["sc"]; - _randombytes_stir = Module2["_randombytes_stir"] = wasmExports2["tc"]; - _randombytes_uniform = Module2["_randombytes_uniform"] = wasmExports2["uc"]; - _randombytes_buf = Module2["_randombytes_buf"] = wasmExports2["vc"]; - _randombytes_buf_deterministic = Module2["_randombytes_buf_deterministic"] = wasmExports2["wc"]; - _randombytes_seedbytes = Module2["_randombytes_seedbytes"] = wasmExports2["xc"]; - _randombytes_close = Module2["_randombytes_close"] = wasmExports2["yc"]; - _randombytes = Module2["_randombytes"] = wasmExports2["zc"]; - _sodium_bin2hex = Module2["_sodium_bin2hex"] = wasmExports2["Ac"]; - _sodium_hex2bin = Module2["_sodium_hex2bin"] = wasmExports2["Bc"]; - _sodium_base64_encoded_len = Module2["_sodium_base64_encoded_len"] = wasmExports2["Cc"]; - _sodium_bin2base64 = Module2["_sodium_bin2base64"] = wasmExports2["Dc"]; - _sodium_base642bin = Module2["_sodium_base642bin"] = wasmExports2["Ec"]; - _sodium_init = Module2["_sodium_init"] = wasmExports2["Fc"]; - _sodium_pad = Module2["_sodium_pad"] = wasmExports2["Gc"]; - _sodium_unpad = Module2["_sodium_unpad"] = wasmExports2["Hc"]; - _sodium_version_string = Module2["_sodium_version_string"] = wasmExports2["Ic"]; - _sodium_library_version_major = Module2["_sodium_library_version_major"] = wasmExports2["Jc"]; - _sodium_library_version_minor = Module2["_sodium_library_version_minor"] = wasmExports2["Kc"]; - _sodium_library_minimal = Module2["_sodium_library_minimal"] = wasmExports2["Lc"]; - _malloc = Module2["_malloc"] = wasmExports2["Mc"]; - _free = Module2["_free"] = wasmExports2["Nc"]; - dynCall_iiiji = wasmExports2["dynCall_iiiji"]; - dynCall_iiij = wasmExports2["dynCall_iiij"]; - dynCall_iijii = wasmExports2["dynCall_iijii"]; - dynCall_iiijiji = wasmExports2["dynCall_iiijiji"]; - dynCall_iiijiii = wasmExports2["dynCall_iiijiii"]; - memory = wasmMemory = wasmExports2["e"]; - __indirect_function_table = wasmExports2["__indirect_function_table"]; - } - var wasmImports = { b: ___assert_fail, c: __abort_js, a: _emscripten_asm_const_int, d: _emscripten_resize_heap }; - function run() { - if (runDependencies > 0) { - dependenciesFulfilled = run; - return; - } - preRun(); - if (runDependencies > 0) { - dependenciesFulfilled = run; - return; - } - function doRun() { - Module2["calledRun"] = true; - if (ABORT) return; - initRuntime(); - Module2["onRuntimeInitialized"]?.(); - postRun(); - } - if (Module2["setStatus"]) { - Module2["setStatus"]("Running..."); - setTimeout(() => { - setTimeout(() => Module2["setStatus"](""), 1); - doRun(); - }, 1); - } else { - doRun(); - } - } - var wasmExports; - createWasm(); - run(); - }).catch(function() { - return _Module.useBackupModule(); - }); - return Module; - } - if (typeof define === "function" && define.amd) { - define(["exports"], expose_libsodium); - } else if (typeof exports === "object" && typeof exports.nodeName !== "string") { - expose_libsodium(exports); - } else { - root.libsodium = expose_libsodium(root.libsodium_mod || (root.commonJsStrict = {})); - } - })(exports); - } -}); - -// ../../node_modules/libsodium-wrappers/dist/modules/libsodium-wrappers.js -var require_libsodium_wrappers = __commonJS({ - "../../node_modules/libsodium-wrappers/dist/modules/libsodium-wrappers.js"(exports) { - !(function(e) { - function a(e2, a2) { - "use strict"; - var r2, t = "uint8array", _ = a2.ready.then((function() { - function t2() { - if (0 !== r2._sodium_init()) throw new Error("libsodium was not correctly initialized."); - for (var a3 = ["crypto_aead_aegis128l_decrypt", "crypto_aead_aegis128l_decrypt_detached", "crypto_aead_aegis128l_encrypt", "crypto_aead_aegis128l_encrypt_detached", "crypto_aead_aegis128l_keygen", "crypto_aead_aegis256_decrypt", "crypto_aead_aegis256_decrypt_detached", "crypto_aead_aegis256_encrypt", "crypto_aead_aegis256_encrypt_detached", "crypto_aead_aegis256_keygen", "crypto_aead_chacha20poly1305_decrypt", "crypto_aead_chacha20poly1305_decrypt_detached", "crypto_aead_chacha20poly1305_encrypt", "crypto_aead_chacha20poly1305_encrypt_detached", "crypto_aead_chacha20poly1305_ietf_decrypt", "crypto_aead_chacha20poly1305_ietf_decrypt_detached", "crypto_aead_chacha20poly1305_ietf_encrypt", "crypto_aead_chacha20poly1305_ietf_encrypt_detached", "crypto_aead_chacha20poly1305_ietf_keygen", "crypto_aead_chacha20poly1305_keygen", "crypto_aead_xchacha20poly1305_ietf_decrypt", "crypto_aead_xchacha20poly1305_ietf_decrypt_detached", "crypto_aead_xchacha20poly1305_ietf_encrypt", "crypto_aead_xchacha20poly1305_ietf_encrypt_detached", "crypto_aead_xchacha20poly1305_ietf_keygen", "crypto_auth", "crypto_auth_hmacsha256", "crypto_auth_hmacsha256_final", "crypto_auth_hmacsha256_init", "crypto_auth_hmacsha256_keygen", "crypto_auth_hmacsha256_update", "crypto_auth_hmacsha256_verify", "crypto_auth_hmacsha512", "crypto_auth_hmacsha512256", "crypto_auth_hmacsha512256_final", "crypto_auth_hmacsha512256_init", "crypto_auth_hmacsha512256_keygen", "crypto_auth_hmacsha512256_update", "crypto_auth_hmacsha512256_verify", "crypto_auth_hmacsha512_final", "crypto_auth_hmacsha512_init", "crypto_auth_hmacsha512_keygen", "crypto_auth_hmacsha512_update", "crypto_auth_hmacsha512_verify", "crypto_auth_keygen", "crypto_auth_verify", "crypto_box_beforenm", "crypto_box_curve25519xchacha20poly1305_beforenm", "crypto_box_curve25519xchacha20poly1305_detached", "crypto_box_curve25519xchacha20poly1305_detached_afternm", "crypto_box_curve25519xchacha20poly1305_easy", "crypto_box_curve25519xchacha20poly1305_easy_afternm", "crypto_box_curve25519xchacha20poly1305_keypair", "crypto_box_curve25519xchacha20poly1305_open_detached", "crypto_box_curve25519xchacha20poly1305_open_detached_afternm", "crypto_box_curve25519xchacha20poly1305_open_easy", "crypto_box_curve25519xchacha20poly1305_open_easy_afternm", "crypto_box_curve25519xchacha20poly1305_seal", "crypto_box_curve25519xchacha20poly1305_seal_open", "crypto_box_curve25519xchacha20poly1305_seed_keypair", "crypto_box_detached", "crypto_box_easy", "crypto_box_easy_afternm", "crypto_box_keypair", "crypto_box_open_detached", "crypto_box_open_easy", "crypto_box_open_easy_afternm", "crypto_box_seal", "crypto_box_seal_open", "crypto_box_seed_keypair", "crypto_core_ed25519_add", "crypto_core_ed25519_from_hash", "crypto_core_ed25519_from_uniform", "crypto_core_ed25519_is_valid_point", "crypto_core_ed25519_random", "crypto_core_ed25519_scalar_add", "crypto_core_ed25519_scalar_complement", "crypto_core_ed25519_scalar_invert", "crypto_core_ed25519_scalar_mul", "crypto_core_ed25519_scalar_negate", "crypto_core_ed25519_scalar_random", "crypto_core_ed25519_scalar_reduce", "crypto_core_ed25519_scalar_sub", "crypto_core_ed25519_sub", "crypto_core_hchacha20", "crypto_core_hsalsa20", "crypto_core_ristretto255_add", "crypto_core_ristretto255_from_hash", "crypto_core_ristretto255_is_valid_point", "crypto_core_ristretto255_random", "crypto_core_ristretto255_scalar_add", "crypto_core_ristretto255_scalar_complement", "crypto_core_ristretto255_scalar_invert", "crypto_core_ristretto255_scalar_mul", "crypto_core_ristretto255_scalar_negate", "crypto_core_ristretto255_scalar_random", "crypto_core_ristretto255_scalar_reduce", "crypto_core_ristretto255_scalar_sub", "crypto_core_ristretto255_sub", "crypto_generichash", "crypto_generichash_blake2b_salt_personal", "crypto_generichash_final", "crypto_generichash_init", "crypto_generichash_keygen", "crypto_generichash_update", "crypto_hash", "crypto_hash_sha256", "crypto_hash_sha256_final", "crypto_hash_sha256_init", "crypto_hash_sha256_update", "crypto_hash_sha512", "crypto_hash_sha512_final", "crypto_hash_sha512_init", "crypto_hash_sha512_update", "crypto_kdf_derive_from_key", "crypto_kdf_keygen", "crypto_kx_client_session_keys", "crypto_kx_keypair", "crypto_kx_seed_keypair", "crypto_kx_server_session_keys", "crypto_onetimeauth", "crypto_onetimeauth_final", "crypto_onetimeauth_init", "crypto_onetimeauth_keygen", "crypto_onetimeauth_update", "crypto_onetimeauth_verify", "crypto_pwhash", "crypto_pwhash_scryptsalsa208sha256", "crypto_pwhash_scryptsalsa208sha256_ll", "crypto_pwhash_scryptsalsa208sha256_str", "crypto_pwhash_scryptsalsa208sha256_str_verify", "crypto_pwhash_str", "crypto_pwhash_str_needs_rehash", "crypto_pwhash_str_verify", "crypto_scalarmult", "crypto_scalarmult_base", "crypto_scalarmult_ed25519", "crypto_scalarmult_ed25519_base", "crypto_scalarmult_ed25519_base_noclamp", "crypto_scalarmult_ed25519_noclamp", "crypto_scalarmult_ristretto255", "crypto_scalarmult_ristretto255_base", "crypto_secretbox_detached", "crypto_secretbox_easy", "crypto_secretbox_keygen", "crypto_secretbox_open_detached", "crypto_secretbox_open_easy", "crypto_secretstream_xchacha20poly1305_init_pull", "crypto_secretstream_xchacha20poly1305_init_push", "crypto_secretstream_xchacha20poly1305_keygen", "crypto_secretstream_xchacha20poly1305_pull", "crypto_secretstream_xchacha20poly1305_push", "crypto_secretstream_xchacha20poly1305_rekey", "crypto_shorthash", "crypto_shorthash_keygen", "crypto_shorthash_siphashx24", "crypto_sign", "crypto_sign_detached", "crypto_sign_ed25519_pk_to_curve25519", "crypto_sign_ed25519_sk_to_curve25519", "crypto_sign_ed25519_sk_to_pk", "crypto_sign_ed25519_sk_to_seed", "crypto_sign_final_create", "crypto_sign_final_verify", "crypto_sign_init", "crypto_sign_keypair", "crypto_sign_open", "crypto_sign_seed_keypair", "crypto_sign_update", "crypto_sign_verify_detached", "crypto_stream_chacha20", "crypto_stream_chacha20_ietf_xor", "crypto_stream_chacha20_ietf_xor_ic", "crypto_stream_chacha20_keygen", "crypto_stream_chacha20_xor", "crypto_stream_chacha20_xor_ic", "crypto_stream_keygen", "crypto_stream_xchacha20_keygen", "crypto_stream_xchacha20_xor", "crypto_stream_xchacha20_xor_ic", "randombytes_buf", "randombytes_buf_deterministic", "randombytes_close", "randombytes_random", "randombytes_set_implementation", "randombytes_stir", "randombytes_uniform", "sodium_version_string"], t3 = [x, k, S, T, w, Y, B, A, M, I, K, N, L, O, U, C, P, R, X, G, D, F, V, H, W, q, j, z, J, Q, Z, $, ee, ae, re, te, _e, ne, se, ce, he, oe, pe, ye, ie, le, ue, de, ve, ge, be, fe, me, Ee, xe, ke, Se, Te, we, Ye, Be, Ae, Me, Ie, Ke, Ne, Le, Oe, Ue, Ce, Pe, Re, Xe, Ge, De, Fe, Ve, He, We, qe, je, ze, Je, Qe, Ze, $e, ea, aa, ra, ta, _a, na, sa, ca, ha, oa, pa, ya, ia, la, ua, da, va, ga, ba, fa, ma, Ea, xa, ka, Sa, Ta, wa, Ya, Ba, Aa, Ma, Ia, Ka, Na, La, Oa, Ua, Ca, Pa, Ra, Xa, Ga, Da, Fa, Va, Ha, Wa, qa, ja, za, Ja, Qa, Za, $a, er, ar, rr, tr, _r, nr, sr, cr, hr, or, pr, yr, ir, lr, ur, dr, vr, gr, br, fr, mr, Er, xr, kr, Sr, Tr, wr, Yr, Br, Ar, Mr, Ir, Kr, Nr, Lr, Or, Ur, Cr, Pr, Rr, Xr, Gr, Dr, Fr, Vr, Hr, Wr, qr], _3 = 0; _3 < t3.length; _3++) "function" == typeof r2["_" + a3[_3]] && (e2[a3[_3]] = t3[_3]); - var n3 = ["SODIUM_LIBRARY_VERSION_MAJOR", "SODIUM_LIBRARY_VERSION_MINOR", "crypto_aead_aegis128l_ABYTES", "crypto_aead_aegis128l_KEYBYTES", "crypto_aead_aegis128l_MESSAGEBYTES_MAX", "crypto_aead_aegis128l_NPUBBYTES", "crypto_aead_aegis128l_NSECBYTES", "crypto_aead_aegis256_ABYTES", "crypto_aead_aegis256_KEYBYTES", "crypto_aead_aegis256_MESSAGEBYTES_MAX", "crypto_aead_aegis256_NPUBBYTES", "crypto_aead_aegis256_NSECBYTES", "crypto_aead_aes256gcm_ABYTES", "crypto_aead_aes256gcm_KEYBYTES", "crypto_aead_aes256gcm_MESSAGEBYTES_MAX", "crypto_aead_aes256gcm_NPUBBYTES", "crypto_aead_aes256gcm_NSECBYTES", "crypto_aead_chacha20poly1305_ABYTES", "crypto_aead_chacha20poly1305_IETF_ABYTES", "crypto_aead_chacha20poly1305_IETF_KEYBYTES", "crypto_aead_chacha20poly1305_IETF_MESSAGEBYTES_MAX", "crypto_aead_chacha20poly1305_IETF_NPUBBYTES", "crypto_aead_chacha20poly1305_IETF_NSECBYTES", "crypto_aead_chacha20poly1305_KEYBYTES", "crypto_aead_chacha20poly1305_MESSAGEBYTES_MAX", "crypto_aead_chacha20poly1305_NPUBBYTES", "crypto_aead_chacha20poly1305_NSECBYTES", "crypto_aead_chacha20poly1305_ietf_ABYTES", "crypto_aead_chacha20poly1305_ietf_KEYBYTES", "crypto_aead_chacha20poly1305_ietf_MESSAGEBYTES_MAX", "crypto_aead_chacha20poly1305_ietf_NPUBBYTES", "crypto_aead_chacha20poly1305_ietf_NSECBYTES", "crypto_aead_xchacha20poly1305_IETF_ABYTES", "crypto_aead_xchacha20poly1305_IETF_KEYBYTES", "crypto_aead_xchacha20poly1305_IETF_MESSAGEBYTES_MAX", "crypto_aead_xchacha20poly1305_IETF_NPUBBYTES", "crypto_aead_xchacha20poly1305_IETF_NSECBYTES", "crypto_aead_xchacha20poly1305_ietf_ABYTES", "crypto_aead_xchacha20poly1305_ietf_KEYBYTES", "crypto_aead_xchacha20poly1305_ietf_MESSAGEBYTES_MAX", "crypto_aead_xchacha20poly1305_ietf_NPUBBYTES", "crypto_aead_xchacha20poly1305_ietf_NSECBYTES", "crypto_auth_BYTES", "crypto_auth_KEYBYTES", "crypto_auth_hmacsha256_BYTES", "crypto_auth_hmacsha256_KEYBYTES", "crypto_auth_hmacsha512256_BYTES", "crypto_auth_hmacsha512256_KEYBYTES", "crypto_auth_hmacsha512_BYTES", "crypto_auth_hmacsha512_KEYBYTES", "crypto_box_BEFORENMBYTES", "crypto_box_MACBYTES", "crypto_box_MESSAGEBYTES_MAX", "crypto_box_NONCEBYTES", "crypto_box_PUBLICKEYBYTES", "crypto_box_SEALBYTES", "crypto_box_SECRETKEYBYTES", "crypto_box_SEEDBYTES", "crypto_box_curve25519xchacha20poly1305_BEFORENMBYTES", "crypto_box_curve25519xchacha20poly1305_MACBYTES", "crypto_box_curve25519xchacha20poly1305_MESSAGEBYTES_MAX", "crypto_box_curve25519xchacha20poly1305_NONCEBYTES", "crypto_box_curve25519xchacha20poly1305_PUBLICKEYBYTES", "crypto_box_curve25519xchacha20poly1305_SEALBYTES", "crypto_box_curve25519xchacha20poly1305_SECRETKEYBYTES", "crypto_box_curve25519xchacha20poly1305_SEEDBYTES", "crypto_box_curve25519xsalsa20poly1305_BEFORENMBYTES", "crypto_box_curve25519xsalsa20poly1305_MACBYTES", "crypto_box_curve25519xsalsa20poly1305_MESSAGEBYTES_MAX", "crypto_box_curve25519xsalsa20poly1305_NONCEBYTES", "crypto_box_curve25519xsalsa20poly1305_PUBLICKEYBYTES", "crypto_box_curve25519xsalsa20poly1305_SECRETKEYBYTES", "crypto_box_curve25519xsalsa20poly1305_SEEDBYTES", "crypto_core_ed25519_BYTES", "crypto_core_ed25519_HASHBYTES", "crypto_core_ed25519_NONREDUCEDSCALARBYTES", "crypto_core_ed25519_SCALARBYTES", "crypto_core_ed25519_UNIFORMBYTES", "crypto_core_hchacha20_CONSTBYTES", "crypto_core_hchacha20_INPUTBYTES", "crypto_core_hchacha20_KEYBYTES", "crypto_core_hchacha20_OUTPUTBYTES", "crypto_core_hsalsa20_CONSTBYTES", "crypto_core_hsalsa20_INPUTBYTES", "crypto_core_hsalsa20_KEYBYTES", "crypto_core_hsalsa20_OUTPUTBYTES", "crypto_core_ristretto255_BYTES", "crypto_core_ristretto255_HASHBYTES", "crypto_core_ristretto255_NONREDUCEDSCALARBYTES", "crypto_core_ristretto255_SCALARBYTES", "crypto_core_salsa2012_CONSTBYTES", "crypto_core_salsa2012_INPUTBYTES", "crypto_core_salsa2012_KEYBYTES", "crypto_core_salsa2012_OUTPUTBYTES", "crypto_core_salsa208_CONSTBYTES", "crypto_core_salsa208_INPUTBYTES", "crypto_core_salsa208_KEYBYTES", "crypto_core_salsa208_OUTPUTBYTES", "crypto_core_salsa20_CONSTBYTES", "crypto_core_salsa20_INPUTBYTES", "crypto_core_salsa20_KEYBYTES", "crypto_core_salsa20_OUTPUTBYTES", "crypto_generichash_BYTES", "crypto_generichash_BYTES_MAX", "crypto_generichash_BYTES_MIN", "crypto_generichash_KEYBYTES", "crypto_generichash_KEYBYTES_MAX", "crypto_generichash_KEYBYTES_MIN", "crypto_generichash_blake2b_BYTES", "crypto_generichash_blake2b_BYTES_MAX", "crypto_generichash_blake2b_BYTES_MIN", "crypto_generichash_blake2b_KEYBYTES", "crypto_generichash_blake2b_KEYBYTES_MAX", "crypto_generichash_blake2b_KEYBYTES_MIN", "crypto_generichash_blake2b_PERSONALBYTES", "crypto_generichash_blake2b_SALTBYTES", "crypto_hash_BYTES", "crypto_hash_sha256_BYTES", "crypto_hash_sha512_BYTES", "crypto_kdf_BYTES_MAX", "crypto_kdf_BYTES_MIN", "crypto_kdf_CONTEXTBYTES", "crypto_kdf_KEYBYTES", "crypto_kdf_blake2b_BYTES_MAX", "crypto_kdf_blake2b_BYTES_MIN", "crypto_kdf_blake2b_CONTEXTBYTES", "crypto_kdf_blake2b_KEYBYTES", "crypto_kdf_hkdf_sha256_BYTES_MAX", "crypto_kdf_hkdf_sha256_BYTES_MIN", "crypto_kdf_hkdf_sha256_KEYBYTES", "crypto_kdf_hkdf_sha512_BYTES_MAX", "crypto_kdf_hkdf_sha512_BYTES_MIN", "crypto_kdf_hkdf_sha512_KEYBYTES", "crypto_kx_PUBLICKEYBYTES", "crypto_kx_SECRETKEYBYTES", "crypto_kx_SEEDBYTES", "crypto_kx_SESSIONKEYBYTES", "crypto_onetimeauth_BYTES", "crypto_onetimeauth_KEYBYTES", "crypto_onetimeauth_poly1305_BYTES", "crypto_onetimeauth_poly1305_KEYBYTES", "crypto_pwhash_ALG_ARGON2I13", "crypto_pwhash_ALG_ARGON2ID13", "crypto_pwhash_ALG_DEFAULT", "crypto_pwhash_BYTES_MAX", "crypto_pwhash_BYTES_MIN", "crypto_pwhash_MEMLIMIT_INTERACTIVE", "crypto_pwhash_MEMLIMIT_MAX", "crypto_pwhash_MEMLIMIT_MIN", "crypto_pwhash_MEMLIMIT_MODERATE", "crypto_pwhash_MEMLIMIT_SENSITIVE", "crypto_pwhash_OPSLIMIT_INTERACTIVE", "crypto_pwhash_OPSLIMIT_MAX", "crypto_pwhash_OPSLIMIT_MIN", "crypto_pwhash_OPSLIMIT_MODERATE", "crypto_pwhash_OPSLIMIT_SENSITIVE", "crypto_pwhash_PASSWD_MAX", "crypto_pwhash_PASSWD_MIN", "crypto_pwhash_SALTBYTES", "crypto_pwhash_STRBYTES", "crypto_pwhash_argon2i_BYTES_MAX", "crypto_pwhash_argon2i_BYTES_MIN", "crypto_pwhash_argon2i_MEMLIMIT_INTERACTIVE", "crypto_pwhash_argon2i_MEMLIMIT_MAX", "crypto_pwhash_argon2i_MEMLIMIT_MIN", "crypto_pwhash_argon2i_MEMLIMIT_MODERATE", "crypto_pwhash_argon2i_MEMLIMIT_SENSITIVE", "crypto_pwhash_argon2i_OPSLIMIT_INTERACTIVE", "crypto_pwhash_argon2i_OPSLIMIT_MAX", "crypto_pwhash_argon2i_OPSLIMIT_MIN", "crypto_pwhash_argon2i_OPSLIMIT_MODERATE", "crypto_pwhash_argon2i_OPSLIMIT_SENSITIVE", "crypto_pwhash_argon2i_PASSWD_MAX", "crypto_pwhash_argon2i_PASSWD_MIN", "crypto_pwhash_argon2i_SALTBYTES", "crypto_pwhash_argon2i_STRBYTES", "crypto_pwhash_argon2id_BYTES_MAX", "crypto_pwhash_argon2id_BYTES_MIN", "crypto_pwhash_argon2id_MEMLIMIT_INTERACTIVE", "crypto_pwhash_argon2id_MEMLIMIT_MAX", "crypto_pwhash_argon2id_MEMLIMIT_MIN", "crypto_pwhash_argon2id_MEMLIMIT_MODERATE", "crypto_pwhash_argon2id_MEMLIMIT_SENSITIVE", "crypto_pwhash_argon2id_OPSLIMIT_INTERACTIVE", "crypto_pwhash_argon2id_OPSLIMIT_MAX", "crypto_pwhash_argon2id_OPSLIMIT_MIN", "crypto_pwhash_argon2id_OPSLIMIT_MODERATE", "crypto_pwhash_argon2id_OPSLIMIT_SENSITIVE", "crypto_pwhash_argon2id_PASSWD_MAX", "crypto_pwhash_argon2id_PASSWD_MIN", "crypto_pwhash_argon2id_SALTBYTES", "crypto_pwhash_argon2id_STRBYTES", "crypto_pwhash_scryptsalsa208sha256_BYTES_MAX", "crypto_pwhash_scryptsalsa208sha256_BYTES_MIN", "crypto_pwhash_scryptsalsa208sha256_MEMLIMIT_INTERACTIVE", "crypto_pwhash_scryptsalsa208sha256_MEMLIMIT_MAX", "crypto_pwhash_scryptsalsa208sha256_MEMLIMIT_MIN", "crypto_pwhash_scryptsalsa208sha256_MEMLIMIT_SENSITIVE", "crypto_pwhash_scryptsalsa208sha256_OPSLIMIT_INTERACTIVE", "crypto_pwhash_scryptsalsa208sha256_OPSLIMIT_MAX", "crypto_pwhash_scryptsalsa208sha256_OPSLIMIT_MIN", "crypto_pwhash_scryptsalsa208sha256_OPSLIMIT_SENSITIVE", "crypto_pwhash_scryptsalsa208sha256_PASSWD_MAX", "crypto_pwhash_scryptsalsa208sha256_PASSWD_MIN", "crypto_pwhash_scryptsalsa208sha256_SALTBYTES", "crypto_pwhash_scryptsalsa208sha256_STRBYTES", "crypto_scalarmult_BYTES", "crypto_scalarmult_SCALARBYTES", "crypto_scalarmult_curve25519_BYTES", "crypto_scalarmult_curve25519_SCALARBYTES", "crypto_scalarmult_ed25519_BYTES", "crypto_scalarmult_ed25519_SCALARBYTES", "crypto_scalarmult_ristretto255_BYTES", "crypto_scalarmult_ristretto255_SCALARBYTES", "crypto_secretbox_KEYBYTES", "crypto_secretbox_MACBYTES", "crypto_secretbox_MESSAGEBYTES_MAX", "crypto_secretbox_NONCEBYTES", "crypto_secretbox_xchacha20poly1305_KEYBYTES", "crypto_secretbox_xchacha20poly1305_MACBYTES", "crypto_secretbox_xchacha20poly1305_MESSAGEBYTES_MAX", "crypto_secretbox_xchacha20poly1305_NONCEBYTES", "crypto_secretbox_xsalsa20poly1305_KEYBYTES", "crypto_secretbox_xsalsa20poly1305_MACBYTES", "crypto_secretbox_xsalsa20poly1305_MESSAGEBYTES_MAX", "crypto_secretbox_xsalsa20poly1305_NONCEBYTES", "crypto_secretstream_xchacha20poly1305_ABYTES", "crypto_secretstream_xchacha20poly1305_HEADERBYTES", "crypto_secretstream_xchacha20poly1305_KEYBYTES", "crypto_secretstream_xchacha20poly1305_MESSAGEBYTES_MAX", "crypto_secretstream_xchacha20poly1305_TAG_FINAL", "crypto_secretstream_xchacha20poly1305_TAG_MESSAGE", "crypto_secretstream_xchacha20poly1305_TAG_PUSH", "crypto_secretstream_xchacha20poly1305_TAG_REKEY", "crypto_shorthash_BYTES", "crypto_shorthash_KEYBYTES", "crypto_shorthash_siphash24_BYTES", "crypto_shorthash_siphash24_KEYBYTES", "crypto_shorthash_siphashx24_BYTES", "crypto_shorthash_siphashx24_KEYBYTES", "crypto_sign_BYTES", "crypto_sign_MESSAGEBYTES_MAX", "crypto_sign_PUBLICKEYBYTES", "crypto_sign_SECRETKEYBYTES", "crypto_sign_SEEDBYTES", "crypto_sign_ed25519_BYTES", "crypto_sign_ed25519_MESSAGEBYTES_MAX", "crypto_sign_ed25519_PUBLICKEYBYTES", "crypto_sign_ed25519_SECRETKEYBYTES", "crypto_sign_ed25519_SEEDBYTES", "crypto_stream_KEYBYTES", "crypto_stream_MESSAGEBYTES_MAX", "crypto_stream_NONCEBYTES", "crypto_stream_chacha20_IETF_KEYBYTES", "crypto_stream_chacha20_IETF_MESSAGEBYTES_MAX", "crypto_stream_chacha20_IETF_NONCEBYTES", "crypto_stream_chacha20_KEYBYTES", "crypto_stream_chacha20_MESSAGEBYTES_MAX", "crypto_stream_chacha20_NONCEBYTES", "crypto_stream_chacha20_ietf_KEYBYTES", "crypto_stream_chacha20_ietf_MESSAGEBYTES_MAX", "crypto_stream_chacha20_ietf_NONCEBYTES", "crypto_stream_salsa2012_KEYBYTES", "crypto_stream_salsa2012_MESSAGEBYTES_MAX", "crypto_stream_salsa2012_NONCEBYTES", "crypto_stream_salsa208_KEYBYTES", "crypto_stream_salsa208_MESSAGEBYTES_MAX", "crypto_stream_salsa208_NONCEBYTES", "crypto_stream_salsa20_KEYBYTES", "crypto_stream_salsa20_MESSAGEBYTES_MAX", "crypto_stream_salsa20_NONCEBYTES", "crypto_stream_xchacha20_KEYBYTES", "crypto_stream_xchacha20_MESSAGEBYTES_MAX", "crypto_stream_xchacha20_NONCEBYTES", "crypto_stream_xsalsa20_KEYBYTES", "crypto_stream_xsalsa20_MESSAGEBYTES_MAX", "crypto_stream_xsalsa20_NONCEBYTES", "crypto_verify_16_BYTES", "crypto_verify_32_BYTES", "crypto_verify_64_BYTES"]; - for (_3 = 0; _3 < n3.length; _3++) "function" == typeof (c3 = r2["_" + n3[_3].toLowerCase()]) && (e2[n3[_3]] = c3()); - var s3 = ["SODIUM_VERSION_STRING", "crypto_pwhash_STRPREFIX", "crypto_pwhash_argon2i_STRPREFIX", "crypto_pwhash_argon2id_STRPREFIX", "crypto_pwhash_scryptsalsa208sha256_STRPREFIX"]; - for (_3 = 0; _3 < s3.length; _3++) { - var c3; - "function" == typeof (c3 = r2["_" + s3[_3].toLowerCase()]) && (e2[s3[_3]] = r2.UTF8ToString(c3())); - } - } - r2 = a2; - try { - t2(); - var _2 = new Uint8Array([98, 97, 108, 108, 115]), n2 = e2.randombytes_buf(e2.crypto_secretbox_NONCEBYTES), s2 = e2.randombytes_buf(e2.crypto_secretbox_KEYBYTES), c2 = e2.crypto_secretbox_easy(_2, n2, s2), h2 = e2.crypto_secretbox_open_easy(c2, n2, s2); - if (e2.memcmp(_2, h2)) return; - } catch (e3) { - if (null == r2.useBackupModule) throw new Error("Both wasm and asm failed to load" + e3); - } - r2.useBackupModule(), t2(); - })); - function n(e3) { - if ("function" == typeof TextEncoder) return new TextEncoder().encode(e3); - e3 = unescape(encodeURIComponent(e3)); - for (var a3 = new Uint8Array(e3.length), r3 = 0, t2 = e3.length; r3 < t2; r3++) a3[r3] = e3.charCodeAt(r3); - return a3; - } - function s(e3) { - if ("function" == typeof TextDecoder) return new TextDecoder("utf-8", { fatal: true }).decode(e3); - var a3 = 8192, r3 = Math.ceil(e3.length / a3); - if (r3 <= 1) try { - return decodeURIComponent(escape(String.fromCharCode.apply(null, e3))); - } catch (e4) { - throw new TypeError("The encoded data was not valid."); - } - for (var t2 = "", _2 = 0, n2 = 0; n2 < r3; n2++) { - var c2 = Array.prototype.slice.call(e3, n2 * a3 + _2, (n2 + 1) * a3 + _2); - if (0 != c2.length) { - var h2, o2 = c2.length, p2 = 0; - do { - var y2 = c2[--o2]; - y2 >= 240 ? (p2 = 4, h2 = true) : y2 >= 224 ? (p2 = 3, h2 = true) : y2 >= 192 ? (p2 = 2, h2 = true) : y2 < 128 && (p2 = 1, h2 = true); - } while (!h2); - for (var i2 = p2 - (c2.length - o2), l2 = 0; l2 < i2; l2++) _2--, c2.pop(); - t2 += s(c2); - } - } - return t2; - } - function c(e3) { - e3 = E(null, e3, "input"); - for (var a3, r3, t2, _2 = "", n2 = 0; n2 < e3.length; n2++) t2 = 87 + (r3 = 15 & e3[n2]) + (r3 - 10 >> 8 & -39) << 8 | 87 + (a3 = e3[n2] >>> 4) + (a3 - 10 >> 8 & -39), _2 += String.fromCharCode(255 & t2) + String.fromCharCode(t2 >>> 8); - return _2; - } - var h = { ORIGINAL: 1, ORIGINAL_NO_PADDING: 3, URLSAFE: 5, URLSAFE_NO_PADDING: 7 }; - function o(e3) { - if (null == e3) return h.URLSAFE_NO_PADDING; - if (e3 !== h.ORIGINAL && e3 !== h.ORIGINAL_NO_PADDING && e3 !== h.URLSAFE && e3 != h.URLSAFE_NO_PADDING) throw new Error("unsupported base64 variant"); - return e3; - } - function p(e3, a3) { - a3 = o(a3), e3 = E(_2, e3, "input"); - var t2, _2 = [], n2 = 0 | Math.floor(e3.length / 3), c2 = e3.length - 3 * n2, h2 = 4 * n2 + (0 !== c2 ? 2 & a3 ? 2 + (c2 >>> 1) : 4 : 0), p2 = new u(h2 + 1), y2 = d(e3); - return _2.push(y2), _2.push(p2.address), 0 === r2._sodium_bin2base64(p2.address, p2.length, y2, e3.length, a3) && b(_2, "conversion failed"), p2.length = h2, t2 = s(p2.to_Uint8Array()), g(_2), t2; - } - function y(e3, a3) { - var r3 = a3 || t; - if (!i(r3)) throw new Error(r3 + " output format is not available"); - if (e3 instanceof u) { - if ("uint8array" === r3) return e3.to_Uint8Array(); - if ("text" === r3) return s(e3.to_Uint8Array()); - if ("hex" === r3) return c(e3.to_Uint8Array()); - if ("base64" === r3) return p(e3.to_Uint8Array(), h.URLSAFE_NO_PADDING); - throw new Error('What is output format "' + r3 + '"?'); - } - if ("object" == typeof e3) { - for (var _2 = Object.keys(e3), n2 = {}, o2 = 0; o2 < _2.length; o2++) n2[_2[o2]] = y(e3[_2[o2]], r3); - return n2; - } - if ("string" == typeof e3) return e3; - throw new TypeError("Cannot format output"); - } - function i(e3) { - for (var a3 = ["uint8array", "text", "hex", "base64"], r3 = 0; r3 < a3.length; r3++) if (a3[r3] === e3) return true; - return false; - } - function l(e3) { - if (e3) { - if ("string" != typeof e3) throw new TypeError("When defined, the output format must be a string"); - if (!i(e3)) throw new Error(e3 + " is not a supported output format"); - } - } - function u(e3) { - this.length = e3, this.address = v(e3); - } - function d(e3) { - var a3 = v(e3.length); - return r2.HEAPU8.set(e3, a3), a3; - } - function v(e3) { - var a3 = r2._malloc(e3); - if (0 === a3) throw { message: "_malloc() failed", length: e3 }; - return a3; - } - function g(e3) { - if (e3) for (var a3 = 0; a3 < e3.length; a3++) t2 = e3[a3], r2._free(t2); - var t2; - } - function b(e3, a3) { - throw g(e3), new Error(a3); - } - function f(e3, a3) { - throw g(e3), new TypeError(a3); - } - function m(e3, a3, r3) { - null == a3 && f(e3, r3 + " cannot be null or undefined"); - } - function E(e3, a3, r3) { - return m(e3, a3, r3), a3 instanceof Uint8Array ? a3 : "string" == typeof a3 ? n(a3) : void f(e3, "unsupported input type for " + r3); - } - function x(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = null; - null != e3 && (h2 = d(e3 = E(c2, e3, "secret_nonce")), e3.length, c2.push(h2)), a3 = E(c2, a3, "ciphertext"); - var o2, p2 = r2._crypto_aead_aegis128l_abytes(), i2 = a3.length; - i2 < p2 && f(c2, "ciphertext is too short"), o2 = d(a3), c2.push(o2); - var v2 = null, m2 = 0; - null != t2 && (v2 = d(t2 = E(c2, t2, "additional_data")), m2 = t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var x2, k2 = 0 | r2._crypto_aead_aegis128l_npubbytes(); - _2.length !== k2 && f(c2, "invalid public_nonce length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "key"); - var S2, T2 = 0 | r2._crypto_aead_aegis128l_keybytes(); - n2.length !== T2 && f(c2, "invalid key length"), S2 = d(n2), c2.push(S2); - var w2 = new u(i2 - r2._crypto_aead_aegis128l_abytes() | 0), Y2 = w2.address; - if (c2.push(Y2), 0 === r2._crypto_aead_aegis128l_decrypt(Y2, null, h2, o2, i2, 0, v2, m2, 0, x2, S2)) { - var B2 = y(w2, s2); - return g(c2), B2; - } - b(c2, "ciphertext cannot be decrypted using that key"); - } - function k(e3, a3, t2, _2, n2, s2, c2) { - var h2 = []; - l(c2); - var o2 = null; - null != e3 && (o2 = d(e3 = E(h2, e3, "secret_nonce")), e3.length, h2.push(o2)); - var p2 = d(a3 = E(h2, a3, "ciphertext")), i2 = a3.length; - h2.push(p2), t2 = E(h2, t2, "mac"); - var v2, m2 = 0 | r2._crypto_box_macbytes(); - t2.length !== m2 && f(h2, "invalid mac length"), v2 = d(t2), h2.push(v2); - var x2 = null, k2 = 0; - null != _2 && (x2 = d(_2 = E(h2, _2, "additional_data")), k2 = _2.length, h2.push(x2)), n2 = E(h2, n2, "public_nonce"); - var S2, T2 = 0 | r2._crypto_aead_aegis128l_npubbytes(); - n2.length !== T2 && f(h2, "invalid public_nonce length"), S2 = d(n2), h2.push(S2), s2 = E(h2, s2, "key"); - var w2, Y2 = 0 | r2._crypto_aead_aegis128l_keybytes(); - s2.length !== Y2 && f(h2, "invalid key length"), w2 = d(s2), h2.push(w2); - var B2 = new u(0 | i2), A2 = B2.address; - if (h2.push(A2), 0 === r2._crypto_aead_aegis128l_decrypt_detached(A2, o2, p2, i2, 0, v2, x2, k2, 0, S2, w2)) { - var M2 = y(B2, c2); - return g(h2), M2; - } - b(h2, "ciphertext cannot be decrypted using that key"); - } - function S(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; - c2.push(h2); - var p2 = null, i2 = 0; - null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); - var v2 = null; - null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var m2, x2 = 0 | r2._crypto_aead_aegis128l_npubbytes(); - _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); - var k2, S2 = 0 | r2._crypto_aead_aegis128l_keybytes(); - n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); - var T2 = new u(o2 + r2._crypto_aead_aegis128l_abytes() | 0), w2 = T2.address; - if (c2.push(w2), 0 === r2._crypto_aead_aegis128l_encrypt(w2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { - var Y2 = y(T2, s2); - return g(c2), Y2; - } - b(c2, "invalid usage"); - } - function T(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; - c2.push(h2); - var p2 = null, i2 = 0; - null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); - var v2 = null; - null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var m2, x2 = 0 | r2._crypto_aead_aegis128l_npubbytes(); - _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); - var k2, S2 = 0 | r2._crypto_aead_aegis128l_keybytes(); - n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); - var T2 = new u(0 | o2), w2 = T2.address; - c2.push(w2); - var Y2 = new u(0 | r2._crypto_aead_aegis128l_abytes()), B2 = Y2.address; - if (c2.push(B2), 0 === r2._crypto_aead_aegis128l_encrypt_detached(w2, B2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { - var A2 = y({ ciphertext: T2, mac: Y2 }, s2); - return g(c2), A2; - } - b(c2, "invalid usage"); - } - function w(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_aead_aegis128l_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_aead_aegis128l_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function Y(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = null; - null != e3 && (h2 = d(e3 = E(c2, e3, "secret_nonce")), e3.length, c2.push(h2)), a3 = E(c2, a3, "ciphertext"); - var o2, p2 = r2._crypto_aead_aegis256_abytes(), i2 = a3.length; - i2 < p2 && f(c2, "ciphertext is too short"), o2 = d(a3), c2.push(o2); - var v2 = null, m2 = 0; - null != t2 && (v2 = d(t2 = E(c2, t2, "additional_data")), m2 = t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var x2, k2 = 0 | r2._crypto_aead_aegis256_npubbytes(); - _2.length !== k2 && f(c2, "invalid public_nonce length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "key"); - var S2, T2 = 0 | r2._crypto_aead_aegis256_keybytes(); - n2.length !== T2 && f(c2, "invalid key length"), S2 = d(n2), c2.push(S2); - var w2 = new u(i2 - r2._crypto_aead_aegis256_abytes() | 0), Y2 = w2.address; - if (c2.push(Y2), 0 === r2._crypto_aead_aegis256_decrypt(Y2, null, h2, o2, i2, 0, v2, m2, 0, x2, S2)) { - var B2 = y(w2, s2); - return g(c2), B2; - } - b(c2, "ciphertext cannot be decrypted using that key"); - } - function B(e3, a3, t2, _2, n2, s2, c2) { - var h2 = []; - l(c2); - var o2 = null; - null != e3 && (o2 = d(e3 = E(h2, e3, "secret_nonce")), e3.length, h2.push(o2)); - var p2 = d(a3 = E(h2, a3, "ciphertext")), i2 = a3.length; - h2.push(p2), t2 = E(h2, t2, "mac"); - var v2, m2 = 0 | r2._crypto_box_macbytes(); - t2.length !== m2 && f(h2, "invalid mac length"), v2 = d(t2), h2.push(v2); - var x2 = null, k2 = 0; - null != _2 && (x2 = d(_2 = E(h2, _2, "additional_data")), k2 = _2.length, h2.push(x2)), n2 = E(h2, n2, "public_nonce"); - var S2, T2 = 0 | r2._crypto_aead_aegis256_npubbytes(); - n2.length !== T2 && f(h2, "invalid public_nonce length"), S2 = d(n2), h2.push(S2), s2 = E(h2, s2, "key"); - var w2, Y2 = 0 | r2._crypto_aead_aegis256_keybytes(); - s2.length !== Y2 && f(h2, "invalid key length"), w2 = d(s2), h2.push(w2); - var B2 = new u(0 | i2), A2 = B2.address; - if (h2.push(A2), 0 === r2._crypto_aead_aegis256_decrypt_detached(A2, o2, p2, i2, 0, v2, x2, k2, 0, S2, w2)) { - var M2 = y(B2, c2); - return g(h2), M2; - } - b(h2, "ciphertext cannot be decrypted using that key"); - } - function A(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; - c2.push(h2); - var p2 = null, i2 = 0; - null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); - var v2 = null; - null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var m2, x2 = 0 | r2._crypto_aead_aegis256_npubbytes(); - _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); - var k2, S2 = 0 | r2._crypto_aead_aegis256_keybytes(); - n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); - var T2 = new u(o2 + r2._crypto_aead_aegis256_abytes() | 0), w2 = T2.address; - if (c2.push(w2), 0 === r2._crypto_aead_aegis256_encrypt(w2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { - var Y2 = y(T2, s2); - return g(c2), Y2; - } - b(c2, "invalid usage"); - } - function M(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; - c2.push(h2); - var p2 = null, i2 = 0; - null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); - var v2 = null; - null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var m2, x2 = 0 | r2._crypto_aead_aegis256_npubbytes(); - _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); - var k2, S2 = 0 | r2._crypto_aead_aegis256_keybytes(); - n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); - var T2 = new u(0 | o2), w2 = T2.address; - c2.push(w2); - var Y2 = new u(0 | r2._crypto_aead_aegis256_abytes()), B2 = Y2.address; - if (c2.push(B2), 0 === r2._crypto_aead_aegis256_encrypt_detached(w2, B2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { - var A2 = y({ ciphertext: T2, mac: Y2 }, s2); - return g(c2), A2; - } - b(c2, "invalid usage"); - } - function I(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_aead_aegis256_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_aead_aegis256_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function K(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = null; - null != e3 && (h2 = d(e3 = E(c2, e3, "secret_nonce")), e3.length, c2.push(h2)), a3 = E(c2, a3, "ciphertext"); - var o2, p2 = r2._crypto_aead_chacha20poly1305_abytes(), i2 = a3.length; - i2 < p2 && f(c2, "ciphertext is too short"), o2 = d(a3), c2.push(o2); - var v2 = null, m2 = 0; - null != t2 && (v2 = d(t2 = E(c2, t2, "additional_data")), m2 = t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var x2, k2 = 0 | r2._crypto_aead_chacha20poly1305_npubbytes(); - _2.length !== k2 && f(c2, "invalid public_nonce length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "key"); - var S2, T2 = 0 | r2._crypto_aead_chacha20poly1305_keybytes(); - n2.length !== T2 && f(c2, "invalid key length"), S2 = d(n2), c2.push(S2); - var w2 = new u(i2 - r2._crypto_aead_chacha20poly1305_abytes() | 0), Y2 = w2.address; - if (c2.push(Y2), 0 === r2._crypto_aead_chacha20poly1305_decrypt(Y2, null, h2, o2, i2, 0, v2, m2, 0, x2, S2)) { - var B2 = y(w2, s2); - return g(c2), B2; - } - b(c2, "ciphertext cannot be decrypted using that key"); - } - function N(e3, a3, t2, _2, n2, s2, c2) { - var h2 = []; - l(c2); - var o2 = null; - null != e3 && (o2 = d(e3 = E(h2, e3, "secret_nonce")), e3.length, h2.push(o2)); - var p2 = d(a3 = E(h2, a3, "ciphertext")), i2 = a3.length; - h2.push(p2), t2 = E(h2, t2, "mac"); - var v2, m2 = 0 | r2._crypto_box_macbytes(); - t2.length !== m2 && f(h2, "invalid mac length"), v2 = d(t2), h2.push(v2); - var x2 = null, k2 = 0; - null != _2 && (x2 = d(_2 = E(h2, _2, "additional_data")), k2 = _2.length, h2.push(x2)), n2 = E(h2, n2, "public_nonce"); - var S2, T2 = 0 | r2._crypto_aead_chacha20poly1305_npubbytes(); - n2.length !== T2 && f(h2, "invalid public_nonce length"), S2 = d(n2), h2.push(S2), s2 = E(h2, s2, "key"); - var w2, Y2 = 0 | r2._crypto_aead_chacha20poly1305_keybytes(); - s2.length !== Y2 && f(h2, "invalid key length"), w2 = d(s2), h2.push(w2); - var B2 = new u(0 | i2), A2 = B2.address; - if (h2.push(A2), 0 === r2._crypto_aead_chacha20poly1305_decrypt_detached(A2, o2, p2, i2, 0, v2, x2, k2, 0, S2, w2)) { - var M2 = y(B2, c2); - return g(h2), M2; - } - b(h2, "ciphertext cannot be decrypted using that key"); - } - function L(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; - c2.push(h2); - var p2 = null, i2 = 0; - null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); - var v2 = null; - null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var m2, x2 = 0 | r2._crypto_aead_chacha20poly1305_npubbytes(); - _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); - var k2, S2 = 0 | r2._crypto_aead_chacha20poly1305_keybytes(); - n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); - var T2 = new u(o2 + r2._crypto_aead_chacha20poly1305_abytes() | 0), w2 = T2.address; - if (c2.push(w2), 0 === r2._crypto_aead_chacha20poly1305_encrypt(w2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { - var Y2 = y(T2, s2); - return g(c2), Y2; - } - b(c2, "invalid usage"); - } - function O(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; - c2.push(h2); - var p2 = null, i2 = 0; - null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); - var v2 = null; - null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var m2, x2 = 0 | r2._crypto_aead_chacha20poly1305_npubbytes(); - _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); - var k2, S2 = 0 | r2._crypto_aead_chacha20poly1305_keybytes(); - n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); - var T2 = new u(0 | o2), w2 = T2.address; - c2.push(w2); - var Y2 = new u(0 | r2._crypto_aead_chacha20poly1305_abytes()), B2 = Y2.address; - if (c2.push(B2), 0 === r2._crypto_aead_chacha20poly1305_encrypt_detached(w2, B2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { - var A2 = y({ ciphertext: T2, mac: Y2 }, s2); - return g(c2), A2; - } - b(c2, "invalid usage"); - } - function U(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = null; - null != e3 && (h2 = d(e3 = E(c2, e3, "secret_nonce")), e3.length, c2.push(h2)), a3 = E(c2, a3, "ciphertext"); - var o2, p2 = r2._crypto_aead_chacha20poly1305_ietf_abytes(), i2 = a3.length; - i2 < p2 && f(c2, "ciphertext is too short"), o2 = d(a3), c2.push(o2); - var v2 = null, m2 = 0; - null != t2 && (v2 = d(t2 = E(c2, t2, "additional_data")), m2 = t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var x2, k2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_npubbytes(); - _2.length !== k2 && f(c2, "invalid public_nonce length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "key"); - var S2, T2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_keybytes(); - n2.length !== T2 && f(c2, "invalid key length"), S2 = d(n2), c2.push(S2); - var w2 = new u(i2 - r2._crypto_aead_chacha20poly1305_ietf_abytes() | 0), Y2 = w2.address; - if (c2.push(Y2), 0 === r2._crypto_aead_chacha20poly1305_ietf_decrypt(Y2, null, h2, o2, i2, 0, v2, m2, 0, x2, S2)) { - var B2 = y(w2, s2); - return g(c2), B2; - } - b(c2, "ciphertext cannot be decrypted using that key"); - } - function C(e3, a3, t2, _2, n2, s2, c2) { - var h2 = []; - l(c2); - var o2 = null; - null != e3 && (o2 = d(e3 = E(h2, e3, "secret_nonce")), e3.length, h2.push(o2)); - var p2 = d(a3 = E(h2, a3, "ciphertext")), i2 = a3.length; - h2.push(p2), t2 = E(h2, t2, "mac"); - var v2, m2 = 0 | r2._crypto_box_macbytes(); - t2.length !== m2 && f(h2, "invalid mac length"), v2 = d(t2), h2.push(v2); - var x2 = null, k2 = 0; - null != _2 && (x2 = d(_2 = E(h2, _2, "additional_data")), k2 = _2.length, h2.push(x2)), n2 = E(h2, n2, "public_nonce"); - var S2, T2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_npubbytes(); - n2.length !== T2 && f(h2, "invalid public_nonce length"), S2 = d(n2), h2.push(S2), s2 = E(h2, s2, "key"); - var w2, Y2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_keybytes(); - s2.length !