From bb952e4c53df2737c59af02f1c7e08256f8f2a1d Mon Sep 17 00:00:00 2001 From: Vadym Date: Sun, 23 Feb 2025 14:16:39 +0200 Subject: [PATCH 01/10] js zip implementation for pnp --- .pnp.cjs | 742 ++- .pnp.loader.mjs | 18 +- .yarnrc.yml | 2 + packages/plugin-pnp/sources/PnpLinker.ts | 1 + packages/plugin-pnp/sources/index.ts | 17 + packages/yarnpkg-libzip/package.json | 1 + packages/yarnpkg-libzip/sources/ZipFS.ts | 390 +- packages/yarnpkg-libzip/sources/ZipOpenFS.ts | 4 +- packages/yarnpkg-libzip/sources/jsZipImpl.ts | 264 ++ packages/yarnpkg-libzip/sources/libzipImpl.ts | 316 ++ packages/yarnpkg-libzip/sources/sync.ts | 2 + .../yarnpkg-libzip/tests/ZipParsers.test.ts | 113 + .../__snapshots__/ZipParsers.test.ts.snap | 4196 +++++++++++++++++ .../tests/testdata/go/comment-truncated.zip | Bin 0 -> 216 bytes .../tests/testdata/go/crc32-not-streamed.zip | Bin 0 -> 314 bytes .../yarnpkg-libzip/tests/testdata/go/dd.zip | Bin 0 -> 154 bytes .../tests/testdata/go/dupdir.zip | Bin 0 -> 458 bytes 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.../yarnpkg-pnp/sources/loader/_entryPoint.ts | 6 +- .../sources/loader/hydrateRuntimeState.ts | 1 + packages/yarnpkg-pnp/sources/types.ts | 6 + yarn.lock | 1 + 197 files changed, 5567 insertions(+), 522 deletions(-) create mode 100644 packages/yarnpkg-libzip/sources/jsZipImpl.ts create mode 100644 packages/yarnpkg-libzip/sources/libzipImpl.ts create mode 100644 packages/yarnpkg-libzip/tests/ZipParsers.test.ts create mode 100644 packages/yarnpkg-libzip/tests/__snapshots__/ZipParsers.test.ts.snap create mode 100644 packages/yarnpkg-libzip/tests/testdata/go/comment-truncated.zip create mode 100644 packages/yarnpkg-libzip/tests/testdata/go/crc32-not-streamed.zip create mode 100644 packages/yarnpkg-libzip/tests/testdata/go/dd.zip create mode 100644 packages/yarnpkg-libzip/tests/testdata/go/dupdir.zip create mode 100644 packages/yarnpkg-libzip/tests/testdata/go/go-with-datadesc-sig.zip create mode 100644 packages/yarnpkg-libzip/tests/testdata/go/readme.not.zip create mode 100644 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mode 100644 packages/yarnpkg-libzip/tests/testdata/libzip/zip64.zip create mode 100644 packages/yarnpkg-libzip/tests/testdata/libzip/zipcmp_zip_dir.zip diff --git a/.pnp.cjs b/.pnp.cjs index 24471e45644e..c75702d02b4a 100755 --- a/.pnp.cjs +++ b/.pnp.cjs @@ -197,6 +197,7 @@ const RAW_RUNTIME_STATE = ],\ "enableTopLevelFallback": true,\ "ignorePatternData": "(^(?:\\\\.yarn\\\\/sdks(?:\\\\/(?!\\\\.{1,2}(?:\\\\/|$))(?:(?:(?!(?:^|\\\\/)\\\\.{1,2}(?:\\\\/|$)).)*?)|$))$)",\ + "experimentalZipImplementation": "js",\ "fallbackExclusionList": [\ ["@yarnpkg/builder", ["workspace:packages/yarnpkg-builder"]],\ ["@yarnpkg/cli", ["virtual:142f2540721377707149f0b1d7ad0188d020f822e234abcdca162642d42824b344a1ac44bd6035644a0ca9babd62eb7d72923350ac75b876b51e87eb92b3e464#workspace:packages/yarnpkg-cli", "virtual:14a22fb3831dfc762a1bb8a042d17886271c56698e1a83233f09eaacff5a5b83fe6f87adb9255774eab3586392c18ff98cf87aa6b374d572d9b72f88829f6d9e#workspace:packages/yarnpkg-cli", "virtual:27ebb8cf1fa70157f710b4926b6d25c44192e74dbac3a766c8dc6505a59ebc433221bfb4b5aabc8cca814bbe95fcb6e1ecffcf94ba96ee6112a57c89364571ac#workspace:packages/yarnpkg-cli", "virtual:35104c47575f2fe378d8d20383ae667f19d4dd801df8cc4c76848603aa6b4a2234a00142ff12fd557f6f48bd2810880e31c40c767010ea61a31fca302c2cc5e0#workspace:packages/yarnpkg-cli", "virtual:3f21a2572d1fa6d1ff8d16d86e25bcefcbff7d17161c440fdbddbd871d9d675c377d66a2cbd98ddb8f2c024060bc7bc6c01e8ae328fa1fef861c72a9b2c30755#workspace:packages/yarnpkg-cli", "virtual:4a733c8d9614e2148392368219d98ec1a70b4e8ce99164edd551241b22f6c5233e9d0ccf9f6d83265c8a5aafc617cfd3c4100b3efef1e092a42053c23770ed9a#workspace:packages/yarnpkg-cli", "virtual:616a2ba0d005227805d037f4c8ec29f1dd09fdb3e3f49f7b5c4a07a62139a147d373d38bc5ebcb31bddab3956c3fc25d54edf8722741d9ebdbe9d36d21968f91#workspace:packages/yarnpkg-cli", "virtual:712d04b0098634bdb13868ff8f85b327022bd7d3880873ada8c0ae56847ed36cf9da1fd74a88519380129cec528fe2bd2201426bc28ac9d4a8cc6734ff25c538#workspace:packages/yarnpkg-cli", "virtual:743b60015fc887fe314a7ee01ea4843b516ac512d77939f47dc39d50bc7db742dc8994fe9bb2245ada0b3ce6f8aa58329d603fbc24093050cd499cb16a1a995f#workspace:packages/yarnpkg-cli", "virtual:86c95fabbcd56c56f5f2d2e080e64a1095e3fe233877aa9f7958f317f88a95627e0be2765e89c0cff02c9f08f27b64b7cbc9d5c3960c1df509d5e6ea98cca4f4#workspace:packages/yarnpkg-cli", "virtual:8bb72793b532d34e63bbc26264dcbcfc4dc4faa0a42627635e997081722bf229d67b7a677d86a568dad949d756630e45b