== Y2 && f(h2, "invalid key length"), w2 = d(s2), h2.push(w2); - var B2 = new u(0 | i2), A2 = B2.address; - if (h2.push(A2), 0 === r2._crypto_aead_chacha20poly1305_ietf_decrypt_detached(A2, o2, p2, i2, 0, v2, x2, k2, 0, S2, w2)) { - var M2 = y(B2, c2); - return g(h2), M2; - } - b(h2, "ciphertext cannot be decrypted using that key"); - } - function P(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; - c2.push(h2); - var p2 = null, i2 = 0; - null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); - var v2 = null; - null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var m2, x2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_npubbytes(); - _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); - var k2, S2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_keybytes(); - n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); - var T2 = new u(o2 + r2._crypto_aead_chacha20poly1305_ietf_abytes() | 0), w2 = T2.address; - if (c2.push(w2), 0 === r2._crypto_aead_chacha20poly1305_ietf_encrypt(w2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { - var Y2 = y(T2, s2); - return g(c2), Y2; - } - b(c2, "invalid usage"); - } - function R(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; - c2.push(h2); - var p2 = null, i2 = 0; - null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); - var v2 = null; - null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var m2, x2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_npubbytes(); - _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); - var k2, S2 = 0 | r2._crypto_aead_chacha20poly1305_ietf_keybytes(); - n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); - var T2 = new u(0 | o2), w2 = T2.address; - c2.push(w2); - var Y2 = new u(0 | r2._crypto_aead_chacha20poly1305_ietf_abytes()), B2 = Y2.address; - if (c2.push(B2), 0 === r2._crypto_aead_chacha20poly1305_ietf_encrypt_detached(w2, B2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { - var A2 = y({ ciphertext: T2, mac: Y2 }, s2); - return g(c2), A2; - } - b(c2, "invalid usage"); - } - function X(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_aead_chacha20poly1305_ietf_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_aead_chacha20poly1305_ietf_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function G(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_aead_chacha20poly1305_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_aead_chacha20poly1305_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function D(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = null; - null != e3 && (h2 = d(e3 = E(c2, e3, "secret_nonce")), e3.length, c2.push(h2)), a3 = E(c2, a3, "ciphertext"); - var o2, p2 = r2._crypto_aead_xchacha20poly1305_ietf_abytes(), i2 = a3.length; - i2 < p2 && f(c2, "ciphertext is too short"), o2 = d(a3), c2.push(o2); - var v2 = null, m2 = 0; - null != t2 && (v2 = d(t2 = E(c2, t2, "additional_data")), m2 = t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var x2, k2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_npubbytes(); - _2.length !== k2 && f(c2, "invalid public_nonce length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "key"); - var S2, T2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_keybytes(); - n2.length !== T2 && f(c2, "invalid key length"), S2 = d(n2), c2.push(S2); - var w2 = new u(i2 - r2._crypto_aead_xchacha20poly1305_ietf_abytes() | 0), Y2 = w2.address; - if (c2.push(Y2), 0 === r2._crypto_aead_xchacha20poly1305_ietf_decrypt(Y2, null, h2, o2, i2, 0, v2, m2, 0, x2, S2)) { - var B2 = y(w2, s2); - return g(c2), B2; - } - b(c2, "ciphertext cannot be decrypted using that key"); - } - function F(e3, a3, t2, _2, n2, s2, c2) { - var h2 = []; - l(c2); - var o2 = null; - null != e3 && (o2 = d(e3 = E(h2, e3, "secret_nonce")), e3.length, h2.push(o2)); - var p2 = d(a3 = E(h2, a3, "ciphertext")), i2 = a3.length; - h2.push(p2), t2 = E(h2, t2, "mac"); - var v2, m2 = 0 | r2._crypto_box_macbytes(); - t2.length !== m2 && f(h2, "invalid mac length"), v2 = d(t2), h2.push(v2); - var x2 = null, k2 = 0; - null != _2 && (x2 = d(_2 = E(h2, _2, "additional_data")), k2 = _2.length, h2.push(x2)), n2 = E(h2, n2, "public_nonce"); - var S2, T2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_npubbytes(); - n2.length !== T2 && f(h2, "invalid public_nonce length"), S2 = d(n2), h2.push(S2), s2 = E(h2, s2, "key"); - var w2, Y2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_keybytes(); - s2.length !== Y2 && f(h2, "invalid key length"), w2 = d(s2), h2.push(w2); - var B2 = new u(0 | i2), A2 = B2.address; - if (h2.push(A2), 0 === r2._crypto_aead_xchacha20poly1305_ietf_decrypt_detached(A2, o2, p2, i2, 0, v2, x2, k2, 0, S2, w2)) { - var M2 = y(B2, c2); - return g(h2), M2; - } - b(h2, "ciphertext cannot be decrypted using that key"); - } - function V(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; - c2.push(h2); - var p2 = null, i2 = 0; - null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); - var v2 = null; - null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var m2, x2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_npubbytes(); - _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); - var k2, S2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_keybytes(); - n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); - var T2 = new u(o2 + r2._crypto_aead_xchacha20poly1305_ietf_abytes() | 0), w2 = T2.address; - if (c2.push(w2), 0 === r2._crypto_aead_xchacha20poly1305_ietf_encrypt(w2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { - var Y2 = y(T2, s2); - return g(c2), Y2; - } - b(c2, "invalid usage"); - } - function H(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "message")), o2 = e3.length; - c2.push(h2); - var p2 = null, i2 = 0; - null != a3 && (p2 = d(a3 = E(c2, a3, "additional_data")), i2 = a3.length, c2.push(p2)); - var v2 = null; - null != t2 && (v2 = d(t2 = E(c2, t2, "secret_nonce")), t2.length, c2.push(v2)), _2 = E(c2, _2, "public_nonce"); - var m2, x2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_npubbytes(); - _2.length !== x2 && f(c2, "invalid public_nonce length"), m2 = d(_2), c2.push(m2), n2 = E(c2, n2, "key"); - var k2, S2 = 0 | r2._crypto_aead_xchacha20poly1305_ietf_keybytes(); - n2.length !== S2 && f(c2, "invalid key length"), k2 = d(n2), c2.push(k2); - var T2 = new u(0 | o2), w2 = T2.address; - c2.push(w2); - var Y2 = new u(0 | r2._crypto_aead_xchacha20poly1305_ietf_abytes()), B2 = Y2.address; - if (c2.push(B2), 0 === r2._crypto_aead_xchacha20poly1305_ietf_encrypt_detached(w2, B2, null, h2, o2, 0, p2, i2, 0, v2, m2, k2)) { - var A2 = y({ ciphertext: T2, mac: Y2 }, s2); - return g(c2), A2; - } - b(c2, "invalid usage"); - } - function W(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_aead_xchacha20poly1305_ietf_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_aead_xchacha20poly1305_ietf_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function q(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "key"); - var c2, h2 = 0 | r2._crypto_auth_keybytes(); - a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_auth_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_auth(p2, n2, s2, 0, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function j(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "key"); - var c2, h2 = 0 | r2._crypto_auth_hmacsha256_keybytes(); - a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_auth_hmacsha256_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_auth_hmacsha256(p2, n2, s2, 0, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function z(e3, a3) { - var t2 = []; - l(a3), m(t2, e3, "state_address"); - var _2 = new u(0 | r2._crypto_auth_hmacsha256_bytes()), n2 = _2.address; - if (t2.push(n2), !(0 | r2._crypto_auth_hmacsha256_final(e3, n2))) { - var s2 = (r2._free(e3), y(_2, a3)); - return g(t2), s2; - } - b(t2, "invalid usage"); - } - function J(e3, a3) { - var t2 = []; - l(a3); - var _2 = null, n2 = 0; - null != e3 && (_2 = d(e3 = E(t2, e3, "key")), n2 = e3.length, t2.push(_2)); - var s2 = new u(208).address; - if (!(0 | r2._crypto_auth_hmacsha256_init(s2, _2, n2))) { - var c2 = s2; - return g(t2), c2; - } - b(t2, "invalid usage"); - } - function Q(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_auth_hmacsha256_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_auth_hmacsha256_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function Z(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "state_address"); - var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; - _2.push(n2), 0 | r2._crypto_auth_hmacsha256_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); - } - function $(e3, a3, t2) { - var _2 = []; - e3 = E(_2, e3, "tag"); - var n2, s2 = 0 | r2._crypto_auth_hmacsha256_bytes(); - e3.length !== s2 && f(_2, "invalid tag length"), n2 = d(e3), _2.push(n2); - var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; - _2.push(c2), t2 = E(_2, t2, "key"); - var o2, p2 = 0 | r2._crypto_auth_hmacsha256_keybytes(); - t2.length !== p2 && f(_2, "invalid key length"), o2 = d(t2), _2.push(o2); - var y2 = !(0 | r2._crypto_auth_hmacsha256_verify(n2, c2, h2, 0, o2)); - return g(_2), y2; - } - function ee(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "key"); - var c2, h2 = 0 | r2._crypto_auth_hmacsha512_keybytes(); - a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_auth_hmacsha512_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_auth_hmacsha512(p2, n2, s2, 0, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function ae(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "key"); - var c2, h2 = 0 | r2._crypto_auth_hmacsha512256_keybytes(); - a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_auth_hmacsha512256_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_auth_hmacsha512256(p2, n2, s2, 0, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function re(e3, a3) { - var t2 = []; - l(a3), m(t2, e3, "state_address"); - var _2 = new u(0 | r2._crypto_auth_hmacsha512256_bytes()), n2 = _2.address; - if (t2.push(n2), !(0 | r2._crypto_auth_hmacsha512256_final(e3, n2))) { - var s2 = (r2._free(e3), y(_2, a3)); - return g(t2), s2; - } - b(t2, "invalid usage"); - } - function te(e3, a3) { - var t2 = []; - l(a3); - var _2 = null, n2 = 0; - null != e3 && (_2 = d(e3 = E(t2, e3, "key")), n2 = e3.length, t2.push(_2)); - var s2 = new u(416).address; - if (!(0 | r2._crypto_auth_hmacsha512256_init(s2, _2, n2))) { - var c2 = s2; - return g(t2), c2; - } - b(t2, "invalid usage"); - } - function _e(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_auth_hmacsha512256_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_auth_hmacsha512256_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function ne(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "state_address"); - var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; - _2.push(n2), 0 | r2._crypto_auth_hmacsha512256_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); - } - function se(e3, a3, t2) { - var _2 = []; - e3 = E(_2, e3, "tag"); - var n2, s2 = 0 | r2._crypto_auth_hmacsha512256_bytes(); - e3.length !== s2 && f(_2, "invalid tag length"), n2 = d(e3), _2.push(n2); - var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; - _2.push(c2), t2 = E(_2, t2, "key"); - var o2, p2 = 0 | r2._crypto_auth_hmacsha512256_keybytes(); - t2.length !== p2 && f(_2, "invalid key length"), o2 = d(t2), _2.push(o2); - var y2 = !(0 | r2._crypto_auth_hmacsha512256_verify(n2, c2, h2, 0, o2)); - return g(_2), y2; - } - function ce(e3, a3) { - var t2 = []; - l(a3), m(t2, e3, "state_address"); - var _2 = new u(0 | r2._crypto_auth_hmacsha512_bytes()), n2 = _2.address; - if (t2.push(n2), !(0 | r2._crypto_auth_hmacsha512_final(e3, n2))) { - var s2 = (r2._free(e3), y(_2, a3)); - return g(t2), s2; - } - b(t2, "invalid usage"); - } - function he(e3, a3) { - var t2 = []; - l(a3); - var _2 = null, n2 = 0; - null != e3 && (_2 = d(e3 = E(t2, e3, "key")), n2 = e3.length, t2.push(_2)); - var s2 = new u(416).address; - if (!(0 | r2._crypto_auth_hmacsha512_init(s2, _2, n2))) { - var c2 = s2; - return g(t2), c2; - } - b(t2, "invalid usage"); - } - function oe(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_auth_hmacsha512_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_auth_hmacsha512_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function pe(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "state_address"); - var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; - _2.push(n2), 0 | r2._crypto_auth_hmacsha512_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); - } - function ye(e3, a3, t2) { - var _2 = []; - e3 = E(_2, e3, "tag"); - var n2, s2 = 0 | r2._crypto_auth_hmacsha512_bytes(); - e3.length !== s2 && f(_2, "invalid tag length"), n2 = d(e3), _2.push(n2); - var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; - _2.push(c2), t2 = E(_2, t2, "key"); - var o2, p2 = 0 | r2._crypto_auth_hmacsha512_keybytes(); - t2.length !== p2 && f(_2, "invalid key length"), o2 = d(t2), _2.push(o2); - var y2 = !(0 | r2._crypto_auth_hmacsha512_verify(n2, c2, h2, 0, o2)); - return g(_2), y2; - } - function ie(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_auth_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_auth_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function le(e3, a3, t2) { - var _2 = []; - e3 = E(_2, e3, "tag"); - var n2, s2 = 0 | r2._crypto_auth_bytes(); - e3.length !== s2 && f(_2, "invalid tag length"), n2 = d(e3), _2.push(n2); - var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; - _2.push(c2), t2 = E(_2, t2, "key"); - var o2, p2 = 0 | r2._crypto_auth_keybytes(); - t2.length !== p2 && f(_2, "invalid key length"), o2 = d(t2), _2.push(o2); - var y2 = !(0 | r2._crypto_auth_verify(n2, c2, h2, 0, o2)); - return g(_2), y2; - } - function ue(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "publicKey"); - var n2, s2 = 0 | r2._crypto_box_publickeybytes(); - e3.length !== s2 && f(_2, "invalid publicKey length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "privateKey"); - var c2, h2 = 0 | r2._crypto_box_secretkeybytes(); - a3.length !== h2 && f(_2, "invalid privateKey length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_box_beforenmbytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_box_beforenm(p2, n2, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function de(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "publicKey"); - var n2, s2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); - e3.length !== s2 && f(_2, "invalid publicKey length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "privateKey"); - var c2, h2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); - a3.length !== h2 && f(_2, "invalid privateKey length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_beforenmbytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_beforenm(p2, n2, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function ve(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2); - var c2 = d(e3 = E(s2, e3, "message")), h2 = e3.length; - s2.push(c2), a3 = E(s2, a3, "nonce"); - var o2, p2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); - a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "publicKey"); - var i2, v2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); - t2.length !== v2 && f(s2, "invalid publicKey length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "privateKey"); - var m2, x2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); - _2.length !== x2 && f(s2, "invalid privateKey length"), m2 = d(_2), s2.push(m2); - var k2 = new u(0 | h2), S2 = k2.address; - s2.push(S2); - var T2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_macbytes()), w2 = T2.address; - if (s2.push(w2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_detached(S2, w2, c2, h2, 0, o2, i2, m2))) { - var Y2 = y({ ciphertext: k2, mac: T2 }, n2); - return g(s2), Y2; - } - b(s2, "invalid usage"); - } - function ge(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "message")), c2 = e3.length; - n2.push(s2), a3 = E(n2, a3, "nonce"); - var h2, o2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); - a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "sharedKey"); - var p2, i2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_beforenmbytes(); - t2.length !== i2 && f(n2, "invalid sharedKey length"), p2 = d(t2), n2.push(p2); - var v2 = new u(0 | c2), m2 = v2.address; - n2.push(m2); - var x2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_macbytes()), k2 = x2.address; - if (n2.push(k2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_detached_afternm(m2, k2, s2, c2, 0, h2, p2))) { - var S2 = y({ ciphertext: v2, mac: x2 }, _2); - return g(n2), S2; - } - b(n2, "invalid usage"); - } - function be(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2); - var c2 = d(e3 = E(s2, e3, "message")), h2 = e3.length; - s2.push(c2), a3 = E(s2, a3, "nonce"); - var o2, p2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); - a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "publicKey"); - var i2, v2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); - t2.length !== v2 && f(s2, "invalid publicKey length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "privateKey"); - var m2, x2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); - _2.length !== x2 && f(s2, "invalid privateKey length"), m2 = d(_2), s2.push(m2); - var k2 = new u(h2 + r2._crypto_box_curve25519xchacha20poly1305_macbytes() | 0), S2 = k2.address; - if (s2.push(S2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_easy(S2, c2, h2, 0, o2, i2, m2))) { - var T2 = y(k2, n2); - return g(s2), T2; - } - b(s2, "invalid usage"); - } - function fe(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "message")), c2 = e3.length; - n2.push(s2), a3 = E(n2, a3, "nonce"); - var h2, o2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); - a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "sharedKey"); - var p2, i2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_beforenmbytes(); - t2.length !== i2 && f(n2, "invalid sharedKey length"), p2 = d(t2), n2.push(p2); - var v2 = new u(c2 + r2._crypto_box_curve25519xchacha20poly1305_macbytes() | 0), m2 = v2.address; - if (n2.push(m2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_easy_afternm(m2, s2, c2, 0, h2, p2))) { - var x2 = y(v2, _2); - return g(n2), x2; - } - b(n2, "invalid usage"); - } - function me(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes()), _2 = t2.address; - a3.push(_2); - var n2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes()), s2 = n2.address; - a3.push(s2), r2._crypto_box_curve25519xchacha20poly1305_keypair(_2, s2); - var c2 = y({ publicKey: t2, privateKey: n2, keyType: "curve25519" }, e3); - return g(a3), c2; - } - function Ee(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "ciphertext")), o2 = e3.length; - c2.push(h2), a3 = E(c2, a3, "mac"); - var p2, i2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_macbytes(); - a3.length !== i2 && f(c2, "invalid mac length"), p2 = d(a3), c2.push(p2), t2 = E(c2, t2, "nonce"); - var v2, m2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); - t2.length !== m2 && f(c2, "invalid nonce length"), v2 = d(t2), c2.push(v2), _2 = E(c2, _2, "publicKey"); - var x2, k2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); - _2.length !== k2 && f(c2, "invalid publicKey length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "privateKey"); - var S2, T2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); - n2.length !== T2 && f(c2, "invalid privateKey length"), S2 = d(n2), c2.push(S2); - var w2 = new u(0 | o2), Y2 = w2.address; - if (c2.push(Y2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_open_detached(Y2, h2, p2, o2, 0, v2, x2, S2))) { - var B2 = y(w2, s2); - return g(c2), B2; - } - b(c2, "incorrect key pair for the given ciphertext"); - } - function xe(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2); - var c2 = d(e3 = E(s2, e3, "ciphertext")), h2 = e3.length; - s2.push(c2), a3 = E(s2, a3, "mac"); - var o2, p2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_macbytes(); - a3.length !== p2 && f(s2, "invalid mac length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "nonce"); - var i2, v2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); - t2.length !== v2 && f(s2, "invalid nonce length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "sharedKey"); - var m2, x2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_beforenmbytes(); - _2.length !== x2 && f(s2, "invalid sharedKey length"), m2 = d(_2), s2.push(m2); - var k2 = new u(0 | h2), S2 = k2.address; - if (s2.push(S2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_open_detached_afternm(S2, c2, o2, h2, 0, i2, m2))) { - var T2 = y(k2, n2); - return g(s2), T2; - } - b(s2, "incorrect secret key for the given ciphertext"); - } - function ke(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2), e3 = E(s2, e3, "ciphertext"); - var c2, h2 = r2._crypto_box_curve25519xchacha20poly1305_macbytes(), o2 = e3.length; - o2 < h2 && f(s2, "ciphertext is too short"), c2 = d(e3), s2.push(c2), a3 = E(s2, a3, "nonce"); - var p2, i2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); - a3.length !== i2 && f(s2, "invalid nonce length"), p2 = d(a3), s2.push(p2), t2 = E(s2, t2, "publicKey"); - var v2, m2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); - t2.length !== m2 && f(s2, "invalid publicKey length"), v2 = d(t2), s2.push(v2), _2 = E(s2, _2, "privateKey"); - var x2, k2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); - _2.length !== k2 && f(s2, "invalid privateKey length"), x2 = d(_2), s2.push(x2); - var S2 = new u(o2 - r2._crypto_box_curve25519xchacha20poly1305_macbytes() | 0), T2 = S2.address; - if (s2.push(T2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_open_easy(T2, c2, o2, 0, p2, v2, x2))) { - var w2 = y(S2, n2); - return g(s2), w2; - } - b(s2, "incorrect key pair for the given ciphertext"); - } - function Se(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "ciphertext")), c2 = e3.length; - n2.push(s2), a3 = E(n2, a3, "nonce"); - var h2, o2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_noncebytes(); - a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "sharedKey"); - var p2, i2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_beforenmbytes(); - t2.length !== i2 && f(n2, "invalid sharedKey length"), p2 = d(t2), n2.push(p2); - var v2 = new u(c2 - r2._crypto_box_curve25519xchacha20poly1305_macbytes() | 0), m2 = v2.address; - if (n2.push(m2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_open_easy_afternm(m2, s2, c2, 0, h2, p2))) { - var x2 = y(v2, _2); - return g(n2), x2; - } - b(n2, "incorrect secret key for the given ciphertext"); - } - function Te(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "publicKey"); - var c2, h2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); - a3.length !== h2 && f(_2, "invalid publicKey length"), c2 = d(a3), _2.push(c2); - var o2 = new u(s2 + r2._crypto_box_curve25519xchacha20poly1305_sealbytes() | 0), p2 = o2.address; - _2.push(p2), r2._crypto_box_curve25519xchacha20poly1305_seal(p2, n2, s2, 0, c2); - var i2 = y(o2, t2); - return g(_2), i2; - } - function we(e3, a3, t2, _2) { - var n2 = []; - l(_2), e3 = E(n2, e3, "ciphertext"); - var s2, c2 = r2._crypto_box_curve25519xchacha20poly1305_sealbytes(), h2 = e3.length; - h2 < c2 && f(n2, "ciphertext is too short"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "publicKey"); - var o2, p2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes(); - a3.length !== p2 && f(n2, "invalid publicKey length"), o2 = d(a3), n2.push(o2), t2 = E(n2, t2, "secretKey"); - var i2, v2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes(); - t2.length !== v2 && f(n2, "invalid secretKey length"), i2 = d(t2), n2.push(i2); - var b2 = new u(h2 - r2._crypto_box_curve25519xchacha20poly1305_sealbytes() | 0), m2 = b2.address; - n2.push(m2), r2._crypto_box_curve25519xchacha20poly1305_seal_open(m2, s2, h2, 0, o2, i2); - var x2 = y(b2, _2); - return g(n2), x2; - } - function Ye(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "seed"); - var _2, n2 = 0 | r2._crypto_box_curve25519xchacha20poly1305_seedbytes(); - e3.length !== n2 && f(t2, "invalid seed length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_publickeybytes()), c2 = s2.address; - t2.push(c2); - var h2 = new u(0 | r2._crypto_box_curve25519xchacha20poly1305_secretkeybytes()), o2 = h2.address; - if (t2.push(o2), !(0 | r2._crypto_box_curve25519xchacha20poly1305_seed_keypair(c2, o2, _2))) { - var p2 = { publicKey: y(s2, a3), privateKey: y(h2, a3), keyType: "x25519" }; - return g(t2), p2; - } - b(t2, "invalid usage"); - } - function Be(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2); - var c2 = d(e3 = E(s2, e3, "message")), h2 = e3.length; - s2.push(c2), a3 = E(s2, a3, "nonce"); - var o2, p2 = 0 | r2._crypto_box_noncebytes(); - a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "publicKey"); - var i2, v2 = 0 | r2._crypto_box_publickeybytes(); - t2.length !== v2 && f(s2, "invalid publicKey length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "privateKey"); - var m2, x2 = 0 | r2._crypto_box_secretkeybytes(); - _2.length !== x2 && f(s2, "invalid privateKey length"), m2 = d(_2), s2.push(m2); - var k2 = new u(0 | h2), S2 = k2.address; - s2.push(S2); - var T2 = new u(0 | r2._crypto_box_macbytes()), w2 = T2.address; - if (s2.push(w2), !(0 | r2._crypto_box_detached(S2, w2, c2, h2, 0, o2, i2, m2))) { - var Y2 = y({ ciphertext: k2, mac: T2 }, n2); - return g(s2), Y2; - } - b(s2, "invalid usage"); - } - function Ae(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2); - var c2 = d(e3 = E(s2, e3, "message")), h2 = e3.length; - s2.push(c2), a3 = E(s2, a3, "nonce"); - var o2, p2 = 0 | r2._crypto_box_noncebytes(); - a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "publicKey"); - var i2, v2 = 0 | r2._crypto_box_publickeybytes(); - t2.length !== v2 && f(s2, "invalid publicKey length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "privateKey"); - var m2, x2 = 0 | r2._crypto_box_secretkeybytes(); - _2.length !== x2 && f(s2, "invalid privateKey length"), m2 = d(_2), s2.push(m2); - var k2 = new u(h2 + r2._crypto_box_macbytes() | 0), S2 = k2.address; - if (s2.push(S2), !(0 | r2._crypto_box_easy(S2, c2, h2, 0, o2, i2, m2))) { - var T2 = y(k2, n2); - return g(s2), T2; - } - b(s2, "invalid usage"); - } - function Me(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "message")), c2 = e3.length; - n2.push(s2), a3 = E(n2, a3, "nonce"); - var h2, o2 = 0 | r2._crypto_box_noncebytes(); - a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "sharedKey"); - var p2, i2 = 0 | r2._crypto_box_beforenmbytes(); - t2.length !== i2 && f(n2, "invalid sharedKey length"), p2 = d(t2), n2.push(p2); - var v2 = new u(c2 + r2._crypto_box_macbytes() | 0), m2 = v2.address; - if (n2.push(m2), !(0 | r2._crypto_box_easy_afternm(m2, s2, c2, 0, h2, p2))) { - var x2 = y(v2, _2); - return g(n2), x2; - } - b(n2, "invalid usage"); - } - function Ie(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_box_publickeybytes()), _2 = t2.address; - a3.push(_2); - var n2 = new u(0 | r2._crypto_box_secretkeybytes()), s2 = n2.address; - if (a3.push(s2), !(0 | r2._crypto_box_keypair(_2, s2))) { - var c2 = { publicKey: y(t2, e3), privateKey: y(n2, e3), keyType: "x25519" }; - return g(a3), c2; - } - b(a3, "internal error"); - } - function Ke(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2); - var h2 = d(e3 = E(c2, e3, "ciphertext")), o2 = e3.length; - c2.push(h2), a3 = E(c2, a3, "mac"); - var p2, i2 = 0 | r2._crypto_box_macbytes(); - a3.length !== i2 && f(c2, "invalid mac length"), p2 = d(a3), c2.push(p2), t2 = E(c2, t2, "nonce"); - var v2, m2 = 0 | r2._crypto_box_noncebytes(); - t2.length !== m2 && f(c2, "invalid nonce length"), v2 = d(t2), c2.push(v2), _2 = E(c2, _2, "publicKey"); - var x2, k2 = 0 | r2._crypto_box_publickeybytes(); - _2.length !== k2 && f(c2, "invalid publicKey length"), x2 = d(_2), c2.push(x2), n2 = E(c2, n2, "privateKey"); - var S2, T2 = 0 | r2._crypto_box_secretkeybytes(); - n2.length !== T2 && f(c2, "invalid privateKey length"), S2 = d(n2), c2.push(S2); - var w2 = new u(0 | o2), Y2 = w2.address; - if (c2.push(Y2), !(0 | r2._crypto_box_open_detached(Y2, h2, p2, o2, 0, v2, x2, S2))) { - var B2 = y(w2, s2); - return g(c2), B2; - } - b(c2, "incorrect key pair for the given ciphertext"); - } - function Ne(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2), e3 = E(s2, e3, "ciphertext"); - var c2, h2 = r2._crypto_box_macbytes(), o2 = e3.length; - o2 < h2 && f(s2, "ciphertext is too short"), c2 = d(e3), s2.push(c2), a3 = E(s2, a3, "nonce"); - var p2, i2 = 0 | r2._crypto_box_noncebytes(); - a3.length !== i2 && f(s2, "invalid nonce length"), p2 = d(a3), s2.push(p2), t2 = E(s2, t2, "publicKey"); - var v2, m2 = 0 | r2._crypto_box_publickeybytes(); - t2.length !== m2 && f(s2, "invalid publicKey length"), v2 = d(t2), s2.push(v2), _2 = E(s2, _2, "privateKey"); - var x2, k2 = 0 | r2._crypto_box_secretkeybytes(); - _2.length !== k2 && f(s2, "invalid privateKey length"), x2 = d(_2), s2.push(x2); - var S2 = new u(o2 - r2._crypto_box_macbytes() | 0), T2 = S2.address; - if (s2.push(T2), !(0 | r2._crypto_box_open_easy(T2, c2, o2, 0, p2, v2, x2))) { - var w2 = y(S2, n2); - return g(s2), w2; - } - b(s2, "incorrect key pair for the given ciphertext"); - } - function Le(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "ciphertext")), c2 = e3.length; - n2.push(s2), a3 = E(n2, a3, "nonce"); - var h2, o2 = 0 | r2._crypto_box_noncebytes(); - a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "sharedKey"); - var p2, i2 = 0 | r2._crypto_box_beforenmbytes(); - t2.length !== i2 && f(n2, "invalid sharedKey length"), p2 = d(t2), n2.push(p2); - var v2 = new u(c2 - r2._crypto_box_macbytes() | 0), m2 = v2.address; - if (n2.push(m2), !(0 | r2._crypto_box_open_easy_afternm(m2, s2, c2, 0, h2, p2))) { - var x2 = y(v2, _2); - return g(n2), x2; - } - b(n2, "incorrect secret key for the given ciphertext"); - } - function Oe(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "publicKey"); - var c2, h2 = 0 | r2._crypto_box_publickeybytes(); - a3.length !== h2 && f(_2, "invalid publicKey length"), c2 = d(a3), _2.push(c2); - var o2 = new u(s2 + r2._crypto_box_sealbytes() | 0), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_box_seal(p2, n2, s2, 0, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function Ue(e3, a3, t2, _2) { - var n2 = []; - l(_2), e3 = E(n2, e3, "ciphertext"); - var s2, c2 = r2._crypto_box_sealbytes(), h2 = e3.length; - h2 < c2 && f(n2, "ciphertext is too short"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "publicKey"); - var o2, p2 = 0 | r2._crypto_box_publickeybytes(); - a3.length !== p2 && f(n2, "invalid publicKey length"), o2 = d(a3), n2.push(o2), t2 = E(n2, t2, "privateKey"); - var i2, v2 = 0 | r2._crypto_box_secretkeybytes(); - t2.length !== v2 && f(n2, "invalid privateKey length"), i2 = d(t2), n2.push(i2); - var m2 = new u(h2 - r2._crypto_box_sealbytes() | 0), x2 = m2.address; - if (n2.push(x2), !(0 | r2._crypto_box_seal_open(x2, s2, h2, 0, o2, i2))) { - var k2 = y(m2, _2); - return g(n2), k2; - } - b(n2, "incorrect key pair for the given ciphertext"); - } - function Ce(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "seed"); - var _2, n2 = 0 | r2._crypto_box_seedbytes(); - e3.length !== n2 && f(t2, "invalid seed length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_box_publickeybytes()), c2 = s2.address; - t2.push(c2); - var h2 = new u(0 | r2._crypto_box_secretkeybytes()), o2 = h2.address; - if (t2.push(o2), !(0 | r2._crypto_box_seed_keypair(c2, o2, _2))) { - var p2 = { publicKey: y(s2, a3), privateKey: y(h2, a3), keyType: "x25519" }; - return g(t2), p2; - } - b(t2, "invalid usage"); - } - function Pe(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "p"); - var n2, s2 = 0 | r2._crypto_core_ed25519_bytes(); - e3.length !== s2 && f(_2, "invalid p length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "q"); - var c2, h2 = 0 | r2._crypto_core_ed25519_bytes(); - a3.length !== h2 && f(_2, "invalid q length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_core_ed25519_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_core_ed25519_add(p2, n2, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "input is an invalid element"); - } - function Re(e3, a3) { - var t2 = []; - l(a3); - var _2 = d(e3 = E(t2, e3, "r")); - e3.length, t2.push(_2); - var n2 = new u(0 | r2._crypto_core_ed25519_bytes()), s2 = n2.address; - if (t2.push(s2), !(0 | r2._crypto_core_ed25519_from_hash(s2, _2))) { - var c2 = y(n2, a3); - return g(t2), c2; - } - b(t2, "invalid usage"); - } - function Xe(e3, a3) { - var t2 = []; - l(a3); - var _2 = d(e3 = E(t2, e3, "r")); - e3.length, t2.push(_2); - var n2 = new u(0 | r2._crypto_core_ed25519_bytes()), s2 = n2.address; - if (t2.push(s2), !(0 | r2._crypto_core_ed25519_from_uniform(s2, _2))) { - var c2 = y(n2, a3); - return g(t2), c2; - } - b(t2, "invalid usage"); - } - function Ge(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "repr"); - var _2, n2 = 0 | r2._crypto_core_ed25519_bytes(); - e3.length !== n2 && f(t2, "invalid repr length"), _2 = d(e3), t2.push(_2); - var s2 = 1 == (0 | r2._crypto_core_ed25519_is_valid_point(_2)); - return g(t2), s2; - } - function De(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_core_ed25519_bytes()), _2 = t2.address; - a3.push(_2), r2._crypto_core_ed25519_random(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function Fe(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "x"); - var n2, s2 = 0 | r2._crypto_core_ed25519_scalarbytes(); - e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); - var c2, h2 = 0 | r2._crypto_core_ed25519_scalarbytes(); - a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), p2 = o2.address; - _2.push(p2), r2._crypto_core_ed25519_scalar_add(p2, n2, c2); - var i2 = y(o2, t2); - return g(_2), i2; - } - function Ve(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "s"); - var _2, n2 = 0 | r2._crypto_core_ed25519_scalarbytes(); - e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), c2 = s2.address; - t2.push(c2), r2._crypto_core_ed25519_scalar_complement(c2, _2); - var h2 = y(s2, a3); - return g(t2), h2; - } - function He(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "s"); - var _2, n2 = 0 | r2._crypto_core_ed25519_scalarbytes(); - e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_core_ed25519_scalar_invert(c2, _2))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "invalid reciprocate"); - } - function We(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "x"); - var n2, s2 = 0 | r2._crypto_core_ed25519_scalarbytes(); - e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); - var c2, h2 = 0 | r2._crypto_core_ed25519_scalarbytes(); - a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), p2 = o2.address; - _2.push(p2), r2._crypto_core_ed25519_scalar_mul(p2, n2, c2); - var i2 = y(o2, t2); - return g(_2), i2; - } - function qe(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "s"); - var _2, n2 = 0 | r2._crypto_core_ed25519_scalarbytes(); - e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), c2 = s2.address; - t2.push(c2), r2._crypto_core_ed25519_scalar_negate(c2, _2); - var h2 = y(s2, a3); - return g(t2), h2; - } - function je(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), _2 = t2.address; - a3.push(_2), r2._crypto_core_ed25519_scalar_random(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function ze(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "sample"); - var _2, n2 = 0 | r2._crypto_core_ed25519_nonreducedscalarbytes(); - e3.length !== n2 && f(t2, "invalid sample length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), c2 = s2.address; - t2.push(c2), r2._crypto_core_ed25519_scalar_reduce(c2, _2); - var h2 = y(s2, a3); - return g(t2), h2; - } - function Je(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "x"); - var n2, s2 = 0 | r2._crypto_core_ed25519_scalarbytes(); - e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); - var c2, h2 = 0 | r2._crypto_core_ed25519_scalarbytes(); - a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_core_ed25519_scalarbytes()), p2 = o2.address; - _2.push(p2), r2._crypto_core_ed25519_scalar_sub(p2, n2, c2); - var i2 = y(o2, t2); - return g(_2), i2; - } - function Qe(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "p"); - var n2, s2 = 0 | r2._crypto_core_ed25519_bytes(); - e3.length !== s2 && f(_2, "invalid p length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "q"); - var c2, h2 = 0 | r2._crypto_core_ed25519_bytes(); - a3.length !== h2 && f(_2, "invalid q length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_core_ed25519_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_core_ed25519_sub(p2, n2, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "input is an invalid element"); - } - function Ze(e3, a3, t2, _2) { - var n2 = []; - l(_2), e3 = E(n2, e3, "input"); - var s2, c2 = 0 | r2._crypto_core_hchacha20_inputbytes(); - e3.length !== c2 && f(n2, "invalid input length"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "privateKey"); - var h2, o2 = 0 | r2._crypto_core_hchacha20_keybytes(); - a3.length !== o2 && f(n2, "invalid privateKey length"), h2 = d(a3), n2.push(h2); - var p2 = null; - null != t2 && (p2 = d(t2 = E(n2, t2, "constant")), t2.length, n2.push(p2)); - var i2 = new u(0 | r2._crypto_core_hchacha20_outputbytes()), v2 = i2.address; - if (n2.push(v2), !(0 | r2._crypto_core_hchacha20(v2, s2, h2, p2))) { - var m2 = y(i2, _2); - return g(n2), m2; - } - b(n2, "invalid usage"); - } - function $e(e3, a3, t2, _2) { - var n2 = []; - l(_2), e3 = E(n2, e3, "input"); - var s2, c2 = 0 | r2._crypto_core_hsalsa20_inputbytes(); - e3.length !== c2 && f(n2, "invalid input length"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "privateKey"); - var h2, o2 = 0 | r2._crypto_core_hsalsa20_keybytes(); - a3.length !== o2 && f(n2, "invalid privateKey length"), h2 = d(a3), n2.push(h2); - var p2 = null; - null != t2 && (p2 = d(t2 = E(n2, t2, "constant")), t2.length, n2.push(p2)); - var i2 = new u(0 | r2._crypto_core_hsalsa20_outputbytes()), v2 = i2.address; - if (n2.push(v2), !(0 | r2._crypto_core_hsalsa20(v2, s2, h2, p2))) { - var m2 = y(i2, _2); - return g(n2), m2; - } - b(n2, "invalid usage"); - } - function ea(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "p"); - var n2, s2 = 0 | r2._crypto_core_ristretto255_bytes(); - e3.length !== s2 && f(_2, "invalid p length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "q"); - var c2, h2 = 0 | r2._crypto_core_ristretto255_bytes(); - a3.length !== h2 && f(_2, "invalid q length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_core_ristretto255_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_core_ristretto255_add(p2, n2, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "input is an invalid element"); - } - function aa(e3, a3) { - var t2 = []; - l(a3); - var _2 = d(e3 = E(t2, e3, "r")); - e3.length, t2.push(_2); - var n2 = new u(0 | r2._crypto_core_ristretto255_bytes()), s2 = n2.address; - if (t2.push(s2), !(0 | r2._crypto_core_ristretto255_from_hash(s2, _2))) { - var c2 = y(n2, a3); - return g(t2), c2; - } - b(t2, "invalid usage"); - } - function ra(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "repr"); - var _2, n2 = 0 | r2._crypto_core_ristretto255_bytes(); - e3.length !