9d4da97ee14b1b4c506494f8a58ea91#workspace:packages/yarnpkg-cli", "virtual:a027ddc7edcbf74025e90effce333897039d2c6f8e1ebe319fb72c52c5be1b885da91acc56476d19bb6ce2e31cbc2d5b11241940b82f833a2cac262496c0088f#workspace:packages/yarnpkg-cli", "virtual:a4e4e792796cefb4fb82f09187fa18bf4c97a9cb5b106da0eab6189e1895a4bb9bf068e5c91168fec85cee1392df48e4a120f3bae6cbbbde019ff2c21186a374#workspace:packages/yarnpkg-cli", "virtual:baf8bf095598663073ea5e8bd5af72409e894f8926160bf6fe0a24c693d417f91b536d9e3bbb0ea5f3d0ad8cd2f1ec38b71e964f9475ba719a1f5a8505cf10c3#workspace:packages/yarnpkg-cli", "virtual:cfce476fbcac37853570c2d41665757b5f868b1c2f089ee6edbc8bb5aa32141e156cae7d75350d1095258d90afbabe2b2bb142142b995d133c3ee535c89d459b#workspace:packages/yarnpkg-cli", "virtual:e3ce0ce4b7f0796ca44011528cb9cdc133fc62a76363fea6de68497bae04bdbe5a6dd47e6b9f23c282eb8e4533d75e96cf378c943d07a4e78aae0b715f06a450#workspace:packages/yarnpkg-cli", "virtual:ef8e1544cc953676e27fe7445218564293b5a190d023e4610c14767688870b772297269e2848a1d8d72f54605aacc9da3b2b7dc56dca754d297b70b14e6a665e#workspace:packages/yarnpkg-cli", "virtual:f4e4f4a9a0213f122880195b39adaee7de5cb560c1d806ebc8bace6a3124e5b8f820bbb89ebecd4d535caeb6f527d343143210aa405689c118ff2813b78998a0#workspace:packages/yarnpkg-cli", "workspace:packages/yarnpkg-cli"]],\ @@ -9626,6 +9627,7 @@ const RAW_RUNTIME_STATE = ["@types/prettier", "npm:1.19.0"],\ ["@types/yarnpkg__fslib", null],\ ["@yarnpkg/fslib", "workspace:packages/yarnpkg-fslib"],\ + ["globby", "npm:11.1.0"],\ ["prettier", "npm:1.19.1"],\ ["tslib", "npm:2.6.2"]\ ],\ @@ -9642,6 +9644,7 @@ const RAW_RUNTIME_STATE = ["@types/emscripten", "npm:1.39.6"],\ ["@types/prettier", "npm:1.19.0"],\ ["@yarnpkg/fslib", "workspace:packages/yarnpkg-fslib"],\ + ["globby", "npm:11.1.0"],\ ["prettier", "npm:1.19.1"],\ ["tslib", "npm:2.6.2"]\ ],\ @@ -37993,7 +37996,7 @@ async function copyImpl(prelayout, postlayout, destinationFs, destination, sourc async function maybeLStat(baseFs, p) { try { return await baseFs.lstatPromise(p); - } catch (e) { + } catch { return null; } } @@ -38252,7 +38255,7 @@ class CustomStatWatcher extends events.EventEmitter { stat() { try { return this.fakeFs.statSync(this.path, { bigint: this.bigint }); - } catch (error) { + } catch { const statInstance = this.bigint ? new BigIntStatsEntry() : new StatEntry(); return clearStats(statInstance); } @@ -38578,7 +38581,7 @@ class FakeFS { let current = Buffer.alloc(0); try { current = await this.readFilePromise(p); - } catch (error) { + } catch { } if (Buffer.compare(current, content) === 0) return; @@ -38588,7 +38591,7 @@ class FakeFS { let current = ``; try { current = await this.readFilePromise(p, `utf8`); - } catch (error) { + } catch { } const normalizedContent = automaticNewlines ? normalizeLineEndings(current, content) : content; if (current === normalizedContent) @@ -38606,7 +38609,7 @@ class FakeFS { let current = Buffer.alloc(0); try { current = this.readFileSync(p); - } catch (error) { + } catch { } if (Buffer.compare(current, content) === 0) return; @@ -38616,7 +38619,7 @@ class FakeFS { let current = ``; try { current = this.readFileSync(p, `utf8`); - } catch (error) { + } catch { } const normalizedContent = automaticNewlines ? normalizeLineEndings(current, content) : content; if (current === normalizedContent) @@ -38656,13 +38659,13 @@ class FakeFS { let pid; try { [pid] = await this.readJsonPromise(lockPath); - } catch (error) { + } catch { return Date.now() - startTime < 500; } try { process.kill(pid, 0); return true; - } catch (error) { + } catch { return false; } }; @@ -38675,7 +38678,7 @@ class FakeFS { try { await this.unlinkPromise(lockPath); continue; - } catch (error2) { + } catch { } } if (Date.now() - startTime < 60 * 1e3) { @@ -38695,7 +38698,7 @@ class FakeFS { try { await this.closePromise(fd); await this.unlinkPromise(lockPath); - } catch (error) { + } catch { } } } @@ -39845,7 +39848,7 @@ class MountFS extends BasePortableFakeFS { let content; try { content = await sourceFs.readFilePromise(sourceP2); - } catch (error) { + } catch { throw Object.assign(new Error(`EINVAL: invalid argument, copyfile '${sourceP2}' -> '${destP2}'`), { code: `EINVAL` }); } await destFs.writeFilePromise(destP2, content); @@ -39877,7 +39880,7 @@ class MountFS extends BasePortableFakeFS { let content; try { content = sourceFs.readFileSync(sourceP2); - } catch (error) { + } catch { throw Object.assign(new Error(`EINVAL: invalid argument, copyfile '${sourceP2}' -> '${destP2}'`), { code: `EINVAL` }); } destFs.writeFileSync(destP2, content); @@ -40792,7 +40795,7 @@ function patchFs(patchedFs, fakeFs) { setupFn(patchedFs, `existsSync`, (p) => { try { return fakeFs.existsSync(p); - } catch (error) { + } catch { return false; } }); @@ -41753,6 +41756,238 @@ class ZipOpenFS extends MountFS { } } +class LibzipError extends Error { + code; + constructor(message, code) { + super(message); + this.name = `Libzip Error`; + this.code = code; + } +} +class LibZipImpl { + libzip; + lzSource; + zip; + listings; + symlinkCount; + constructor(opts) { + let buffer; + if (`buffer` in opts) + buffer = opts.buffer; + else + buffer = opts.baseFs.readFileSync(opts.path); + this.libzip = getInstance(); + const errPtr = this.libzip.malloc(4); + try { + let flags = 0; + if (opts.readOnly) + flags |= this.libzip.ZIP_RDONLY; + const lzSource = this.allocateUnattachedSource(buffer); + try { + this.zip = this.libzip.openFromSource(lzSource, flags, errPtr); + this.lzSource = lzSource; + } catch (error) { + this.libzip.source.free(lzSource); + throw error; + } + if (this.zip === 0) { + const error = this.libzip.struct.errorS(); + this.libzip.error.initWithCode(error, this.libzip.getValue(errPtr, `i32`)); + throw this.makeLibzipError(error); + } + } finally { + this.libzip.free(errPtr); + } + const entryCount = this.libzip.getNumEntries(this.zip, 0); + const listings = new Array(entryCount); + for (let t = 0; t < entryCount; ++t) { + const raw = this.libzip.getName(this.zip, t, 0); + listings[t] = raw; + } + this.listings = listings; + this.symlinkCount = this.libzip.ext.countSymlinks(this.zip); + if (this.symlinkCount === -1) { + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + } + getSymlinkCount() { + return this.symlinkCount; + } + getListings() { + return this.listings; + } + stat(entry) { + const stat = this.libzip.struct.statS(); + const rc = this.libzip.statIndex(this.zip, entry, 0, 0, stat); + if (rc === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + const size = this.libzip.struct.statSize(stat) >>> 0; + const mtime = this.libzip.struct.statMtime(stat) >>> 0; + const crc = this.libzip.struct.statCrc(stat) >>> 0; + return { size, mtime, crc }; + } + makeLibzipError(error) { + const errorCode = this.libzip.struct.errorCodeZip(error); + const strerror = this.libzip.error.strerror(error); + const libzipError = new LibzipError(strerror, this.libzip.errors[errorCode]); + if (errorCode === this.libzip.errors.ZIP_ER_CHANGED) + throw new Error(`Assertion failed: Unexpected libzip error: ${libzipError.message}`); + return libzipError; + } + setFileSource(target, compression, buffer) { + const lzSource = this.allocateSource(buffer); + try { + const newIndex = this.libzip.file.add(this.zip, target, lzSource, this.libzip.ZIP_FL_OVERWRITE); + if (newIndex === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + if (compression !== null) { + const rc = this.libzip.file.setCompression(this.zip, newIndex, 0, compression[0], compression[1]); + if (rc === -1) { + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + } + return newIndex; + } catch (error) { + this.libzip.source.free(lzSource); + throw error; + } + } + setMtime(entry, mtime) { + const rc = this.libzip.file.setMtime(this.zip, entry, 0, mtime, 0); + if (rc === -1) { + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + } + getExternalAttributes(index) { + const attrs = this.libzip.file.getExternalAttributes(this.zip, index, 0, 0, this.libzip.uint08S, this.libzip.uint32S); + if (attrs === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + const opsys = this.libzip.getValue(this.libzip.uint08S, `i8`) >>> 0; + const attributes = this.libzip.getValue(this.libzip.uint32S, `i32`) >>> 0; + return [opsys, attributes]; + } + setExternalAttributes(index, opsys, attributes) { + const rc = this.libzip.file.setExternalAttributes(this.zip, index, 0, 0, opsys, attributes); + if (rc === -1) { + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + } + locate(name) { + return this.libzip.name.locate(this.zip, name, 0); + } + getFileSource(index) { + const stat = this.libzip.struct.statS(); + const rc = this.libzip.statIndex(this.zip, index, 0, 0, stat); + if (rc === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + const size = this.libzip.struct.statCompSize(stat); + const compressionMethod = this.libzip.struct.statCompMethod(stat); + const buffer = this.libzip.malloc(size); + try { + const file = this.libzip.fopenIndex(this.zip, index, 0, this.libzip.ZIP_FL_COMPRESSED); + if (file === 0) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + try { + const rc2 = this.libzip.fread(file, buffer, size, 0); + if (rc2 === -1) + throw this.makeLibzipError(this.libzip.file.getError(file)); + else if (rc2 < size) + throw new Error(`Incomplete read`); + else if (rc2 > size) + throw new Error(`Overread`); + const memory = this.libzip.HEAPU8.subarray(buffer, buffer + size); + const data = Buffer.from(memory); + return { data, compressionMethod }; + } finally { + this.libzip.fclose(file); + } + } finally { + this.libzip.free(buffer); + } + } + deleteEntry(index) { + const rc = this.libzip.delete(this.zip, index); + if (rc === -1) { + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + } + addDirectory(path) { + const index = this.libzip.dir.add(this.zip, path); + if (index === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + return index; + } + getBufferAndClose() { + try { + this.libzip.source.keep(this.lzSource); + if (this.libzip.close(this.zip) === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + if (this.libzip.source.open(this.lzSource) === -1) + throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); + if (this.libzip.source.seek(this.lzSource, 0, 0, this.libzip.SEEK_END) === -1) + throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); + const size = this.libzip.source.tell(this.lzSource); + if (size === -1) + throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); + if (this.libzip.source.seek(this.lzSource, 0, 0, this.libzip.SEEK_SET) === -1) + throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); + const buffer = this.libzip.malloc(size); + if (!buffer) + throw new Error(`Couldn't allocate enough memory`); + try { + const rc = this.libzip.source.read(this.lzSource, buffer, size); + if (rc === -1) + throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); + else if (rc < size) + throw new Error(`Incomplete read`); + else if (rc > size) + throw new Error(`Overread`); + let result = Buffer.from(this.libzip.HEAPU8.subarray(buffer, buffer + size)); + if (process.env.YARN_IS_TEST_ENV && process.env.YARN_ZIP_DATA_EPILOGUE) + result = Buffer.concat([result, Buffer.from(process.env.YARN_ZIP_DATA_EPILOGUE)]); + return result; + } finally { + this.libzip.free(buffer); + } + } finally { + this.libzip.source.close(this.lzSource); + this.libzip.source.free(this.lzSource); + } + } + allocateBuffer(content) { + if (!Buffer.isBuffer(content)) + content = Buffer.from(content); + const buffer = this.libzip.malloc(content.byteLength); + if (!buffer) + throw new Error(`Couldn't allocate enough memory`); + const heap = new Uint8Array(this.libzip.HEAPU8.buffer, buffer, content.byteLength); + heap.set(content); + return { buffer, byteLength: content.byteLength }; + } + allocateUnattachedSource(content) { + const error = this.libzip.struct.errorS(); + const { buffer, byteLength } = this.allocateBuffer(content); + const source = this.libzip.source.fromUnattachedBuffer(buffer, byteLength, 0, 1, error); + if (source === 0) { + this.libzip.free(error); + throw this.makeLibzipError(error); + } + return source; + } + allocateSource(content) { + const { buffer, byteLength } = this.allocateBuffer(content); + const source = this.libzip.source.fromBuffer(this.zip, buffer, byteLength, 0, 1); + if (source === 0) { + this.libzip.free(buffer); + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + return source; + } + discard() { + } +} + +const ZIP_UNIX = 3; const DEFAULT_COMPRESSION_LEVEL = `mixed`; function toUnixTimestamp(time) { if (typeof time === `string` && String(+time) === time) @@ -41794,22 +42029,12 @@ function makeEmptyArchive() { 0 ]); } -class LibzipError extends Error { - code; - constructor(message, code) { - super(message); - this.name = `Libzip Error`; - this.code = code; - } -} class ZipFS extends BasePortableFakeFS { - libzip; baseFs; path; stats; - zip; - lzSource; level; + zipImpl; listings = /* @__PURE__ */ new Map(); entries = /* @__PURE__ */ new Map(); /** @@ -41825,9 +42050,11 @@ class ZipFS extends BasePortableFakeFS { readOnly = false; constructor(source, opts = {}) { super(); + if (opts.readOnly) + this.readOnly = true; const pathOptions = opts; this.level = typeof pathOptions.level !== `undefined` ? pathOptions.level : DEFAULT_COMPRESSION_LEVEL; - source ??