== n2 && f(t2, "invalid repr length"), _2 = d(e3), t2.push(_2); - var s2 = 1 == (0 | r2._crypto_core_ristretto255_is_valid_point(_2)); - return g(t2), s2; - } - function ta(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_core_ristretto255_bytes()), _2 = t2.address; - a3.push(_2), r2._crypto_core_ristretto255_random(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function _a(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "x"); - var n2, s2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); - e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); - var c2, h2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); - a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), p2 = o2.address; - _2.push(p2), r2._crypto_core_ristretto255_scalar_add(p2, n2, c2); - var i2 = y(o2, t2); - return g(_2), i2; - } - function na(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "s"); - var _2, n2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); - e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), c2 = s2.address; - t2.push(c2), r2._crypto_core_ristretto255_scalar_complement(c2, _2); - var h2 = y(s2, a3); - return g(t2), h2; - } - function sa(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "s"); - var _2, n2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); - e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_core_ristretto255_scalar_invert(c2, _2))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "invalid reciprocate"); - } - function ca(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "x"); - var n2, s2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); - e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); - var c2, h2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); - a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), p2 = o2.address; - _2.push(p2), r2._crypto_core_ristretto255_scalar_mul(p2, n2, c2); - var i2 = y(o2, t2); - return g(_2), i2; - } - function ha(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "s"); - var _2, n2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); - e3.length !== n2 && f(t2, "invalid s length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), c2 = s2.address; - t2.push(c2), r2._crypto_core_ristretto255_scalar_negate(c2, _2); - var h2 = y(s2, a3); - return g(t2), h2; - } - function oa(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), _2 = t2.address; - a3.push(_2), r2._crypto_core_ristretto255_scalar_random(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function pa(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "sample"); - var _2, n2 = 0 | r2._crypto_core_ristretto255_nonreducedscalarbytes(); - e3.length !== n2 && f(t2, "invalid sample length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), c2 = s2.address; - t2.push(c2), r2._crypto_core_ristretto255_scalar_reduce(c2, _2); - var h2 = y(s2, a3); - return g(t2), h2; - } - function ya(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "x"); - var n2, s2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); - e3.length !== s2 && f(_2, "invalid x length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "y"); - var c2, h2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); - a3.length !== h2 && f(_2, "invalid y length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_core_ristretto255_scalarbytes()), p2 = o2.address; - _2.push(p2), r2._crypto_core_ristretto255_scalar_sub(p2, n2, c2); - var i2 = y(o2, t2); - return g(_2), i2; - } - function ia(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "p"); - var n2, s2 = 0 | r2._crypto_core_ristretto255_bytes(); - e3.length !== s2 && f(_2, "invalid p length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "q"); - var c2, h2 = 0 | r2._crypto_core_ristretto255_bytes(); - a3.length !== h2 && f(_2, "invalid q length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_core_ristretto255_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_core_ristretto255_sub(p2, n2, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "input is an invalid element"); - } - function la(e3, a3, t2, _2) { - var n2 = []; - l(_2), m(n2, e3, "hash_length"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(n2, "hash_length must be an unsigned integer"); - var s2 = d(a3 = E(n2, a3, "message")), c2 = a3.length; - n2.push(s2); - var h2 = null, o2 = 0; - null != t2 && (h2 = d(t2 = E(n2, t2, "key")), o2 = t2.length, n2.push(h2)); - var p2 = new u(e3 |= 0), i2 = p2.address; - if (n2.push(i2), !(0 | r2._crypto_generichash(i2, e3, s2, c2, 0, h2, o2))) { - var v2 = y(p2, _2); - return g(n2), v2; - } - b(n2, "invalid usage"); - } - function ua(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2), m(s2, e3, "subkey_len"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(s2, "subkey_len must be an unsigned integer"); - var c2 = null, h2 = 0; - null != a3 && (c2 = d(a3 = E(s2, a3, "key")), h2 = a3.length, s2.push(c2)); - var o2 = null, p2 = 0; - null != t2 && (t2 = E(s2, t2, "id"), p2 = 0 | r2._crypto_generichash_blake2b_saltbytes(), t2.length !== p2 && f(s2, "invalid id length"), o2 = d(t2), s2.push(o2)); - var i2 = null, v2 = 0; - null != _2 && (_2 = E(s2, _2, "ctx"), v2 = 0 | r2._crypto_generichash_blake2b_personalbytes(), _2.length !== v2 && f(s2, "invalid ctx length"), i2 = d(_2), s2.push(i2)); - var x2 = new u(0 | e3), k2 = x2.address; - if (s2.push(k2), !(0 | r2._crypto_generichash_blake2b_salt_personal(k2, e3, null, 0, 0, c2, h2, o2, i2))) { - var S2 = y(x2, n2); - return g(s2), S2; - } - b(s2, "invalid usage"); - } - function da(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "state_address"), m(_2, a3, "hash_length"), ("number" != typeof a3 || (0 | a3) !== a3 || a3 < 0) && f(_2, "hash_length must be an unsigned integer"); - var n2 = new u(a3 |= 0), s2 = n2.address; - if (_2.push(s2), !(0 | r2._crypto_generichash_final(e3, s2, a3))) { - var c2 = (r2._free(e3), y(n2, t2)); - return g(_2), c2; - } - b(_2, "invalid usage"); - } - function va(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = null, s2 = 0; - null != e3 && (n2 = d(e3 = E(_2, e3, "key")), s2 = e3.length, _2.push(n2)), m(_2, a3, "hash_length"), ("number" != typeof a3 || (0 | a3) !== a3 || a3 < 0) && f(_2, "hash_length must be an unsigned integer"); - var c2 = new u(357).address; - if (!(0 | r2._crypto_generichash_init(c2, n2, s2, a3))) { - var h2 = c2; - return g(_2), h2; - } - b(_2, "invalid usage"); - } - function ga(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_generichash_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_generichash_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function ba(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "state_address"); - var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; - _2.push(n2), 0 | r2._crypto_generichash_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); - } - function fa(e3, a3) { - var t2 = []; - l(a3); - var _2 = d(e3 = E(t2, e3, "message")), n2 = e3.length; - t2.push(_2); - var s2 = new u(0 | r2._crypto_hash_bytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_hash(c2, _2, n2, 0))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "invalid usage"); - } - function ma(e3, a3) { - var t2 = []; - l(a3); - var _2 = d(e3 = E(t2, e3, "message")), n2 = e3.length; - t2.push(_2); - var s2 = new u(0 | r2._crypto_hash_sha256_bytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_hash_sha256(c2, _2, n2, 0))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "invalid usage"); - } - function Ea(e3, a3) { - var t2 = []; - l(a3), m(t2, e3, "state_address"); - var _2 = new u(0 | r2._crypto_hash_sha256_bytes()), n2 = _2.address; - if (t2.push(n2), !(0 | r2._crypto_hash_sha256_final(e3, n2))) { - var s2 = (r2._free(e3), y(_2, a3)); - return g(t2), s2; - } - b(t2, "invalid usage"); - } - function xa(e3) { - var a3 = []; - l(e3); - var t2 = new u(104).address; - if (!(0 | r2._crypto_hash_sha256_init(t2))) { - var _2 = t2; - return g(a3), _2; - } - b(a3, "invalid usage"); - } - function ka(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "state_address"); - var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; - _2.push(n2), 0 | r2._crypto_hash_sha256_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); - } - function Sa(e3, a3) { - var t2 = []; - l(a3); - var _2 = d(e3 = E(t2, e3, "message")), n2 = e3.length; - t2.push(_2); - var s2 = new u(0 | r2._crypto_hash_sha512_bytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_hash_sha512(c2, _2, n2, 0))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "invalid usage"); - } - function Ta(e3, a3) { - var t2 = []; - l(a3), m(t2, e3, "state_address"); - var _2 = new u(0 | r2._crypto_hash_sha512_bytes()), n2 = _2.address; - if (t2.push(n2), !(0 | r2._crypto_hash_sha512_final(e3, n2))) { - var s2 = (r2._free(e3), y(_2, a3)); - return g(t2), s2; - } - b(t2, "invalid usage"); - } - function wa(e3) { - var a3 = []; - l(e3); - var t2 = new u(208).address; - if (!(0 | r2._crypto_hash_sha512_init(t2))) { - var _2 = t2; - return g(a3), _2; - } - b(a3, "invalid usage"); - } - function Ya(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "state_address"); - var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; - _2.push(n2), 0 | r2._crypto_hash_sha512_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); - } - function Ba(e3, a3, t2, _2, s2) { - var c2 = []; - l(s2), m(c2, e3, "subkey_len"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(c2, "subkey_len must be an unsigned integer"), m(c2, a3, "subkey_id"); - var h2, o2 = 0; - if ("bigint" == typeof a3 && a3 >= BigInt(0)) { - const e4 = a3 >> BigInt(32); - e4 > BigInt(4294967295) && f(c2, "subkey_id cannot be more than 64 bits"), o2 = Number(e4), h2 = Number(a3 & BigInt(4294967295)); - } else "number" == typeof a3 && (0 | a3) === a3 && a3 >= 0 ? h2 = a3 : f(c2, "subkey_id must be an unsigned integer or bigint"); - "string" != typeof t2 && f(c2, "ctx must be a string"), t2 = n(t2 + "\0"), null != i2 && t2.length - 1 !== i2 && f(c2, "invalid ctx length"); - var p2 = d(t2), i2 = t2.length - 1; - c2.push(p2), _2 = E(c2, _2, "key"); - var v2, b2 = 0 | r2._crypto_kdf_keybytes(); - _2.length !== b2 && f(c2, "invalid key length"), v2 = d(_2), c2.push(v2); - var x2 = new u(0 | e3), k2 = x2.address; - c2.push(k2), r2._crypto_kdf_derive_from_key(k2, e3, h2, o2, p2, v2); - var S2 = y(x2, s2); - return g(c2), S2; - } - function Aa(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_kdf_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_kdf_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function Ma(e3, a3, t2, _2) { - var n2 = []; - l(_2), e3 = E(n2, e3, "clientPublicKey"); - var s2, c2 = 0 | r2._crypto_kx_publickeybytes(); - e3.length !== c2 && f(n2, "invalid clientPublicKey length"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "clientSecretKey"); - var h2, o2 = 0 | r2._crypto_kx_secretkeybytes(); - a3.length !== o2 && f(n2, "invalid clientSecretKey length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "serverPublicKey"); - var p2, i2 = 0 | r2._crypto_kx_publickeybytes(); - t2.length !== i2 && f(n2, "invalid serverPublicKey length"), p2 = d(t2), n2.push(p2); - var v2 = new u(0 | r2._crypto_kx_sessionkeybytes()), m2 = v2.address; - n2.push(m2); - var x2 = new u(0 | r2._crypto_kx_sessionkeybytes()), k2 = x2.address; - if (n2.push(k2), !(0 | r2._crypto_kx_client_session_keys(m2, k2, s2, h2, p2))) { - var S2 = y({ sharedRx: v2, sharedTx: x2 }, _2); - return g(n2), S2; - } - b(n2, "invalid usage"); - } - function Ia(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_kx_publickeybytes()), _2 = t2.address; - a3.push(_2); - var n2 = new u(0 | r2._crypto_kx_secretkeybytes()), s2 = n2.address; - if (a3.push(s2), !(0 | r2._crypto_kx_keypair(_2, s2))) { - var c2 = { publicKey: y(t2, e3), privateKey: y(n2, e3), keyType: "x25519" }; - return g(a3), c2; - } - b(a3, "internal error"); - } - function Ka(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "seed"); - var _2, n2 = 0 | r2._crypto_kx_seedbytes(); - e3.length !== n2 && f(t2, "invalid seed length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_kx_publickeybytes()), c2 = s2.address; - t2.push(c2); - var h2 = new u(0 | r2._crypto_kx_secretkeybytes()), o2 = h2.address; - if (t2.push(o2), !(0 | r2._crypto_kx_seed_keypair(c2, o2, _2))) { - var p2 = { publicKey: y(s2, a3), privateKey: y(h2, a3), keyType: "x25519" }; - return g(t2), p2; - } - b(t2, "internal error"); - } - function Na(e3, a3, t2, _2) { - var n2 = []; - l(_2), e3 = E(n2, e3, "serverPublicKey"); - var s2, c2 = 0 | r2._crypto_kx_publickeybytes(); - e3.length !== c2 && f(n2, "invalid serverPublicKey length"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "serverSecretKey"); - var h2, o2 = 0 | r2._crypto_kx_secretkeybytes(); - a3.length !== o2 && f(n2, "invalid serverSecretKey length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "clientPublicKey"); - var p2, i2 = 0 | r2._crypto_kx_publickeybytes(); - t2.length !== i2 && f(n2, "invalid clientPublicKey length"), p2 = d(t2), n2.push(p2); - var v2 = new u(0 | r2._crypto_kx_sessionkeybytes()), m2 = v2.address; - n2.push(m2); - var x2 = new u(0 | r2._crypto_kx_sessionkeybytes()), k2 = x2.address; - if (n2.push(k2), !(0 | r2._crypto_kx_server_session_keys(m2, k2, s2, h2, p2))) { - var S2 = y({ sharedRx: v2, sharedTx: x2 }, _2); - return g(n2), S2; - } - b(n2, "invalid usage"); - } - function La(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "key"); - var c2, h2 = 0 | r2._crypto_onetimeauth_keybytes(); - a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_onetimeauth_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_onetimeauth(p2, n2, s2, 0, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function Oa(e3, a3) { - var t2 = []; - l(a3), m(t2, e3, "state_address"); - var _2 = new u(0 | r2._crypto_onetimeauth_bytes()), n2 = _2.address; - if (t2.push(n2), !(0 | r2._crypto_onetimeauth_final(e3, n2))) { - var s2 = (r2._free(e3), y(_2, a3)); - return g(t2), s2; - } - b(t2, "invalid usage"); - } - function Ua(e3, a3) { - var t2 = []; - l(a3); - var _2 = null; - null != e3 && (_2 = d(e3 = E(t2, e3, "key")), e3.length, t2.push(_2)); - var n2 = new u(144).address; - if (!(0 | r2._crypto_onetimeauth_init(n2, _2))) { - var s2 = n2; - return g(t2), s2; - } - b(t2, "invalid usage"); - } - function Ca(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_onetimeauth_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_onetimeauth_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function Pa(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "state_address"); - var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; - _2.push(n2), 0 | r2._crypto_onetimeauth_update(e3, n2, s2) && b(_2, "invalid usage"), g(_2); - } - function Ra(e3, a3, t2) { - var _2 = []; - e3 = E(_2, e3, "hash"); - var n2, s2 = 0 | r2._crypto_onetimeauth_bytes(); - e3.length !== s2 && f(_2, "invalid hash length"), n2 = d(e3), _2.push(n2); - var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; - _2.push(c2), t2 = E(_2, t2, "key"); - var o2, p2 = 0 | r2._crypto_onetimeauth_keybytes(); - t2.length !== p2 && f(_2, "invalid key length"), o2 = d(t2), _2.push(o2); - var y2 = !(0 | r2._crypto_onetimeauth_verify(n2, c2, h2, 0, o2)); - return g(_2), y2; - } - function Xa(e3, a3, t2, _2, n2, s2, c2) { - var h2 = []; - l(c2), m(h2, e3, "keyLength"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(h2, "keyLength must be an unsigned integer"); - var o2 = d(a3 = E(h2, a3, "password")), p2 = a3.length; - h2.push(o2), t2 = E(h2, t2, "salt"); - var i2, v2 = 0 | r2._crypto_pwhash_saltbytes(); - t2.length !== v2 && f(h2, "invalid salt length"), i2 = d(t2), h2.push(i2), m(h2, _2, "opsLimit"), ("number" != typeof _2 || (0 | _2) !== _2 || _2 < 0) && f(h2, "opsLimit must be an unsigned integer"), m(h2, n2, "memLimit"), ("number" != typeof n2 || (0 | n2) !== n2 || n2 < 0) && f(h2, "memLimit must be an unsigned integer"), m(h2, s2, "algorithm"), ("number" != typeof s2 || (0 | s2) !== s2 || s2 < 0) && f(h2, "algorithm must be an unsigned integer"); - var x2 = new u(0 | e3), k2 = x2.address; - if (h2.push(k2), !(0 | r2._crypto_pwhash(k2, e3, 0, o2, p2, 0, i2, _2, 0, n2, s2))) { - var S2 = y(x2, c2); - return g(h2), S2; - } - b(h2, "invalid usage"); - } - function Ga(e3, a3, t2, _2, n2, s2) { - var c2 = []; - l(s2), m(c2, e3, "keyLength"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(c2, "keyLength must be an unsigned integer"); - var h2 = d(a3 = E(c2, a3, "password")), o2 = a3.length; - c2.push(h2), t2 = E(c2, t2, "salt"); - var p2, i2 = 0 | r2._crypto_pwhash_scryptsalsa208sha256_saltbytes(); - t2.length !== i2 && f(c2, "invalid salt length"), p2 = d(t2), c2.push(p2), m(c2, _2, "opsLimit"), ("number" != typeof _2 || (0 | _2) !== _2 || _2 < 0) && f(c2, "opsLimit must be an unsigned integer"), m(c2, n2, "memLimit"), ("number" != typeof n2 || (0 | n2) !== n2 || n2 < 0) && f(c2, "memLimit must be an unsigned integer"); - var v2 = new u(0 | e3), x2 = v2.address; - if (c2.push(x2), !(0 | r2._crypto_pwhash_scryptsalsa208sha256(x2, e3, 0, h2, o2, 0, p2, _2, 0, n2))) { - var k2 = y(v2, s2); - return g(c2), k2; - } - b(c2, "invalid usage"); - } - function Da(e3, a3, t2, _2, n2, s2, c2) { - var h2 = []; - l(c2); - var o2 = d(e3 = E(h2, e3, "password")), p2 = e3.length; - h2.push(o2); - var i2 = d(a3 = E(h2, a3, "salt")), v2 = a3.length; - h2.push(i2), m(h2, t2, "opsLimit"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(h2, "opsLimit must be an unsigned integer"), m(h2, _2, "r"), ("number" != typeof _2 || (0 | _2) !== _2 || _2 < 0) && f(h2, "r must be an unsigned integer"), m(h2, n2, "p"), ("number" != typeof n2 || (0 | n2) !== n2 || n2 < 0) && f(h2, "p must be an unsigned integer"), m(h2, s2, "keyLength"), ("number" != typeof s2 || (0 | s2) !== s2 || s2 < 0) && f(h2, "keyLength must be an unsigned integer"); - var x2 = new u(0 | s2), k2 = x2.address; - if (h2.push(k2), !(0 | r2._crypto_pwhash_scryptsalsa208sha256_ll(o2, p2, i2, v2, t2, 0, _2, n2, k2, s2))) { - var S2 = y(x2, c2); - return g(h2), S2; - } - b(h2, "invalid usage"); - } - function Fa(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "password")), c2 = e3.length; - n2.push(s2), m(n2, a3, "opsLimit"), ("number" != typeof a3 || (0 | a3) !== a3 || a3 < 0) && f(n2, "opsLimit must be an unsigned integer"), m(n2, t2, "memLimit"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(n2, "memLimit must be an unsigned integer"); - var h2 = new u(0 | r2._crypto_pwhash_scryptsalsa208sha256_strbytes()).address; - if (n2.push(h2), !(0 | r2._crypto_pwhash_scryptsalsa208sha256_str(h2, s2, c2, 0, a3, 0, t2))) { - var o2 = r2.UTF8ToString(h2); - return g(n2), o2; - } - b(n2, "invalid usage"); - } - function Va(e3, a3, t2) { - var _2 = []; - l(t2), "string" != typeof e3 && f(_2, "hashed_password must be a string"), e3 = n(e3 + "\0"), null != c2 && e3.length - 1 !== c2 && f(_2, "invalid hashed_password length"); - var s2 = d(e3), c2 = e3.length - 1; - _2.push(s2); - var h2 = d(a3 = E(_2, a3, "password")), o2 = a3.length; - _2.push(h2); - var p2 = !(0 | r2._crypto_pwhash_scryptsalsa208sha256_str_verify(s2, h2, o2, 0)); - return g(_2), p2; - } - function Ha(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "password")), c2 = e3.length; - n2.push(s2), m(n2, a3, "opsLimit"), ("number" != typeof a3 || (0 | a3) !== a3 || a3 < 0) && f(n2, "opsLimit must be an unsigned integer"), m(n2, t2, "memLimit"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(n2, "memLimit must be an unsigned integer"); - var h2 = new u(0 | r2._crypto_pwhash_strbytes()).address; - if (n2.push(h2), !(0 | r2._crypto_pwhash_str(h2, s2, c2, 0, a3, 0, t2))) { - var o2 = r2.UTF8ToString(h2); - return g(n2), o2; - } - b(n2, "invalid usage"); - } - function Wa(e3, a3, t2, _2) { - var s2 = []; - l(_2), "string" != typeof e3 && f(s2, "hashed_password must be a string"), e3 = n(e3 + "\0"), null != h2 && e3.length - 1 !== h2 && f(s2, "invalid hashed_password length"); - var c2 = d(e3), h2 = e3.length - 1; - s2.push(c2), m(s2, a3, "opsLimit"), ("number" != typeof a3 || (0 | a3) !== a3 || a3 < 0) && f(s2, "opsLimit must be an unsigned integer"), m(s2, t2, "memLimit"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(s2, "memLimit must be an unsigned integer"); - var o2 = !!(0 | r2._crypto_pwhash_str_needs_rehash(c2, a3, 0, t2)); - return g(s2), o2; - } - function qa(e3, a3, t2) { - var _2 = []; - l(t2), "string" != typeof e3 && f(_2, "hashed_password must be a string"), e3 = n(e3 + "\0"), null != c2 && e3.length - 1 !== c2 && f(_2, "invalid hashed_password length"); - var s2 = d(e3), c2 = e3.length - 1; - _2.push(s2); - var h2 = d(a3 = E(_2, a3, "password")), o2 = a3.length; - _2.push(h2); - var p2 = !(0 | r2._crypto_pwhash_str_verify(s2, h2, o2, 0)); - return g(_2), p2; - } - function ja(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "privateKey"); - var n2, s2 = 0 | r2._crypto_scalarmult_scalarbytes(); - e3.length !