= makeEmptyArchive(); + const ZipImplCls = opts.customZipImplementation ?? LibZipImpl; if (typeof source === `string`) { const { baseFs = new NodeFS() } = pathOptions; this.baseFs = baseFs; @@ -41853,36 +42080,19 @@ class ZipFS extends BasePortableFakeFS { this.stats = makeDefaultStats(); } } - this.libzip = getInstance(); - const errPtr = this.libzip.malloc(4); - try { - let flags = 0; - if (opts.readOnly) { - flags |= this.libzip.ZIP_RDONLY; - this.readOnly = true; - } - if (typeof source === `string`) - source = pathOptions.create ? makeEmptyArchive() : this.baseFs.readFileSync(source); - const lzSource = this.allocateUnattachedSource(source); - try { - this.zip = this.libzip.openFromSource(lzSource, flags, errPtr); - this.lzSource = lzSource; - } catch (error) { - this.libzip.source.free(lzSource); - throw error; - } - if (this.zip === 0) { - const error = this.libzip.struct.errorS(); - this.libzip.error.initWithCode(error, this.libzip.getValue(errPtr, `i32`)); - throw this.makeLibzipError(error); + if (typeof source === `string`) { + if (opts.create) { + this.zipImpl = new ZipImplCls({ buffer: makeEmptyArchive(), readOnly: this.readOnly }); + } else { + this.zipImpl = new ZipImplCls({ path: source, baseFs: this.baseFs, readOnly: this.readOnly, size: this.stats.size }); } - } finally { - this.libzip.free(errPtr); + } else { + this.zipImpl = new ZipImplCls({ buffer: source ?? makeEmptyArchive(), readOnly: this.readOnly }); } this.listings.set(PortablePath.root, /* @__PURE__ */ new Set()); - const entryCount = this.libzip.getNumEntries(this.zip, 0); - for (let t = 0; t < entryCount; ++t) { - const raw = this.libzip.getName(this.zip, t, 0); + const listings = this.zipImpl.getListings(); + for (let t = 0; t < listings.length; t++) { + const raw = listings[t]; if (ppath.isAbsolute(raw)) continue; const p = ppath.resolve(PortablePath.root, raw); @@ -41891,19 +42101,9 @@ class ZipFS extends BasePortableFakeFS { this.registerListing(p); } } - this.symlinkCount = this.libzip.ext.countSymlinks(this.zip); - if (this.symlinkCount === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); + this.symlinkCount = this.zipImpl.getSymlinkCount(); this.ready = true; } - makeLibzipError(error) { - const errorCode = this.libzip.struct.errorCodeZip(error); - const strerror = this.libzip.error.strerror(error); - const libzipError = new LibzipError(strerror, this.libzip.errors[errorCode]); - if (errorCode === this.libzip.errors.ZIP_ER_CHANGED) - throw new Error(`Assertion failed: Unexpected libzip error: ${libzipError.message}`); - return libzipError; - } getExtractHint(hints) { for (const fileName of this.entries.keys()) { const ext = this.pathUtils.extname(fileName); @@ -41933,45 +42133,14 @@ class ZipFS extends BasePortableFakeFS { return makeEmptyArchive(); } try { - this.libzip.source.keep(this.lzSource); - if (this.libzip.close(this.zip) === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - if (this.libzip.source.open(this.lzSource) === -1) - throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); - if (this.libzip.source.seek(this.lzSource, 0, 0, this.libzip.SEEK_END) === -1) - throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); - const size = this.libzip.source.tell(this.lzSource); - if (size === -1) - throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); - if (this.libzip.source.seek(this.lzSource, 0, 0, this.libzip.SEEK_SET) === -1) - throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); - const buffer = this.libzip.malloc(size); - if (!buffer) - throw new Error(`Couldn't allocate enough memory`); - try { - const rc = this.libzip.source.read(this.lzSource, buffer, size); - if (rc === -1) - throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); - else if (rc < size) - throw new Error(`Incomplete read`); - else if (rc > size) - throw new Error(`Overread`); - let result = Buffer.from(this.libzip.HEAPU8.subarray(buffer, buffer + size)); - if (process.env.YARN_IS_TEST_ENV && process.env.YARN_ZIP_DATA_EPILOGUE) - result = Buffer.concat([result, Buffer.from(process.env.YARN_ZIP_DATA_EPILOGUE)]); - return result; - } finally { - this.libzip.free(buffer); - } + return this.zipImpl.getBufferAndClose(); } finally { - this.libzip.source.close(this.lzSource); - this.libzip.source.free(this.lzSource); this.ready = false; } } discardAndClose() { this.prepareClose(); - this.libzip.discard(this.zip); + this.zipImpl.discard(); this.ready = false; } saveAndClose() { @@ -42153,7 +42322,7 @@ class ZipFS extends BasePortableFakeFS { let resolvedP; try { resolvedP = this.resolveFilename(`stat '${p}'`, p, void 0, false); - } catch (error) { + } catch { return false; } if (resolvedP === void 0) @@ -42225,16 +42394,14 @@ class ZipFS extends BasePortableFakeFS { statImpl(reason, p, opts = {}) { const entry = this.entries.get(p); if (typeof entry !== `undefined`) { - const stat = this.libzip.struct.statS(); - const rc = this.libzip.statIndex(this.zip, entry, 0, 0, stat); - if (rc === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); + const stat = this.zipImpl.stat(entry); + const crc = stat.crc; + const size = stat.size; + const mtimeMs = stat.mtime * 1e3; const uid = this.stats.uid; const gid = this.stats.gid; - const size = this.libzip.struct.statSize(stat) >>> 0; const blksize = 512; - const blocks = Math.ceil(size / blksize); - const mtimeMs = (this.libzip.struct.statMtime(stat) >>> 0) * 1e3; + const blocks = Math.ceil(stat.size / blksize); const atimeMs = mtimeMs; const birthtimeMs = mtimeMs; const ctimeMs = mtimeMs; @@ -42245,7 +42412,6 @@ class ZipFS extends BasePortableFakeFS { const type = this.listings.has(p) ? fs.constants.S_IFDIR : this.isSymbolicLink(entry) ? fs.constants.S_IFLNK : fs.constants.S_IFREG; const defaultMode = type === fs.constants.S_IFDIR ? 493 : 420; const mode = type | this.getUnixMode(entry, defaultMode) & 511; - const crc = this.libzip.struct.statCrc(stat); const statInstance = Object.assign(new StatEntry(), { uid, gid, size, blksize, blocks, atime, birthtime, ctime, mtime, atimeMs, birthtimeMs, ctimeMs, mtimeMs, mode, crc }); return opts.bigint === true ? convertToBigIntStats(statInstance) : statInstance; } @@ -42271,13 +42437,10 @@ class ZipFS extends BasePortableFakeFS { throw new Error(`Unreachable`); } getUnixMode(index, defaultMode) { - const rc = this.libzip.file.getExternalAttributes(this.zip, index, 0, 0, this.libzip.uint08S, this.libzip.uint32S); - if (rc === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - const opsys = this.libzip.getValue(this.libzip.uint08S, `i8`) >>> 0; - if (opsys !== this.libzip.ZIP_OPSYS_UNIX) + const [opsys, attributes] = this.zipImpl.getExternalAttributes(index); + if (opsys !== ZIP_UNIX) return defaultMode; - return this.libzip.getValue(this.libzip.uint32S, `i32`) >>> 16; + return attributes >>> 16; } registerListing(p) { const existingListing = this.listings.get(p); @@ -42312,10 +42475,7 @@ class ZipFS extends BasePortableFakeFS { } deleteEntry(p, index) { this.unregisterEntry(p); - const rc = this.libzip.delete(this.zip, index); - if (rc === -1) { - throw this.makeLibzipError(this.libzip.getError(this.zip)); - } + this.zipImpl.deleteEntry(index); } resolveFilename(reason, p, resolveLastComponent = true, throwIfNoEntry = true) { if (!this.ready) @@ -42348,7 +42508,7 @@ class ZipFS extends BasePortableFakeFS { resolvedP = ppath.resolve(parentP, ppath.basename(resolvedP)); if (!resolveLastComponent || this.symlinkCount === 0) break; - const index = this.libzip.name.locate(this.zip, resolvedP.slice(1), 0); + const index = this.zipImpl.locate(resolvedP.slice(1)); if (index === -1) break; if (this.isSymbolicLink(index)) { @@ -42360,118 +42520,54 @@ class ZipFS extends BasePortableFakeFS { } return resolvedP; } - allocateBuffer(content) { - if (!Buffer.isBuffer(content)) - content = Buffer.from(content); - const buffer = this.libzip.malloc(content.byteLength); - if (!buffer) - throw new Error(`Couldn't allocate enough memory`); - const heap = new Uint8Array(this.libzip.HEAPU8.buffer, buffer, content.byteLength); - heap.set(content); - return { buffer, byteLength: content.byteLength }; - } - allocateUnattachedSource(content) { - const error = this.libzip.struct.errorS(); - const { buffer, byteLength } = this.allocateBuffer(content); - const source = this.libzip.source.fromUnattachedBuffer(buffer, byteLength, 0, 1, error); - if (source === 0) { - this.libzip.free(error); - throw this.makeLibzipError(error); - } - return source; - } - allocateSource(content) { - const { buffer, byteLength } = this.allocateBuffer(content); - const source = this.libzip.source.fromBuffer(this.zip, buffer, byteLength, 0, 1); - if (source === 0) { - this.libzip.free(buffer); - throw this.makeLibzipError(this.libzip.getError(this.zip)); - } - return source; - } setFileSource(p, content) { const buffer = Buffer.isBuffer(content) ? content : Buffer.from(content); const target = ppath.relative(PortablePath.root, p); - const lzSource = this.allocateSource(content); - try { - const newIndex = this.libzip.file.add(this.zip, target, lzSource, this.libzip.ZIP_FL_OVERWRITE); - if (newIndex === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - if (this.level !== `mixed`) { - const method = this.level === 0 ? this.libzip.ZIP_CM_STORE : this.libzip.ZIP_CM_DEFLATE; - const rc = this.libzip.file.setCompression(this.zip, newIndex, 0, method, this.level); - if (rc === -1) { - throw this.makeLibzipError(this.libzip.getError(this.zip)); - } - } - this.fileSources.set(newIndex, buffer); - return newIndex; - } catch (error) { - this.libzip.source.free(lzSource); - throw error; + let compression = null; + if (this.level !== `mixed`) { + const method = this.level === 0 ? 0 /* STORE */ : 8 /* DEFLATE */; + compression = [method, this.level]; } + const newIndex = this.zipImpl.setFileSource(target, compression, buffer); + this.fileSources.set(newIndex, buffer); + return newIndex; } isSymbolicLink(index) { if (this.symlinkCount === 0) return false; - const attrs = this.libzip.file.getExternalAttributes(this.zip, index, 0, 0, this.libzip.uint08S, this.libzip.uint32S); - if (attrs === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - const opsys = this.libzip.getValue(this.libzip.uint08S, `i8`) >>> 0; - if (opsys !== this.libzip.ZIP_OPSYS_UNIX) + const [opsys, attrs] = this.zipImpl.getExternalAttributes(index); + if (opsys !== ZIP_UNIX) return false; - const attributes = this.libzip.getValue(this.libzip.uint32S, `i32`) >>> 16; + const attributes = attrs >>> 16; return (attributes & fs.constants.S_IFMT) === fs.constants.S_IFLNK; } getFileSource(index, opts = { asyncDecompress: false }) { const cachedFileSource = this.fileSources.get(index); if (typeof cachedFileSource !== `undefined`) return cachedFileSource; - const stat = this.libzip.struct.statS(); - const rc = this.libzip.statIndex(this.zip, index, 0, 0, stat); - if (rc === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - const size = this.libzip.struct.statCompSize(stat); - const compressionMethod = this.libzip.struct.statCompMethod(stat); - const buffer = this.libzip.malloc(size); - try { - const file = this.libzip.fopenIndex(this.zip, index, 0, this.libzip.ZIP_FL_COMPRESSED); - if (file === 0) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - try { - const rc2 = this.libzip.fread(file, buffer, size, 0); - if (rc2 === -1) - throw this.makeLibzipError(this.libzip.file.getError(file)); - else if (rc2 < size) - throw new Error(`Incomplete read`); - else if (rc2 > size) - throw new Error(`Overread`); - const memory = this.libzip.HEAPU8.subarray(buffer, buffer + size); - const data = Buffer.from(memory); - if (compressionMethod === 0) { - this.fileSources.set(index, data); - return data; - } else if (opts.asyncDecompress) { - return new Promise((resolve, reject) => { - zlib__default.default.inflateRaw(data, (error, result) => { - if (error) { - reject(error); - } else { - this.fileSources.set(index, result); - resolve(result); - } - }); + const { data, compressionMethod } = this.zipImpl.getFileSource(index); + if (compressionMethod === 0 /* STORE */) { + this.fileSources.set(index, data); + return data; + } else if (compressionMethod === 8 /* DEFLATE */) { + if (opts.asyncDecompress) { + return new Promise((resolve, reject) => { + zlib__default.default.inflateRaw(data, (error, result) => { + if (error) { + reject(error); + } else { + this.fileSources.set(index, result); + resolve(result); + } }); - } else { - const decompressedData = zlib__default.default.inflateRawSync(data); - this.fileSources.set(index, decompressedData); - return decompressedData; - } - } finally { - this.libzip.fclose(file); + }); + } else { + const decompressedData = zlib__default.default.inflateRawSync(data); + this.fileSources.set(index, decompressedData); + return decompressedData; } - } finally { - this.libzip.free(buffer); + } else { + throw new Error(`Unsupported compression method: ${compressionMethod}`); } } async fchmodPromise(fd, mask) { @@ -42493,10 +42589,7 @@ class ZipFS extends BasePortableFakeFS { throw new Error(`Assertion failed: The entry should have been registered (${resolvedP})`); const oldMod = this.getUnixMode(entry, fs.constants.S_IFREG | 0); const newMod = oldMod & ~511 | mask; - const rc = this.libzip.file.setExternalAttributes(this.zip, entry, 0, 0, this.libzip.ZIP_OPSYS_UNIX, newMod << 16); - if (rc === -1) { - throw this.makeLibzipError(this.libzip.getError(this.zip)); - } + this.zipImpl.setExternalAttributes(entry, ZIP_UNIX, newMod << 16); } async fchownPromise(fd, uid, gid) { return this.chownPromise(this.fdToPath(fd, `fchown`), uid, gid); @@ -42670,10 +42763,7 @@ class ZipFS extends BasePortableFakeFS { const entry = this.entries.get(resolvedP); if (entry === void 0) throw new Error(`Unreachable`); - const rc = this.libzip.file.setMtime(this.zip, entry, 0, toUnixTimestamp(mtime), 0); - if (rc === -1) { - throw this.makeLibzipError(this.libzip.getError(this.zip)); - } + this.zipImpl.setMtime(entry, toUnixTimestamp(mtime)); } async