== s2 && f(_2, "invalid privateKey length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "publicKey"); - var c2, h2 = 0 | r2._crypto_scalarmult_bytes(); - a3.length !== h2 && f(_2, "invalid publicKey length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_scalarmult_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_scalarmult(p2, n2, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "weak public key"); - } - function za(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "privateKey"); - var _2, n2 = 0 | r2._crypto_scalarmult_scalarbytes(); - e3.length !== n2 && f(t2, "invalid privateKey length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_scalarmult_bytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_scalarmult_base(c2, _2))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "unknown error"); - } - function Ja(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "n"); - var n2, s2 = 0 | r2._crypto_scalarmult_ed25519_scalarbytes(); - e3.length !== s2 && f(_2, "invalid n length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "p"); - var c2, h2 = 0 | r2._crypto_scalarmult_ed25519_bytes(); - a3.length !== h2 && f(_2, "invalid p length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_scalarmult_ed25519_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_scalarmult_ed25519(p2, n2, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid point or scalar is 0"); - } - function Qa(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "scalar"); - var _2, n2 = 0 | r2._crypto_scalarmult_ed25519_scalarbytes(); - e3.length !== n2 && f(t2, "invalid scalar length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_scalarmult_ed25519_bytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_scalarmult_ed25519_base(c2, _2))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "scalar is 0"); - } - function Za(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "scalar"); - var _2, n2 = 0 | r2._crypto_scalarmult_ed25519_scalarbytes(); - e3.length !== n2 && f(t2, "invalid scalar length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_scalarmult_ed25519_bytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_scalarmult_ed25519_base_noclamp(c2, _2))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "scalar is 0"); - } - function $a(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "n"); - var n2, s2 = 0 | r2._crypto_scalarmult_ed25519_scalarbytes(); - e3.length !== s2 && f(_2, "invalid n length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "p"); - var c2, h2 = 0 | r2._crypto_scalarmult_ed25519_bytes(); - a3.length !== h2 && f(_2, "invalid p length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_scalarmult_ed25519_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_scalarmult_ed25519_noclamp(p2, n2, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid point or scalar is 0"); - } - function er(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "scalar"); - var n2, s2 = 0 | r2._crypto_scalarmult_ristretto255_scalarbytes(); - e3.length !== s2 && f(_2, "invalid scalar length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "element"); - var c2, h2 = 0 | r2._crypto_scalarmult_ristretto255_bytes(); - a3.length !== h2 && f(_2, "invalid element length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_scalarmult_ristretto255_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_scalarmult_ristretto255(p2, n2, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "result is identity element"); - } - function ar(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "scalar"); - var _2, n2 = 0 | r2._crypto_core_ristretto255_scalarbytes(); - e3.length !== n2 && f(t2, "invalid scalar length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_core_ristretto255_bytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_scalarmult_ristretto255_base(c2, _2))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "scalar is 0"); - } - function rr(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "message")), c2 = e3.length; - n2.push(s2), a3 = E(n2, a3, "nonce"); - var h2, o2 = 0 | r2._crypto_secretbox_noncebytes(); - a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "key"); - var p2, i2 = 0 | r2._crypto_secretbox_keybytes(); - t2.length !== i2 && f(n2, "invalid key length"), p2 = d(t2), n2.push(p2); - var v2 = new u(0 | c2), m2 = v2.address; - n2.push(m2); - var x2 = new u(0 | r2._crypto_secretbox_macbytes()), k2 = x2.address; - if (n2.push(k2), !(0 | r2._crypto_secretbox_detached(m2, k2, s2, c2, 0, h2, p2))) { - var S2 = y({ mac: x2, cipher: v2 }, _2); - return g(n2), S2; - } - b(n2, "invalid usage"); - } - function tr(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "message")), c2 = e3.length; - n2.push(s2), a3 = E(n2, a3, "nonce"); - var h2, o2 = 0 | r2._crypto_secretbox_noncebytes(); - a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "key"); - var p2, i2 = 0 | r2._crypto_secretbox_keybytes(); - t2.length !== i2 && f(n2, "invalid key length"), p2 = d(t2), n2.push(p2); - var v2 = new u(c2 + r2._crypto_secretbox_macbytes() | 0), m2 = v2.address; - if (n2.push(m2), !(0 | r2._crypto_secretbox_easy(m2, s2, c2, 0, h2, p2))) { - var x2 = y(v2, _2); - return g(n2), x2; - } - b(n2, "invalid usage"); - } - function _r(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_secretbox_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_secretbox_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function nr(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2); - var c2 = d(e3 = E(s2, e3, "ciphertext")), h2 = e3.length; - s2.push(c2), a3 = E(s2, a3, "mac"); - var o2, p2 = 0 | r2._crypto_secretbox_macbytes(); - a3.length !== p2 && f(s2, "invalid mac length"), o2 = d(a3), s2.push(o2), t2 = E(s2, t2, "nonce"); - var i2, v2 = 0 | r2._crypto_secretbox_noncebytes(); - t2.length !== v2 && f(s2, "invalid nonce length"), i2 = d(t2), s2.push(i2), _2 = E(s2, _2, "key"); - var m2, x2 = 0 | r2._crypto_secretbox_keybytes(); - _2.length !== x2 && f(s2, "invalid key length"), m2 = d(_2), s2.push(m2); - var k2 = new u(0 | h2), S2 = k2.address; - if (s2.push(S2), !(0 | r2._crypto_secretbox_open_detached(S2, c2, o2, h2, 0, i2, m2))) { - var T2 = y(k2, n2); - return g(s2), T2; - } - b(s2, "wrong secret key for the given ciphertext"); - } - function sr(e3, a3, t2, _2) { - var n2 = []; - l(_2), e3 = E(n2, e3, "ciphertext"); - var s2, c2 = r2._crypto_secretbox_macbytes(), h2 = e3.length; - h2 < c2 && f(n2, "ciphertext is too short"), s2 = d(e3), n2.push(s2), a3 = E(n2, a3, "nonce"); - var o2, p2 = 0 | r2._crypto_secretbox_noncebytes(); - a3.length !== p2 && f(n2, "invalid nonce length"), o2 = d(a3), n2.push(o2), t2 = E(n2, t2, "key"); - var i2, v2 = 0 | r2._crypto_secretbox_keybytes(); - t2.length !== v2 && f(n2, "invalid key length"), i2 = d(t2), n2.push(i2); - var m2 = new u(h2 - r2._crypto_secretbox_macbytes() | 0), x2 = m2.address; - if (n2.push(x2), !(0 | r2._crypto_secretbox_open_easy(x2, s2, h2, 0, o2, i2))) { - var k2 = y(m2, _2); - return g(n2), k2; - } - b(n2, "wrong secret key for the given ciphertext"); - } - function cr(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "header"); - var n2, s2 = 0 | r2._crypto_secretstream_xchacha20poly1305_headerbytes(); - e3.length !== s2 && f(_2, "invalid header length"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "key"); - var c2, h2 = 0 | r2._crypto_secretstream_xchacha20poly1305_keybytes(); - a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); - var o2 = new u(52).address; - if (!(0 | r2._crypto_secretstream_xchacha20poly1305_init_pull(o2, n2, c2))) { - var p2 = o2; - return g(_2), p2; - } - b(_2, "invalid usage"); - } - function hr(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "key"); - var _2, n2 = 0 | r2._crypto_secretstream_xchacha20poly1305_keybytes(); - e3.length !== n2 && f(t2, "invalid key length"), _2 = d(e3), t2.push(_2); - var s2 = new u(52).address, c2 = new u(0 | r2._crypto_secretstream_xchacha20poly1305_headerbytes()), h2 = c2.address; - if (t2.push(h2), !(0 | r2._crypto_secretstream_xchacha20poly1305_init_push(s2, h2, _2))) { - var o2 = { state: s2, header: y(c2, a3) }; - return g(t2), o2; - } - b(t2, "invalid usage"); - } - function or(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_secretstream_xchacha20poly1305_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_secretstream_xchacha20poly1305_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function pr(e3, a3, t2, _2) { - var n2 = []; - l(_2), m(n2, e3, "state_address"), a3 = E(n2, a3, "cipher"); - var s2, c2 = r2._crypto_secretstream_xchacha20poly1305_abytes(), h2 = a3.length; - h2 < c2 && f(n2, "cipher is too short"), s2 = d(a3), n2.push(s2); - var o2 = null, p2 = 0; - null != t2 && (o2 = d(t2 = E(n2, t2, "ad")), p2 = t2.length, n2.push(o2)); - var i2 = new u(h2 - r2._crypto_secretstream_xchacha20poly1305_abytes() | 0), b2 = i2.address; - n2.push(b2); - var x2, k2 = (x2 = v(1), n2.push(x2), (k2 = 0 === r2._crypto_secretstream_xchacha20poly1305_pull(e3, b2, 0, x2, s2, h2, 0, o2, p2) && { tag: r2.HEAPU8[x2], message: i2 }) && { message: y(k2.message, _2), tag: k2.tag }); - return g(n2), k2; - } - function yr(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2), m(s2, e3, "state_address"); - var c2 = d(a3 = E(s2, a3, "message_chunk")), h2 = a3.length; - s2.push(c2); - var o2 = null, p2 = 0; - null != t2 && (o2 = d(t2 = E(s2, t2, "ad")), p2 = t2.length, s2.push(o2)), m(s2, _2, "tag"), ("number" != typeof _2 || (0 | _2) !== _2 || _2 < 0) && f(s2, "tag must be an unsigned integer"); - var i2 = new u(h2 + r2._crypto_secretstream_xchacha20poly1305_abytes() | 0), v2 = i2.address; - if (s2.push(v2), !(0 | r2._crypto_secretstream_xchacha20poly1305_push(e3, v2, 0, c2, h2, 0, o2, p2, 0, _2))) { - var x2 = y(i2, n2); - return g(s2), x2; - } - b(s2, "invalid usage"); - } - function ir(e3, a3) { - var t2 = []; - return l(a3), m(t2, e3, "state_address"), r2._crypto_secretstream_xchacha20poly1305_rekey(e3), g(t2), true; - } - function lr(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "key"); - var c2, h2 = 0 | r2._crypto_shorthash_keybytes(); - a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_shorthash_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_shorthash(p2, n2, s2, 0, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function ur(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_shorthash_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_shorthash_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function dr(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "key"); - var c2, h2 = 0 | r2._crypto_shorthash_siphashx24_keybytes(); - a3.length !== h2 && f(_2, "invalid key length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_shorthash_siphashx24_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_shorthash_siphashx24(p2, n2, s2, 0, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function vr(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "privateKey"); - var c2, h2 = 0 | r2._crypto_sign_secretkeybytes(); - a3.length !== h2 && f(_2, "invalid privateKey length"), c2 = d(a3), _2.push(c2); - var o2 = new u(e3.length + r2._crypto_sign_bytes() | 0), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_sign(p2, null, n2, s2, 0, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function gr(e3, a3, t2) { - var _2 = []; - l(t2); - var n2 = d(e3 = E(_2, e3, "message")), s2 = e3.length; - _2.push(n2), a3 = E(_2, a3, "privateKey"); - var c2, h2 = 0 | r2._crypto_sign_secretkeybytes(); - a3.length !== h2 && f(_2, "invalid privateKey length"), c2 = d(a3), _2.push(c2); - var o2 = new u(0 | r2._crypto_sign_bytes()), p2 = o2.address; - if (_2.push(p2), !(0 | r2._crypto_sign_detached(p2, null, n2, s2, 0, c2))) { - var i2 = y(o2, t2); - return g(_2), i2; - } - b(_2, "invalid usage"); - } - function br(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "edPk"); - var _2, n2 = 0 | r2._crypto_sign_publickeybytes(); - e3.length !== n2 && f(t2, "invalid edPk length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_scalarmult_scalarbytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_sign_ed25519_pk_to_curve25519(c2, _2))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "invalid key"); - } - function fr(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "edSk"); - var _2, n2 = 0 | r2._crypto_sign_secretkeybytes(); - e3.length !== n2 && f(t2, "invalid edSk length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_scalarmult_scalarbytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_sign_ed25519_sk_to_curve25519(c2, _2))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "invalid key"); - } - function mr(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "privateKey"); - var _2, n2 = 0 | r2._crypto_sign_secretkeybytes(); - e3.length !== n2 && f(t2, "invalid privateKey length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_sign_publickeybytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_sign_ed25519_sk_to_pk(c2, _2))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "invalid key"); - } - function Er(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "privateKey"); - var _2, n2 = 0 | r2._crypto_sign_secretkeybytes(); - e3.length !== n2 && f(t2, "invalid privateKey length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_sign_seedbytes()), c2 = s2.address; - if (t2.push(c2), !(0 | r2._crypto_sign_ed25519_sk_to_seed(c2, _2))) { - var h2 = y(s2, a3); - return g(t2), h2; - } - b(t2, "invalid key"); - } - function xr(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "state_address"), a3 = E(_2, a3, "privateKey"); - var n2, s2 = 0 | r2._crypto_sign_secretkeybytes(); - a3.length !== s2 && f(_2, "invalid privateKey length"), n2 = d(a3), _2.push(n2); - var c2 = new u(0 | r2._crypto_sign_bytes()), h2 = c2.address; - if (_2.push(h2), !(0 | r2._crypto_sign_final_create(e3, h2, null, n2))) { - var o2 = (r2._free(e3), y(c2, t2)); - return g(_2), o2; - } - b(_2, "invalid usage"); - } - function kr(e3, a3, t2, _2) { - var n2 = []; - l(_2), m(n2, e3, "state_address"), a3 = E(n2, a3, "signature"); - var s2, c2 = 0 | r2._crypto_sign_bytes(); - a3.length !== c2 && f(n2, "invalid signature length"), s2 = d(a3), n2.push(s2), t2 = E(n2, t2, "publicKey"); - var h2, o2 = 0 | r2._crypto_sign_publickeybytes(); - t2.length !== o2 && f(n2, "invalid publicKey length"), h2 = d(t2), n2.push(h2); - var p2 = !(0 | r2._crypto_sign_final_verify(e3, s2, h2)); - return g(n2), p2; - } - function Sr(e3) { - var a3 = []; - l(e3); - var t2 = new u(208).address; - if (!(0 | r2._crypto_sign_init(t2))) { - var _2 = t2; - return g(a3), _2; - } - b(a3, "internal error"); - } - function Tr(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_sign_publickeybytes()), _2 = t2.address; - a3.push(_2); - var n2 = new u(0 | r2._crypto_sign_secretkeybytes()), s2 = n2.address; - if (a3.push(s2), !(0 | r2._crypto_sign_keypair(_2, s2))) { - var c2 = { publicKey: y(t2, e3), privateKey: y(n2, e3), keyType: "ed25519" }; - return g(a3), c2; - } - b(a3, "internal error"); - } - function wr(e3, a3, t2) { - var _2 = []; - l(t2), e3 = E(_2, e3, "signedMessage"); - var n2, s2 = r2._crypto_sign_bytes(), c2 = e3.length; - c2 < s2 && f(_2, "signedMessage is too short"), n2 = d(e3), _2.push(n2), a3 = E(_2, a3, "publicKey"); - var h2, o2 = 0 | r2._crypto_sign_publickeybytes(); - a3.length !== o2 && f(_2, "invalid publicKey length"), h2 = d(a3), _2.push(h2); - var p2 = new u(c2 - r2._crypto_sign_bytes() | 0), i2 = p2.address; - if (_2.push(i2), !(0 | r2._crypto_sign_open(i2, null, n2, c2, 0, h2))) { - var v2 = y(p2, t2); - return g(_2), v2; - } - b(_2, "incorrect signature for the given public key"); - } - function Yr(e3, a3) { - var t2 = []; - l(a3), e3 = E(t2, e3, "seed"); - var _2, n2 = 0 | r2._crypto_sign_seedbytes(); - e3.length !== n2 && f(t2, "invalid seed length"), _2 = d(e3), t2.push(_2); - var s2 = new u(0 | r2._crypto_sign_publickeybytes()), c2 = s2.address; - t2.push(c2); - var h2 = new u(0 | r2._crypto_sign_secretkeybytes()), o2 = h2.address; - if (t2.push(o2), !(0 | r2._crypto_sign_seed_keypair(c2, o2, _2))) { - var p2 = { publicKey: y(s2, a3), privateKey: y(h2, a3), keyType: "ed25519" }; - return g(t2), p2; - } - b(t2, "invalid usage"); - } - function Br(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "state_address"); - var n2 = d(a3 = E(_2, a3, "message_chunk")), s2 = a3.length; - _2.push(n2), 0 | r2._crypto_sign_update(e3, n2, s2, 0) && b(_2, "invalid usage"), g(_2); - } - function Ar(e3, a3, t2) { - var _2 = []; - e3 = E(_2, e3, "signature"); - var n2, s2 = 0 | r2._crypto_sign_bytes(); - e3.length !== s2 && f(_2, "invalid signature length"), n2 = d(e3), _2.push(n2); - var c2 = d(a3 = E(_2, a3, "message")), h2 = a3.length; - _2.push(c2), t2 = E(_2, t2, "publicKey"); - var o2, p2 = 0 | r2._crypto_sign_publickeybytes(); - t2.length !== p2 && f(_2, "invalid publicKey length"), o2 = d(t2), _2.push(o2); - var y2 = !(0 | r2._crypto_sign_verify_detached(n2, c2, h2, 0, o2)); - return g(_2), y2; - } - function Mr(e3, a3, t2, _2) { - var n2 = []; - l(_2), m(n2, e3, "outLength"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(n2, "outLength must be an unsigned integer"), a3 = E(n2, a3, "key"); - var s2, c2 = 0 | r2._crypto_stream_chacha20_keybytes(); - a3.length !== c2 && f(n2, "invalid key length"), s2 = d(a3), n2.push(s2), t2 = E(n2, t2, "nonce"); - var h2, o2 = 0 | r2._crypto_stream_chacha20_noncebytes(); - t2.length !== o2 && f(n2, "invalid nonce length"), h2 = d(t2), n2.push(h2); - var p2 = new u(0 | e3), i2 = p2.address; - n2.push(i2), r2._crypto_stream_chacha20(i2, e3, 0, h2, s2); - var v2 = y(p2, _2); - return g(n2), v2; - } - function Ir(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "input_message")), c2 = e3.length; - n2.push(s2), a3 = E(n2, a3, "nonce"); - var h2, o2 = 0 | r2._crypto_stream_chacha20_ietf_noncebytes(); - a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "key"); - var p2, i2 = 0 | r2._crypto_stream_chacha20_ietf_keybytes(); - t2.length !== i2 && f(n2, "invalid key length"), p2 = d(t2), n2.push(p2); - var v2 = new u(0 | c2), m2 = v2.address; - if (n2.push(m2), 0 === r2._crypto_stream_chacha20_ietf_xor(m2, s2, c2, 0, h2, p2)) { - var x2 = y(v2, _2); - return g(n2), x2; - } - b(n2, "invalid usage"); - } - function Kr(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2); - var c2 = d(e3 = E(s2, e3, "input_message")), h2 = e3.length; - s2.push(c2), a3 = E(s2, a3, "nonce"); - var o2, p2 = 0 | r2._crypto_stream_chacha20_ietf_noncebytes(); - a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), m(s2, t2, "nonce_increment"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(s2, "nonce_increment must be an unsigned integer"), _2 = E(s2, _2, "key"); - var i2, v2 = 0 | r2._crypto_stream_chacha20_ietf_keybytes(); - _2.length !== v2 && f(s2, "invalid key length"), i2 = d(_2), s2.push(i2); - var x2 = new u(0 | h2), k2 = x2.address; - if (s2.push(k2), 0 === r2._crypto_stream_chacha20_ietf_xor_ic(k2, c2, h2, 0, o2, t2, i2)) { - var S2 = y(x2, n2); - return g(s2), S2; - } - b(s2, "invalid usage"); - } - function Nr(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_stream_chacha20_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_stream_chacha20_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function Lr(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "input_message")), c2 = e3.length; - n2.push(s2), a3 = E(n2, a3, "nonce"); - var h2, o2 = 0 | r2._crypto_stream_chacha20_noncebytes(); - a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "key"); - var p2, i2 = 0 | r2._crypto_stream_chacha20_keybytes(); - t2.length !== i2 && f(n2, "invalid key length"), p2 = d(t2), n2.push(p2); - var v2 = new u(0 | c2), m2 = v2.address; - if (n2.push(m2), 0 === r2._crypto_stream_chacha20_xor(m2, s2, c2, 0, h2, p2)) { - var x2 = y(v2, _2); - return g(n2), x2; - } - b(n2, "invalid usage"); - } - function Or(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2); - var c2 = d(e3 = E(s2, e3, "input_message")), h2 = e3.length; - s2.push(c2), a3 = E(s2, a3, "nonce"); - var o2, p2 = 0 | r2._crypto_stream_chacha20_noncebytes(); - a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), m(s2, t2, "nonce_increment"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(s2, "nonce_increment must be an unsigned integer"), _2 = E(s2, _2, "key"); - var i2, v2 = 0 | r2._crypto_stream_chacha20_keybytes(); - _2.length !== v2 && f(s2, "invalid key length"), i2 = d(_2), s2.push(i2); - var x2 = new u(0 | h2), k2 = x2.address; - if (s2.push(k2), 0 === r2._crypto_stream_chacha20_xor_ic(k2, c2, h2, 0, o2, t2, 0, i2)) { - var S2 = y(x2, n2); - return g(s2), S2; - } - b(s2, "invalid usage"); - } - function Ur(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_stream_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_stream_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function Cr(e3) { - var a3 = []; - l(e3); - var t2 = new u(0 | r2._crypto_stream_xchacha20_keybytes()), _2 = t2.address; - a3.push(_2), r2._crypto_stream_xchacha20_keygen(_2); - var n2 = y(t2, e3); - return g(a3), n2; - } - function Pr(e3, a3, t2, _2) { - var n2 = []; - l(_2); - var s2 = d(e3 = E(n2, e3, "input_message")), c2 = e3.length; - n2.push(s2), a3 = E(n2, a3, "nonce"); - var h2, o2 = 0 | r2._crypto_stream_xchacha20_noncebytes(); - a3.length !== o2 && f(n2, "invalid nonce length"), h2 = d(a3), n2.push(h2), t2 = E(n2, t2, "key"); - var p2, i2 = 0 | r2._crypto_stream_xchacha20_keybytes(); - t2.length !== i2 && f(n2, "invalid key length"), p2 = d(t2), n2.push(p2); - var v2 = new u(0 | c2), m2 = v2.address; - if (n2.push(m2), 0 === r2._crypto_stream_xchacha20_xor(m2, s2, c2, 0, h2, p2)) { - var x2 = y(v2, _2); - return g(n2), x2; - } - b(n2, "invalid usage"); - } - function Rr(e3, a3, t2, _2, n2) { - var s2 = []; - l(n2); - var c2 = d(e3 = E(s2, e3, "input_message")), h2 = e3.length; - s2.push(c2), a3 = E(s2, a3, "nonce"); - var o2, p2 = 0 | r2._crypto_stream_xchacha20_noncebytes(); - a3.length !== p2 && f(s2, "invalid nonce length"), o2 = d(a3), s2.push(o2), m(s2, t2, "nonce_increment"), ("number" != typeof t2 || (0 | t2) !== t2 || t2 < 0) && f(s2, "nonce_increment must be an unsigned integer"), _2 = E(s2, _2, "key"); - var i2, v2 = 0 | r2._crypto_stream_xchacha20_keybytes(); - _2.length !== v2 && f(s2, "invalid key length"), i2 = d(_2), s2.push(i2); - var x2 = new u(0 | h2), k2 = x2.address; - if (s2.push(k2), 0 === r2._crypto_stream_xchacha20_xor_ic(k2, c2, h2, 0, o2, t2, 0, i2)) { - var S2 = y(x2, n2); - return g(s2), S2; - } - b(s2, "invalid usage"); - } - function Xr(e3, a3) { - var t2 = []; - l(a3), m(t2, e3, "length"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(t2, "length must be an unsigned integer"); - var _2 = new u(0 | e3), n2 = _2.address; - t2.push(n2), r2._randombytes_buf(n2, e3); - var s2 = y(_2, a3); - return g(t2), s2; - } - function Gr(e3, a3, t2) { - var _2 = []; - l(t2), m(_2, e3, "length"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(_2, "length must be an unsigned integer"), a3 = E(_2, a3, "seed"); - var n2, s2 = 0 | r2._randombytes_seedbytes(); - a3.length !== s2 && f(_2, "invalid seed length"), n2 = d(a3), _2.push(n2); - var c2 = new u(0 | e3), h2 = c2.address; - _2.push(h2), r2._randombytes_buf_deterministic(h2, e3, n2); - var o2 = y(c2, t2); - return g(_2), o2; - } - function Dr(e3) { - l(e3), r2._randombytes_close(); - } - function Fr(e3) { - l(e3); - var a3 = r2._randombytes_random() >>> 0; - return g([]), a3; - } - function Vr(e3, a3) { - var t2 = []; - l(a3); - for (var _2 = r2._malloc(24), n2 = 0; n2 < 6; n2++) r2.setValue(_2 + 4 * n2, r2.Runtime.addFunction(e3[["implementation_name", "random", "stir", "uniform", "buf", "close"][n2]]), "i32"); - 0 | r2._randombytes_set_implementation(_2) && b(t2, "unsupported implementation"), g(t2); - } - function Hr(e3) { - l(e3), r2._randombytes_stir(); - } - function Wr(e3, a3) { - var t2 = []; - l(a3), m(t2, e3, "upper_bound"), ("number" != typeof e3 || (0 | e3) !== e3 || e3 < 0) && f(t2, "upper_bound must be an unsigned integer"); - var _2 = r2._randombytes_uniform(e3) >>> 0; - return g(t2), _2; - } - function qr() { - var e3 = r2._sodium_version_string(), a3 = r2.UTF8ToString(e3); - return g([]), a3; - } - return u.prototype.to_Uint8Array = function() { - var e3 = new Uint8Array(this.length); - return e3.set(r2.HEAPU8.subarray(this.address, this.address + this.length)), e3; - }, e2.add = function(e3, a3) { - if (!(e3 instanceof Uint8Array && a3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can added"); - var r3 = e3.length, t2 = 0, _2 = 0; - if (a3.length != e3.length) throw new TypeError("Arguments must have the same length"); - for (_2 = 0; _2 < r3; _2++) t2 >>= 8, t2 += e3[_2] + a3[_2], e3[_2] = 255 & t2; - }, e2.base64_variants = h, e2.compare = function(e3, a3) { - if (!(e3 instanceof Uint8Array && a3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can be compared"); - if (e3.length !== a3.length) throw new TypeError("Only instances of identical length can be compared"); - for (var r3 = 0, t2 = 1, _2 = e3.length; _2-- > 0; ) r3 |= a3[_2] - e3[_2] >> 8 & t2, t2 &= (a3[_2] ^ e3[_2]) - 1 >> 8; - return r3 + r3 + t2 - 1; - }, e2.from_base64 = function(e3, a3) { - a3 = o(a3); - var t2, _2 = [], n2 = new u(3 * (e3 = E(_2, e3, "input")).length / 4), s2 = d(e3), c2 = v(4), h2 = v(4); - return _2.push(s2), _2.push(n2.address), _2.push(n2.result_bin_len_p), _2.push(n2.b64_end_p), 0 !== r2._sodium_base642bin(n2.address, n2.length, s2, e3.length, 0, c2, h2, a3) && b(_2, "invalid input"), r2.getValue(h2, "i32") - s2 !== e3.length && b(_2, "incomplete input"), n2.length = r2.getValue(c2, "i32"), t2 = n2.to_Uint8Array(), g(_2), t2; - }, e2.from_hex = function(e3) { - var a3, t2 = [], _2 = new u((e3 = E(t2, e3, "input")).length / 2), n2 = d(e3), s2 = v(4); - return t2.push(n2), t2.push(_2.address), t2.push(_2.hex_end_p), 0 !== r2._sodium_hex2bin(_2.address, _2.length, n2, e3.length, 0, 0, s2) && b(t2, "invalid input"), r2.getValue(s2, "i32") - n2 !== e3.length && b(t2, "incomplete input"), a3 = _2.to_Uint8Array(), g(t2), a3; - }, e2.from_string = n, e2.increment = function(e3) { - if (!(e3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can be incremented"); - for (var a3 = 256, r3 = 0, t2 = e3.length; r3 < t2; r3++) a3 >>= 8, a3 += e3[r3], e3[r3] = 255 & a3; - }, e2.is_zero = function(e3) { - if (!(e3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can be checked"); - for (var a3 = 0, r3 = 0, t2 = e3.length; r3 < t2; r3++) a3 |= e3[r3]; - return 0 === a3; - }, e2.libsodium = a2, e2.memcmp = function(e3, a3) { - if (!(e3 instanceof Uint8Array && a3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can be compared"); - if (e3.length !== a3.length) throw new TypeError("Only instances of identical length can be compared"); - for (var r3 = 0, t2 = 0, _2 = e3.length; t2 < _2; t2++) r3 |= e3[t2] ^ a3[t2]; - return 0 === r3; - }, e2.memzero = function(e3) { - if (!(e3 instanceof Uint8Array)) throw new TypeError("Only Uint8Array instances can be wiped"); - for (var a3 = 0, r3 = e3.length; a3 < r3; a3++) e3[a3] = 0; - }, e2.output_formats = function() { - return ["uint8array", "text", "hex", "base64"]; - }, e2.pad = function(e3, a3) { - if (!(e3 instanceof Uint8Array)) throw new TypeError("buffer must be a Uint8Array"); - if ((a3 |= 0) <= 0) throw new Error("block size must be > 0"); - var t2, _2 = [], n2 = v(4), s2 = 1, c2 = 0, h2 = 0 | e3.length, o2 = new u(h2 + a3); - _2.push(n2), _2.push(o2.address); - for (var p2 = o2.address, y2 = o2.address + h2 + a3; p2 < y2; p2++) r2.HEAPU8[p2] = e3[c2], c2 += s2 = 1 & ~((65535 & ((h2 -= s2) >>> 48 | h2 >>> 32 | h2 >>> 16 | h2)) - 1 >> 16); - return 0 !== r2._sodium_pad(n2, o2.address, e3.length, a3, o2.length) && b(_2, "internal error"), o2.length = r2.getValue(n2, "i32"), t2 = o2.to_Uint8Array(), g(_2), t2; - }, e2.unpad = function(e3, a3) { - if (!(e3 instanceof Uint8Array)) throw new TypeError("buffer must be a Uint8Array"); - if ((a3 |= 0) <= 0) throw new Error("block size must be > 0"); - var t2 = [], _2 = d(e3), n2 = v(4); - return t2.push(_2), t2.push(n2), 0 !== r2._sodium_unpad(n2, _2, e3.length, a3) && b(t2, "unsupported/invalid padding"), e3 = (e3 = new Uint8Array(e3)).subarray(0, r2.getValue(n2, "i32")), g(t2), e3; - }, e2.ready = _, e2.symbols = function() { - return Object.keys(e2).sort(); - }, e2.to_base64 = p, e2.to_hex = c, e2.to_string = s, e2; - } - var r = "object" == typeof e.sodium && "function" == typeof e.sodium.onload ? e.sodium.onload : null; - "function" == typeof define && define.amd ? define(["exports", "libsodium"], a) : "object" == typeof exports && "string" != typeof exports.nodeName ? a(exports, require_libsodium()) : e.sodium = a(e.commonJsStrict = {}, e.libsodium), r && e.sodium.ready.then((function() { - r(e.sodium); - })); - })(exports); - } -}); - -// ../../packages/jsonwebkey-thumbprint/dist/index.mjs -var jwkThumbprintPreCompute = (jwk2) => { - const encoder = new TextEncoder(); - switch (jwk2.kty) { - // Defined in Section 3.2 of RFC 7638 - case "EC": - return encoder.encode( - `{"crv":"${jwk2.crv}","kty":"EC","x":"${jwk2.x}","y":"${jwk2.y}"}` - ); - // Defined in Appendix A.3 of RFC 8037 - case "OKP": - return encoder.encode(`{"crv":"${jwk2.crv}","kty":"OKP","x":"${jwk2.x}"}`); - // Defined in Section 3.2 of RFC 7638 - case "RSA": - return encoder.encode(`{"e":"${jwk2.e}","kty":"RSA","n":"${jwk2.n}"}`); - default: - throw new Error("Unsupported key type"); - } -}; -var jwkThumbprint = async (jwk2, hash, decode2) => { - const precomputed = jwkThumbprintPreCompute(jwk2); - const hashValue = await hash(precomputed); - return decode2(hashValue); -}; - -// ../../packages/web-bot-auth/dist/chunk-VXDWK3MV.mjs -function u8ToB64(u) { - return btoa(String.fromCharCode(...u)); -} -function b64Tou8(b) { - return Uint8Array.from(atob(b), (c) => c.charCodeAt(0)); -} -function b64ToB64URL(b) { - return b.replace(/\+/g, "-").replace(/\//g, "_"); -} -function b64ToB64NoPadding(b) { - return b.replace(/=/g, ""); -} -var helpers = { - WEBCRYPTO_SHA256: (b) => crypto.subtle.digest("SHA-256", b), - BASE64URL_DECODE: (u) => b64ToB64URL(b64ToB64NoPadding(u8ToB64(new Uint8Array(u)))) -}; - -// ../../packages/http-message-sig/dist/index.mjs -var __defProp2 = Object.defineProperty; -var __export = (target, all) => { - for (var name in all) - __defProp2(target, name, { get: all[name], enumerable: true }); -}; -var base64_exports = {}; -__export(base64_exports, { - decode: () => decode, - encode: () => encode -}); -function encode(u) { - return btoa(String.fromCharCode(...u)); -} -function decode(b) { - return Uint8Array.from(atob(b), (c) => c.charCodeAt(0)); -} -function extractHeader({ headers }, header) { - if (typeof headers.get === "function") return headers.get(header) ?? ""; - const lcHeader = header.toLowerCase(); - const key = Object.keys(headers).find( - (name) => name.toLowerCase() === lcHeader - ); - let val = key ? headers[key] ?? "" : ""; - if (Array.isArray(val)) { - val = val.join(", "); - } - return val.toString().replace(/\s+/g, " "); -} -function getUrl(message, component) { - if ("url" in message && "protocol" in message) { - const host = extractHeader(message, "host"); - const protocol = message.protocol || "http"; - const baseUrl = `${protocol}://${host}`; - return new URL(message.url, baseUrl); - } - if (!message.url) - throw new Error(`${component} is only valid for requests`); - return new URL(message.url); -} -function extractComponent(message, component) { - switch (component) { - case "@method": - if (!message.method) - throw new Error(`${component} is only valid for requests`); - return message.method.toUpperCase(); - case "@target-uri": - if (!message.url) - throw new Error(`${component} is only valid for requests`); - return message.url; - case "@authority": { - const url = getUrl(message, component); - const port = url.port ? parseInt(url.port, 10) : null; - return `${url.hostname}${port && ![80, 443].includes(port) ? `:${port}` : ""}`; - } - case "@scheme": - return getUrl(message, component).protocol.slice(0, -1); - case "@request-target": { - const { pathname, search } = getUrl(message, component); - return `${pathname}${search}`; - } - case "@path": - return getUrl(message, component).pathname; - case "@query": - return getUrl(message, component).search; - case "@status": - if (!message.status) - throw new Error(`${component} is only valid for responses`); - return message.status.toString(); - case "@query-params": - case "@request-response": - throw new Error(`${component} is not implemented yet`); - default: - throw new Error(`Unknown specialty component ${component}`); - } -} -function buildSignatureInputString(componentNames, parameters) { - const components = componentNames.map((name) => `"${name.toLowerCase()}"`).join(" "); - const values = Object.entries(parameters).map(([parameter, value]) => { - if (typeof value === "number") return `;${parameter}=${value}`; - if (value instanceof Date) - return `;${parameter}=${Math.floor(value.getTime() / 1e3)}`; - return `;${parameter}="${value.toString()}"`; - }).join(""); - return `(${components})${values}`; -} -function buildSignedData(request, components, signatureInputString) { - const parts = components.map((component) => { - const value = component.startsWith("@") ? extractComponent(request, component) : extractHeader(request, component); - return `"${component.toLowerCase()}": ${value}`; - }); - parts.push(`"@signature-params": ${signatureInputString}`); - return parts.join("\n"); -} -var defaultRequestComponents = [ - "@method", - "@path", - "@query", - "@authority", - "content-type", - "digest" -]; -var defaultResponseComponents = [ - "@status", - "content-type", - "digest" -]; -function signatureHeadersSync(message, opts) { - const { signer, components: _components, key: _key, ...params } = opts; - const components = _components ?? ("status" in message ? defaultResponseComponents : defaultRequestComponents); - const key = _key ?? "sig1"; - const signParams = { - created: /* @__PURE__ */ new Date(), - keyid: signer.keyid, - alg: signer.alg, - ...params - }; - const signatureInputString = buildSignatureInputString( - components, - signParams - ); - const dataToSign = buildSignedData(message, components, signatureInputString); - const signature = signer.signSync(dataToSign); - const sigBase64 = encode(signature); - return { - Signature: `${key}=:${sigBase64}:`, - "Signature-Input": `${key}=${signatureInputString}` - }; -} - -// ../../packages/web-bot-auth/dist/index.mjs -var HTTP_MESSAGE_SIGNAGURE_TAG = "web-bot-auth"; -var SIGNATURE_AGENT_HEADER = "signature-agent"; -var REQUEST_COMPONENTS_WITHOUT_SIGNATURE_AGENT = [ - "@authority" -]; -var REQUEST_COMPONENTS = [ - "@authority", - SIGNATURE_AGENT_HEADER -]; -var NONCE_LENGTH_IN_BYTES = 64; -function generateNonce() { - const nonceBytes = new Uint8Array(NONCE_LENGTH_IN_BYTES); - crypto.getRandomValues(nonceBytes); - return u8ToB64(nonceBytes); -} -function validateNonce(nonce) { - try { - return b64Tou8(nonce).length === NONCE_LENGTH_IN_BYTES; - } catch { - return false; - } -} -function getSigningOptions(message, params) { - if (params.created.getTime() > params.expires.getTime()) { - throw new Error("created should happen before expires"); - } - let nonce = params.nonce; - if (!nonce) { - nonce = generateNonce(); - } else { - if (!validateNonce(nonce)) { - throw new Error("nonce is not a valid uint32"); - } - } - const signatureAgent = extractHeader(message, SIGNATURE_AGENT_HEADER); - let components; - if (!params.components) { - if (!signatureAgent) { - components = REQUEST_COMPONENTS_WITHOUT_SIGNATURE_AGENT; - } else { - components = REQUEST_COMPONENTS; - } - } else { - if (signatureAgent && components.indexOf("SIGNATURE_AGENT_HEADER") === -1) { - throw new Error( - `${SIGNATURE_AGENT_HEADER} is required in params.component when included as a header param` - ); - } - components = params.components; - } - return { - components, - created: params.created, - expires: params.expires, - nonce, - key: params.key, - tag: HTTP_MESSAGE_SIGNAGURE_TAG - }; -} -function signatureHeadersSync2(message, signer, params) { - return signatureHeadersSync(message, { - signer, - keyid: signer.keyid, - ...getSigningOptions(message, params) - }); -} - -// src/background.ts -var import_libsodium_wrappers = __toESM(require_libsodium_wrappers()); -var jwk = { "kty": "OKP", "crv": "Ed25519", "d": "n4Ni-HpISpVObnQMW0wOhCKROaIKqKtW_2ZYb2p9KcU", "x": "JrQLj5P_89iXES9-vFgrIy29clF9CC_oPPsw3c5D0bs" }; -var KEY_ID = "not-set-yet"; -jwkThumbprint(jwk, helpers.WEBCRYPTO_SHA256, helpers.BASE64URL_DECODE).then( - (kid) => KEY_ID = kid -); -var MAX_AGE_IN_MS = 1e3 * 60 * 60; -var Ed25519Signer = class { - constructor(jwk2) { - this.jwk = jwk2; - const sodium = import_libsodium_wrappers.default; - const base64urlDecode = (str) => sodium.from_base64(str, sodium.base64_variants.URLSAFE_NO_PADDING); - const privateKey = base64urlDecode(jwk2.d); - const publicKey = base64urlDecode(jwk2.x); - const fullSecretKey = new Uint8Array(64); - fullSecretKey.set(privateKey); - fullSecretKey.set(publicKey, 32); - this.privateKey = fullSecretKey; - this.keyid = KEY_ID; - } - alg = "ed25519"; - keyid; - privateKey; - signSync(data) { - const sodium = import_libsodium_wrappers.default; - const message = sodium.from_string(data); - const signedMessage = sodium.crypto_sign(message, this.privateKey); - return signedMessage.slice(0, sodium.crypto_sign_BYTES); - } -}; -chrome.webRequest.onBeforeSendHeaders.addListener( - function(details) { - const signatureAgentUrl = ""; - if (signatureAgentUrl) { - details.requestHeaders?.push({ - name: "Signature-Agent", - value: `"${signatureAgentUrl}"` - }); - } - const request = new Request(details.url, { - method: details.method, - // eslint-disable-next-line @typescript-eslint/no-non-null-asserted-optional-chain - headers: details.requestHeaders?.map((h) => [h.name, h.value]) - }); - const now = /* @__PURE__ */ 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- boimhnmdbkcpjabondiibeejkndanfpi - - installation_mode - force_installed - update_url - http://127.0.0.1:10001/extensions/my-web-bot-auth-test-2/update.xml - - - - diff --git a/server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist.templ b/server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist.templ deleted file mode 100644 index 4bb9a23d..00000000 --- a/server/e2e/test-extension-enterprise/policy/com.google.Chrome.managed.plist.templ +++ /dev/null @@ -1,21 +0,0 @@ - - - - - ExtensionSettings - - * - - installation_mode - blocked - - EXTENSION_ID_REPLACED_BY_NPM_RUN_BUNDLE_CHROME - - installation_mode - force_installed - update_url - http://127.0.0.1:10001/update.xml - - - - diff --git a/server/e2e/test-extension-enterprise/policy/policy.json b/server/e2e/test-extension-enterprise/policy/policy.json deleted file mode 100644 index 03988cfa..00000000 --- a/server/e2e/test-extension-enterprise/policy/policy.json +++ /dev/null @@ -1,8 +0,0 @@ -{ - "ExtensionSettings": { - "boimhnmdbkcpjabondiibeejkndanfpi": { - "installation_mode": "force_installed", - "update_url": "http://127.0.0.1:10001/extensions/my-web-bot-auth-test-2/update.xml" - } - } -} diff --git a/server/e2e/test-extension-enterprise/policy/policy.json.templ b/server/e2e/test-extension-enterprise/policy/policy.json.templ deleted file mode 100644 index 89801472..00000000 --- a/server/e2e/test-extension-enterprise/policy/policy.json.templ +++ /dev/null @@ -1,8 +0,0 @@ -{ - "ExtensionSettings": { - "EXTENSION_ID_REPLACED_BY_NPM_RUN_BUNDLE_CHROME": { - "installation_mode": "force_installed", - "update_url": "http://127.0.0.1:10001/update.xml" - } - } -} diff --git a/server/e2e/test-extension-enterprise/private_key.pem b/server/e2e/test-extension-enterprise/private_key.pem index bbd74b54..be40d4f2 100644 --- a/server/e2e/test-extension-enterprise/private_key.pem +++ b/server/e2e/test-extension-enterprise/private_key.pem @@ -1,28 +1,28 @@ -----BEGIN PRIVATE KEY----- -MIIEvgIBADANBgkqhkiG9w0BAQEFAASCBKgwggSkAgEAAoIBAQDdHwWLATPq4rBS -ucGpLj+vgcj47I42a+U2X71N/cFnXyzSHyQTSQHm17xOAXV5nNjYpJ5VDDVtDiMl -Wcdwrt7Nj2egJITw5YzOS1MnUKAvHPR0Kpe6DqWN9CmWsLOATXkjGLGvj9fjVyUE -C+NyWrfowmqFLIquo+mqkCQXx9yeEo1BqN7Oqfg587o8pRMyiUi2zKmWHW6LzDgZ -al3gsCBv6Nf7y8uqH8EKIBusZVuqWJvCydDN+3JL5vsxmv4/y7hvyjDfpzPacbIo -dqbQqr3UUPSeg5MXSoCGEHaaSHZt+MczQBMyu590wPrpn6l/98Bc6y+OZAPR+QfV -pwFdzxaVAgMBAAECggEACslhntdPLg0i5tYy8UrVRn2BTUtU4KjAxLdE59ISJjXJ -XPKx8tLj6dvqTq/ZiDYzidX191YiIRDIfCD2DrQpIEP3nSNK7Ol1xfZ8tvVC6ylx -b11Ii4X9Y4BeqwAxsXeWCjVBLbxJnsh4gMsHrGNqh0s8oQR8O2q5kl13tUVFqNxN -mZzLA4x5HkdujCiWY4rgzKPYfh/eneUVjN7RDAp9D+5D+hIzCuAOwdVKNV/bVXA4 -8MMcs4URenrDuiXxAdwjFMLcU5eA62iEkwcmBY85/2to1YUlmEB+/ZGl8XBPJyhu -omE5gzLNVS+CHheT3M048OdMHK2FdMhwcm/WYmRJIQKBgQDzmichwdWTRyPylOdv -RtgSXHI+N/3emmJdA2S/Pvl9Y8IsIVCH1AFTFgIHlcy7162z6/doLFuChR9sW9pb -hjuuMIbKGS2vfRaRNB4jQbom+ZMcxZ9ZFyNUEwUK8PGXOLNw67HPOuN3hUXFCr3W -BGY1Dgc7QdzjRKUsdSf/VnHCHQKBgQDoX/fhDnjlKyPz47TJySiTrdHhexTaWgP2 -9K5srR8L6YhKS4iMYOGFlaAJdxTYF5FU0pLfQIMcGB3IQXrguAeYyfU9vZmWEX1m -+fkj+Nv3Ig5MXLJUoje60VJn+Jfs8Y+A0H7R08kPMXnTK4nTxcqUBrlF5b2lxcnz -Ak4Yq/H82QKBgQCaEgNx/FCCh9oakUcXQC1k34d6BpvQcMCJp53Ov5u4TKIAm0l9 -vv7fd+nstjf5Dl5Uj4e5IWT3Vg8bz7R5cprIfvShWe9lMK5XRClTjzyXbf43kl5I -ULQNdsIXu3BxfnEvmEKrmMlJTMdl6ndKpxmlsKuuNOfp7f6x8Z9MhXYJmQKBgQDK -jjT9mebqJJO/WcLSjiVvrXmg6fAAcay5DQoqMzI36QZjdLn/W8fZ8NZCyemCf/Cw -FqnuL0baK29yixl4XxJILes3OVlyxaYhKE7y+0+KecYq7DaKraiUkTga50hPQzWK -3LNfZhQByWffGjmXPvdZ1w6TDjMlGGb0DBNVUDSs6QKBgFNfXTTQ3vjVPs3MiMQD -eXeJzXj+n6FiCdzheUq9TcmZbQdEFIbOw6lwAdXU+cB8VMxUIcxCJfXZXtmBfXbn -nx3oUN/ChlW2v5mUj6PKBliFf2F5YLsBCQTigCshJFhgkrYszk9gU0DZAyeizVnY -6KijCJZHCvEQ8jbhsvVrqwLe +MIIEvAIBADANBgkqhkiG9w0BAQEFAASCBKYwggSiAgEAAoIBAQCV+yyOHZyhKAOk +CwJg4dqW5zYdhYC3Eru5LebNYYPpau9MPZo5UcWl318HYeoB6DceugtboOAXSRTJ +3EctRhYWo9rDTxeggCECbTV2pmpzungd+mV5nc2FgXjG4jCtvKp6bzT41ivhZWvw +slYkqANncvMJRbQEfgDoMkT+6/awOj/VyN3BRwU4wYOLSrxvtnnPzqVdirR40pFn +OxtBlCjxZwINqeac7a4/s3rGQ+UrL8265DZoRsJ/EZLPwsanLsoFknOI8/7l1cFW +Pg86YocnKDPcrhpj36xIH6J2djDrH2ShE+XCQrYnPPzPmnwOhM3yRBYFWl6e6tli +imFYMOx9AgMBAAECggEAKe/KnI5RHorGwdbGOnrMmUdbTVPoEsitLvFTyPfMX7cj +5EiRWBeyUVgtBS5utUvOJcxVorBQGJK5ulvalyEyye/VGqmB7MIG+Nu6iEuuFl/8 +eD1spF3oer0iHVJf1CSd8pAn2rBgIq0uSmZDSgqksQdmR6By3pKxBDwSKMmn98xU +Nu6A7E/8khcK1DXxcik4zX6HpqYyVLyzyXTkw1wGVFIqo9syPMPQZobc0KK/EVOX +rBa2UBvD/6KoxTOmlpSIdATGLOheK+n2PS1RrSeIAE8CGuI45nLd58Q8dnzQgE7Q +JZKa55XuKTma0Kwh0SRxuNkdfrLF6UPTcIA6Kjk6LQKBgQDHIJATazxewVZolA43 +XGodFtAQSS6rMu8nXXubo1tU7WU8jB8g1PwOzh0vEDPDqUInS2DgARckyvoCYkMF +6tm1L4PxdLfLglAKhptVdFlm7hRFZ04fLGdml7mN2/gC1pSfiQJ8pRLEOQL7CE81 +rWjr4k6u0ZgixmIY8EkXJtM5nwKBgQDA0TxQFlqL1q9kSmq5LpYYpp6JYleUf7IX +xEB3Yt3RbSbupbZxAv6HXl/rdwlcDgKXVqeyHlhrvcAFxw4DHimXpLYlLt5LGxmc +uifuecjZCL3Xt4SrZZLzL/wSsYaIwfmdiiLsG5/85RRbdkFAaQpL9vf0cPxFQtXi +WM5u6ePcYwKBgFA+dRD+Q+PDcbjPATOaEEEMsmf9tcrTycBJUciUefetewB9TwYC +DllBAk2278VHbhs7qxxaFCOFkF5pjqzRyU3Uig1BhdeC+hJj0DENpAFwq8aULM0v +LbQQLHxYSoeKRXZM1i24r+lXODZFUPZGnWOBXUfhurc4zstR+YJU6QXtAoGAQLh6 +1C8MqY+gQ7uu4wW+H/wdjuPRnejW8J9RPEGVTyyiOsyo1no40VteOv0zyRBy0jWm +CGWjLFb+03GjRGylbV8+PHDk8LTh/feGW8fJIQCMKJJTF+z6TGK469Vm4RSrIrQx +UKtdIlgKY0DoWiRn7mOxiv050E3E2TsR36zmbR0CgYA8DipOai3l1LS/c6MI35DS +BW9Dzvpy1SMeb/aj2RGH+lZ7KFVYYiVj6ZkSzmKSeN233fyOyyivs5RzEDKn7zCr ++zPc+p7zET+vZhRkSbFiCfi02rF3ycxiGa/jJ5AYC9sib/Y/Ele3ADUZ4+W3eDXN +LoardkufmWj7ki6krq76oQ== -----END PRIVATE KEY----- diff --git a/server/e2e/test-extension-enterprise/update.xml b/server/e2e/test-extension-enterprise/update.xml index 943fcda9..73171ee7 100644 --- a/server/e2e/test-extension-enterprise/update.xml +++ b/server/e2e/test-extension-enterprise/update.xml @@ -1,6 +1,6 @@ - - + + - \ No newline at end of file + From 6594b133ea2274b9cadc558b253c175cea9dba12 Mon Sep 17 00:00:00 2001 From: Rafael Garcia Date: Mon, 26 Jan 2026 16:33:50 -0500 Subject: [PATCH 5/8] chore: remove private_key.pem and add .gitignore --- .../e2e/test-extension-enterprise/.gitignore | 1 + .../test-extension-enterprise/private_key.pem | 28 ------------------- 2 files changed, 1 insertion(+), 28 deletions(-) create mode 100644 server/e2e/test-extension-enterprise/.gitignore delete mode 100644 server/e2e/test-extension-enterprise/private_key.pem diff --git a/server/e2e/test-extension-enterprise/.gitignore b/server/e2e/test-extension-enterprise/.gitignore new file mode 100644 index 00000000..cfaad761 --- /dev/null +++ b/server/e2e/test-extension-enterprise/.gitignore @@ -0,0 +1 @@ +*.pem diff --git a/server/e2e/test-extension-enterprise/private_key.pem b/server/e2e/test-extension-enterprise/private_key.pem deleted file mode 100644 index be40d4f2..00000000 --- a/server/e2e/test-extension-enterprise/private_key.pem +++ /dev/null @@ -1,28 +0,0 @@ ------BEGIN PRIVATE KEY----- -MIIEvAIBADANBgkqhkiG9w0BAQEFAASCBKYwggSiAgEAAoIBAQCV+yyOHZyhKAOk -CwJg4dqW5zYdhYC3Eru5LebNYYPpau9MPZo5UcWl318HYeoB6DceugtboOAXSRTJ -3EctRhYWo9rDTxeggCECbTV2pmpzungd+mV5nc2FgXjG4jCtvKp6bzT41ivhZWvw -slYkqANncvMJRbQEfgDoMkT+6/awOj/VyN3BRwU4wYOLSrxvtnnPzqVdirR40pFn -OxtBlCjxZwINqeac7a4/s3rGQ+UrL8265DZoRsJ/EZLPwsanLsoFknOI8/7l1cFW -Pg86YocnKDPcrhpj36xIH6J2djDrH2ShE+XCQrYnPPzPmnwOhM3yRBYFWl6e6tli -imFYMOx9AgMBAAECggEAKe/KnI5RHorGwdbGOnrMmUdbTVPoEsitLvFTyPfMX7cj -5EiRWBeyUVgtBS5utUvOJcxVorBQGJK5ulvalyEyye/VGqmB7MIG+Nu6iEuuFl/8 -eD1spF3oer0iHVJf1CSd8pAn2rBgIq0uSmZDSgqksQdmR6By3pKxBDwSKMmn98xU -Nu6A7E/8khcK1DXxcik4zX6HpqYyVLyzyXTkw1wGVFIqo9syPMPQZobc0KK/EVOX -rBa2UBvD/6KoxTOmlpSIdATGLOheK+n2PS1RrSeIAE8CGuI45nLd58Q8dnzQgE7Q -JZKa55XuKTma0Kwh0SRxuNkdfrLF6UPTcIA6Kjk6LQKBgQDHIJATazxewVZolA43 -XGodFtAQSS6rMu8nXXubo1tU7WU8jB8g1PwOzh0vEDPDqUInS2DgARckyvoCYkMF -6tm1L4PxdLfLglAKhptVdFlm7hRFZ04fLGdml7mN2/gC1pSfiQJ8pRLEOQL7CE81 -rWjr4k6u0ZgixmIY8EkXJtM5nwKBgQDA0TxQFlqL1q9kSmq5LpYYpp6JYleUf7IX -xEB3Yt3RbSbupbZxAv6HXl/rdwlcDgKXVqeyHlhrvcAFxw4DHimXpLYlLt5LGxmc -uifuecjZCL3Xt4SrZZLzL/wSsYaIwfmdiiLsG5/85RRbdkFAaQpL9vf0cPxFQtXi -WM5u6ePcYwKBgFA+dRD+Q+PDcbjPATOaEEEMsmf9tcrTycBJUciUefetewB9TwYC -DllBAk2278VHbhs7qxxaFCOFkF5pjqzRyU3Uig1BhdeC+hJj0DENpAFwq8aULM0v -LbQQLHxYSoeKRXZM1i24r+lXODZFUPZGnWOBXUfhurc4zstR+YJU6QXtAoGAQLh6 -1C8MqY+gQ7uu4wW+H/wdjuPRnejW8J9RPEGVTyyiOsyo1no40VteOv0zyRBy0jWm -CGWjLFb+03GjRGylbV8+PHDk8LTh/feGW8fJIQCMKJJTF+z6TGK469Vm4RSrIrQx -UKtdIlgKY0DoWiRn7mOxiv050E3E2TsR36zmbR0CgYA8DipOai3l1LS/c6MI35DS -BW9Dzvpy1SMeb/aj2RGH+lZ7KFVYYiVj6ZkSzmKSeN233fyOyyivs5RzEDKn7zCr -+zPc+p7zET+vZhRkSbFiCfi02rF3ycxiGa/jJ5AYC9sib/Y/Ele3ADUZ4+W3eDXN -LoardkufmWj7ki6krq76oQ== ------END PRIVATE KEY----- From 077b62cdbbda52f5bcd22e6845bb9716e6aaff28 Mon Sep 17 00:00:00 2001 From: Rafael Garcia Date: Mon, 26 Jan 2026 16:39:00 -0500 Subject: [PATCH 6/8] chore: add back private_key.pem for future extension updates --- .../e2e/test-extension-enterprise/.gitignore | 1 - .../test-extension-enterprise/extension.crx | Bin 1333 -> 3128 bytes .../test-extension-enterprise/private_key.pem | 28 ++++++++++++++++++ .../e2e/test-extension-enterprise/update.xml | 2 +- 4 files changed, 29 insertions(+), 2 deletions(-) delete mode 100644 server/e2e/test-extension-enterprise/.gitignore create mode 100644 server/e2e/test-extension-enterprise/private_key.pem diff --git a/server/e2e/test-extension-enterprise/.gitignore b/server/e2e/test-extension-enterprise/.gitignore deleted file mode 100644 index cfaad761..00000000 --- a/server/e2e/test-extension-enterprise/.gitignore +++ /dev/null @@ -1 +0,0 @@ -*.pem diff --git a/server/e2e/test-extension-enterprise/extension.crx b/server/e2e/test-extension-enterprise/extension.crx index b70d7c065dcefa8eb0ce48e3a0b1507b884745af..9257e9af458fcf995a0dd1e775ab46ab240b005b 100644 GIT binary patch delta 1051 zcmdnWwL@ZpaeeFRJ1Z}#?qq5eQD;0-{nkszJ9*2~?&PG3%2})li?)3^=B4f9bNKd$ z{YN{lKXJ&L`&(I7M{wqoZ+F-}-1}2Ey@|1Bld0)c;iW+({M@JP6P|vr%0KKm)nN9r zi!HkrpRZt8`sKjc{DK6l%BVtxmh-97Y5QEcr}v5_FSlcio-HL&?`9A#B`MMx(Q39Y 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b/server/e2e/test-extension-enterprise/private_key.pem @@ -0,0 +1,28 @@ +-----BEGIN PRIVATE KEY----- +MIIEvAIBADANBgkqhkiG9w0BAQEFAASCBKYwggSiAgEAAoIBAQCFq9yp0iW5AoUU +JwHEe+1KLEtjtOWLY2J4eZoFYKK29MZKK0xMw9vwv8WI1+RAbp37Ix0sEZnk9twG +8N78fpeCAYyyNTWVE6VSdA8Lyj9g5fd6b8NJlTCbptGEuqPPeACl9MDNb3BgOnla +cSCEz2UbZr5FC5eNFmOnPgFbmxoYRjBXGhkUhViFNr5sksyr/Aqi73AyTTRTgFsL +NySj4N1Z9SwbG4uIRP3mbChRknssHU9YfJ5Wg8PCf2BVOUI88peLVTm9JZAJ4eQO +FKJMWWFF1tWgVFyHFFiNSq5yhBBDTahEmsMfsxZDfwFq+9MIaQYe4GKiTNnohyQv +QwI2zE5FAgMBAAECggEAH45ghAiz1hbVstm4jZmR/aoyTAIHFJ5sPzO53B4hm55y +d0z8cLzmHdIwAGuzG1Dh48k42E/5bDeo3sybX7FE9DCIdgOguCZQp4P1j1t6FdaE +U3ex+xuIw54gpTxocpCKWqNKptTxiw4S2vqM6j2JyWu6bFNdvjV0ZiV5rZYSlXsZ +E+SWJD/DtI3sOPI145I91zcSWfNNVJgk3HJBaybKos+DKEdzJrlK4R1/XwCASvV2 ++Kj05eBrRw/vlwI8fRse7NrSbAsBsVMT+cBKloRJ5qoo8s+AJqS/yskLlxMh0F6G +/8FudUH9QXscafC9F10PbMLahl3i9XUn1Lp9ZAl2MQKBgQC5Gck+4D0qrRaLGufY +ohnljuRS9BqjVmMNFlh02JrcIUONikop7MbafQo8ThDrEC8wf0hcU4lP9bJcou4+ +KEgLPXkSu6WuXH7+H1q5lZvdG0eTmSzrmkULGmv2S8s3pSC9OYgCMi/X7HrAgCTU +1ndIDYpmMnhLDS/1oCO9NhnQbQKBgQC43x8yEbOCUUCxfRhnNumkUm8DUGvHmjMY +2U9FjNb/WZo7O16mDKF2qKzUEiKnwTnY0kW2qMk9hxH0AMJ5TJNAAAd3dziesxth +BnD3WjjnwKCnnbIJImfc4calayepB6uu92AwHhPijoH3v2Tx/6PpNSE24kaoXarn +FHLvaky+OQKBgD/L/2zIZMycs7RmJZqo5DwWr+NXdwbs817DYOGE9nsAjAPwsfcZ +QMB1cF2wmmwqO9l/RTVtJVqF2F/NWEfcIlida2lle4lJIAv+SorEYeAnUtgwZycd +GMbm6GcPYI9hPpN5jMMVASBuxTAr+oXRFXOkFxt6MbPMa8dA1pCUYPlRAoGARDhR +0rAlhdll/hkjgDMLVM/2l0p9+1IzuN+4GPo3/FKcT29BJhVTH+5umHN4xl7Pcetm +PllaqZHGVjxRh2FylRNtrfAYvLdrSwqNdTmd9idnIXNX13cSzLekDjbUk9N4z0AK +BreSru/XlgzSu1qSqeQpNY+ac1bdUhiBsUeQukECgYBYVAvNtNEo/vE36yBKou9n +h07oCVBRFfJK85EWo0VYfBNUXXmmZHqnWs7w6v9+NsoauwkD5F5PhcG/TvjLvvYg +U+d86c8h1byyKZD1bJMVSddL2LbHupSJ3OQslnqElpVQI2+1ZkNL2wDzr7++frla +ZCinC4sM9SYs3qM9yq2jQw== +-----END PRIVATE KEY----- diff --git a/server/e2e/test-extension-enterprise/update.xml b/server/e2e/test-extension-enterprise/update.xml index 73171ee7..35fdb7a3 100644 --- a/server/e2e/test-extension-enterprise/update.xml +++ b/server/e2e/test-extension-enterprise/update.xml @@ -1,6 +1,6 @@ - + From 9f66c280f09c4f1e89d170d1341f4eb060413def Mon Sep 17 00:00:00 2001 From: Rafael Garcia Date: Mon, 26 Jan 2026 16:42:07 -0500 Subject: [PATCH 7/8] chore: add pack.sh script for regenerating extension.crx --- server/e2e/test-extension-enterprise/pack.sh | 77 ++++++++++++++++++++ 1 file changed, 77 insertions(+) create mode 100755 server/e2e/test-extension-enterprise/pack.sh diff --git a/server/e2e/test-extension-enterprise/pack.sh b/server/e2e/test-extension-enterprise/pack.sh new file mode 100755 index 00000000..7fef5684 --- /dev/null +++ b/server/e2e/test-extension-enterprise/pack.sh @@ -0,0 +1,77 @@ +#!/bin/bash +# Pack the test extension into a .crx file +# Usage: ./pack.sh +# +# Requires: google-chrome (or chromium), openssl, python3 +# +# This script: +# 1. Packs the extension using Chrome's built-in packer +# 2. Extracts and displays the extension ID from the private key +# +# The extension ID is derived from the public key, so as long as you use +# the same private_key.pem, you'll get the same extension ID. + +set -euo pipefail + +SCRIPT_DIR="$(cd "$(dirname "${BASH_SOURCE[0]}")" && pwd)" +cd "$SCRIPT_DIR" + +# Find Chrome binary +CHROME="" +for bin in google-chrome chromium chromium-browser; do + if command -v "$bin" &> /dev/null; then + CHROME="$bin" + break + fi +done + +if [ -z "$CHROME" ]; then + echo "Error: Chrome/Chromium not found" + exit 1 +fi + +# Check for private key +if [ ! -f "private_key.pem" ]; then + echo "Generating new private key..." + openssl genrsa -out private_key.pem 2048 +fi + +# Chrome won't pack if the key is inside the extension directory +mv private_key.pem /tmp/ext_key.pem +trap 'mv /tmp/ext_key.pem private_key.pem 2>/dev/null || true' EXIT + +# Pack the extension (Chrome creates .crx in parent directory) +echo "Packing extension..." +"$CHROME" --pack-extension="$SCRIPT_DIR" --pack-extension-key=/tmp/ext_key.pem --no-sandbox 2>&1 || true + +# Move the .crx file into place +PARENT_DIR="$(dirname "$SCRIPT_DIR")" +CRX_NAME="$(basename "$SCRIPT_DIR").crx" +if [ -f "$PARENT_DIR/$CRX_NAME" ]; then + mv "$PARENT_DIR/$CRX_NAME" extension.crx + echo "Created extension.crx" +else + echo "Error: Chrome did not create .crx file" + exit 1 +fi + +# Restore key before computing ID +mv /tmp/ext_key.pem private_key.pem +trap - EXIT + +# Extract extension ID from the public key +EXT_ID=$(python3 -c " +import hashlib +import subprocess +result = subprocess.run( + ['openssl', 'rsa', '-in', 'private_key.pem', '-pubout', '-outform', 'DER'], + stdout=subprocess.PIPE, stderr=subprocess.PIPE +) +sha = hashlib.sha256(result.stdout).digest() +print(''.join(chr(ord('a') + (b >> 4)) + chr(ord('a') + (b & 0xf)) for b in sha[:16])) +") + +echo "Extension ID: $EXT_ID" +echo "" +echo "Make sure update.xml contains this appid:" +echo " " From 1472fd8f972ee27a8b4da72b63f40b8c04690e61 Mon Sep 17 00:00:00 2001 From: Rafael Garcia Date: Tue, 27 Jan 2026 11:23:56 -0500 Subject: [PATCH 8/8] fix: stop emitting --disable-extensions-except flag The --disable-extensions-except flag causes Chrome to set extensions_enabled() to false, which prevents ExtensionService from creating external providers (including the enterprise policy loader). This breaks ExtensionInstallForcelist policy-based extension installation. Changes: - MergeFlags() now parses --disable-extensions-except but does NOT re-emit it; instead, paths are merged into --load-extension - Updated tests to reflect new behavior --- server/lib/chromiumflags/chromiumflags.go | 28 +++++++---- .../lib/chromiumflags/chromiumflags_test.go | 49 +++++-------------- 2 files changed, 29 insertions(+), 48 deletions(-) diff --git a/server/lib/chromiumflags/chromiumflags.go b/server/lib/chromiumflags/chromiumflags.go index f3e3729c..6da8c595 100644 --- a/server/lib/chromiumflags/chromiumflags.go +++ b/server/lib/chromiumflags/chromiumflags.go @@ -119,7 +119,15 @@ func ReadOptionalFlagFile(path string) ([]string, error) { // The merging logic respects extension-related flag semantics: // 1) If runtime specifies --disable-extensions, it overrides everything extension related // 2) Else if base specifies --disable-extensions and runtime does NOT specify any --load-extension, keep base disable -// 3) Else, build from merged load/except +// 3) Else, build from merged load-extension paths +// +// NOTE: --disable-extensions-except is intentionally parsed but NOT re-emitted because it causes +// Chrome to disable external providers (including the policy loader), which prevents enterprise +// policy extensions (ExtensionInstallForcelist) from being fetched and installed. +// See Chromium source: extension_service.cc - external providers are only created when +// extensions_enabled() returns true, which is false when --disable-extensions-except is used. +// Any paths from --disable-extensions-except are merged into --load-extension instead. +// // Non-extension flags from both base and runtime are combined with deduplication (first occurrence preserved). func MergeFlags(baseTokens, runtimeTokens []string) []string { // Buckets @@ -127,9 +135,9 @@ func MergeFlags(baseTokens, runtimeTokens []string) []string { baseNonExt []string // Non-extension related flags contained in base runtimeNonExt []string // Non-extension related flags contained in runtime baseLoad []string // --load-extension flags contained in base - baseExcept []string // --disable-extensions-except flags for base + baseExcept []string // --disable-extensions-except flags for base (parsed but not re-emitted) rtLoad []string // --load-extension flags contained in runtime - rtExcept []string // --disable-extensions-except flags contained in runtime + rtExcept []string // --disable-extensions-except flags contained in runtime (parsed but not re-emitted) baseDisableAll string // --disable-extensions flag contained in base rtDisableAll string // --disable-extensions flag contained in runtime ) @@ -137,26 +145,26 @@ func MergeFlags(baseTokens, runtimeTokens []string) []string { baseNonExt = parseTokenStream(baseTokens, &baseLoad, &baseExcept, &baseDisableAll) runtimeNonExt = parseTokenStream(runtimeTokens, &rtLoad, &rtExcept, &rtDisableAll) - // Merge extension lists + // Merge extension lists - include paths from --disable-extensions-except in load paths + // since we no longer emit --disable-extensions-except mergedLoad := union(baseLoad, rtLoad) - mergedExcept := union(baseExcept, rtExcept) + mergedLoad = union(mergedLoad, baseExcept) + mergedLoad = union(mergedLoad, rtExcept) // Construct final extension-related flags respecting override semantics: // 1) If runtime specifies --disable-extensions, it overrides everything extension related // 2) Else if base specifies --disable-extensions and runtime does NOT specify any --load-extension, keep base disable - // 3) Else, build from merged load/except + // 3) Else, build from merged load-extension paths var extFlags []string if rtDisableAll != "" { extFlags = append(extFlags, rtDisableAll) } else { - if baseDisableAll != "" && len(rtLoad) == 0 { + if baseDisableAll != "" && len(rtLoad) == 0 && len(rtExcept) == 0 { extFlags = append(extFlags, baseDisableAll) } else if len(mergedLoad) > 0 { extFlags = append(extFlags, "--load-extension="+strings.Join(mergedLoad, ",")) } - if len(mergedExcept) > 0 { - extFlags = append(extFlags, "--disable-extensions-except="+strings.Join(mergedExcept, ",")) - } + // NOTE: --disable-extensions-except is intentionally NOT emitted here } // Combine and dedupe (preserving first occurrence) diff --git a/server/lib/chromiumflags/chromiumflags_test.go b/server/lib/chromiumflags/chromiumflags_test.go index 3063b98b..3900457a 100644 --- a/server/lib/chromiumflags/chromiumflags_test.go +++ b/server/lib/chromiumflags/chromiumflags_test.go @@ -103,44 +103,17 @@ func TestMergeUnion(t *testing.T) { func TestOverrideSemantics_DisableBase_LoadRuntime(t *testing.T) { // Base has --disable-extensions, runtime has --load-extension → runtime overrides, no disable-all in final - baseFlags := "--disable-extensions" - runtimeFlags := "--load-extension=/e1" + baseFlags := []string{"--disable-extensions"} + runtimeFlags := []string{"--load-extension=/e1"} - baseTokens := parseFlags(baseFlags) - runtimeTokens := parseFlags(runtimeFlags) - - var ( - baseLoad []string - baseExcept []string - rtLoad []string - rtExcept []string - baseDisable string - rtDisable string - ) - - _ = parseTokenStream(baseTokens, &baseLoad, &baseExcept, &baseDisable) - _ = parseTokenStream(runtimeTokens, &rtLoad, &rtExcept, &rtDisable) - - mergedLoad := union(baseLoad, rtLoad) - mergedExcept := union(baseExcept, rtExcept) - - var extFlags []string - if rtDisable != "" { - extFlags = append(extFlags, rtDisable) - } else { - if baseDisable != "" && len(rtLoad) == 0 { - extFlags = append(extFlags, baseDisable) - } else if len(mergedLoad) > 0 { - extFlags = append(extFlags, "--load-extension="+strings.Join(mergedLoad, ",")) - } - if len(mergedExcept) > 0 { - extFlags = append(extFlags, "--disable-extensions-except="+strings.Join(mergedExcept, ",")) - } - } + got := MergeFlags(baseFlags, runtimeFlags) - for _, f := range extFlags { + for _, f := range got { if f == "--disable-extensions" { - t.Fatalf("unexpected disable-all in final flags when runtime loads extensions: %#v", extFlags) + t.Fatalf("unexpected disable-all in final flags when runtime loads extensions: %#v", got) + } + if strings.HasPrefix(f, "--disable-extensions-except") { + t.Fatalf("unexpected disable-extensions-except in final flags: %#v", got) } } } @@ -285,10 +258,10 @@ func TestMergeFlags(t *testing.T) { want: []string{"--load-extension=/e1,/e2"}, }, { - name: "merge disable-extensions-except flags", + name: "disable-extensions-except paths merged into load-extension", baseFlags: []string{"--disable-extensions-except=/x1"}, runtimeFlags: []string{"--disable-extensions-except=/x2"}, - want: []string{"--disable-extensions-except=/x1,/x2"}, + want: []string{"--load-extension=/x1,/x2"}, }, { name: "runtime disable-extensions overrides all", @@ -312,7 +285,7 @@ func TestMergeFlags(t *testing.T) { name: "complex merge with extensions and non-extensions", baseFlags: []string{"--foo", "--load-extension=/e1", "--disable-extensions-except=/x1"}, runtimeFlags: []string{"--bar", "--load-extension=/e2", "--disable-extensions-except=/x2"}, - want: []string{"--foo", "--bar", "--load-extension=/e1,/e2", "--disable-extensions-except=/x1,/x2"}, + want: []string{"--foo", "--bar", "--load-extension=/e1,/e2,/x1,/x2"}, }, }