mkdirPromise(p, opts) { return this.mkdirSync(p, opts); @@ -42733,9 +42823,7 @@ class ZipFS extends BasePortableFakeFS { this.deleteEntry(p, index); } hydrateDirectory(resolvedP) { - const index = this.libzip.dir.add(this.zip, ppath.relative(PortablePath.root, resolvedP)); - if (index === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); + const index = this.zipImpl.addDirectory(ppath.relative(PortablePath.root, resolvedP)); this.registerListing(resolvedP); this.registerEntry(resolvedP, index); return index; @@ -42759,9 +42847,7 @@ class ZipFS extends BasePortableFakeFS { throw EEXIST(`symlink '${target}' -> '${p}'`); const index = this.setFileSource(resolvedP, target); this.registerEntry(resolvedP, index); - const rc = this.libzip.file.setExternalAttributes(this.zip, index, 0, 0, this.libzip.ZIP_OPSYS_UNIX, (fs.constants.S_IFLNK | 511) << 16); - if (rc === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); + this.zipImpl.setExternalAttributes(index, ZIP_UNIX, (fs.constants.S_IFLNK | 511) << 16); this.symlinkCount += 1; } async readFilePromise(p, encoding) { @@ -42916,10 +43002,13 @@ class ZipFS extends BasePortableFakeFS { } }; const interval = setInterval(() => { }, 24 * 60 * 60 * 1e3); - return { on: () => { - }, close: () => { - clearInterval(interval); - } }; + return { + on: () => { + }, + close: () => { + clearInterval(interval); + } + }; } watchFile(p, a, b) { const resolvedP = ppath.resolve(PortablePath.root, p); @@ -42931,6 +43020,192 @@ class ZipFS extends BasePortableFakeFS { } } +const SIGNATURE = { + CENTRAL_DIRECTORY: 33639248, + END_OF_CENTRAL_DIRECTORY: 101010256 +}; +const noCommentCDSize = 22; +class JsZipImpl { + fd; + baseFs; + entries; + constructor(opts) { + if (`buffer` in opts) + throw new Error(`Buffer based zip archives are not supported`); + if (!opts.readOnly) + throw new Error(`Writable zip archives are not supported`); + this.baseFs = opts.baseFs; + this.fd = this.baseFs.openSync(opts.path, `r`); + this.entries = JsZipImpl.readZipSync(this.fd, this.baseFs, opts.size); + } + static readZipSync(fd, baseFs, fileSize) { + if (fileSize < noCommentCDSize) + throw new Error(`Invalid ZIP file: EOCD not found`); + let eocdOffset = -1; + let eocdBuffer = Buffer.alloc(noCommentCDSize); + baseFs.readSync( + fd, + eocdBuffer, + 0, + noCommentCDSize, + fileSize - noCommentCDSize + ); + if (eocdBuffer.readUInt32LE(0) === SIGNATURE.END_OF_CENTRAL_DIRECTORY) { + eocdOffset = 0; + } else { + const bufferSize = Math.min(65557, fileSize); + eocdBuffer = Buffer.alloc(bufferSize); + baseFs.readSync( + fd, + eocdBuffer, + 0, + bufferSize, + Math.max(0, fileSize - bufferSize) + ); + for (let i = eocdBuffer.length - 4; i >= 0; i--) { + if (eocdBuffer.readUInt32LE(i) === SIGNATURE.END_OF_CENTRAL_DIRECTORY) { + eocdOffset = i; + break; + } + } + if (eocdOffset === -1) { + throw new Error(`Not a zip archive`); + } + } + const totalEntries = eocdBuffer.readUInt16LE(eocdOffset + 10); + const centralDirSize = eocdBuffer.readUInt32LE(eocdOffset + 12); + const centralDirOffset = eocdBuffer.readUInt32LE(eocdOffset + 16); + const commentLength = eocdBuffer.readUInt16LE(eocdOffset + 20); + if (eocdOffset + commentLength + noCommentCDSize > eocdBuffer.length) + throw new Error(`Zip archive inconsistent`); + if (totalEntries == 65535 || centralDirSize == 4294967295 || centralDirOffset == 4294967295) + throw new Error(`Zip 64 is not supported`); + if (centralDirSize > fileSize) + throw new Error(`Zip archive inconsistent`); + if (totalEntries > centralDirSize / 46) + throw new Error(`Zip archive inconsistent`); + const cdBuffer = Buffer.alloc(centralDirSize); + if (baseFs.readSync(fd, cdBuffer, 0, cdBuffer.length, centralDirOffset) !== cdBuffer.length) + throw new Error(`Zip archive inconsistent`); + const entries = []; + let offset = 0; + let index = 0; + let sumCompressedSize = 0; + while (index < totalEntries) { + if (offset + 46 > cdBuffer.length) + throw new Error(`Zip archive inconsistent`); + if (cdBuffer.readUInt32LE(offset) !== SIGNATURE.CENTRAL_DIRECTORY) + throw new Error(`Zip archive inconsistent`); + const versionMadeBy = cdBuffer.readUInt16LE(offset + 4); + const os = versionMadeBy >>> 8; + const flags = cdBuffer.readUInt16LE(offset + 8); + if ((flags & 1) !== 0) + throw new Error(`Encrypted zip files are not supported`); + const compressionMethod = cdBuffer.readUInt16LE(offset + 10); + const crc = cdBuffer.readUInt32LE(offset + 16); + const nameLength = cdBuffer.readUInt16LE(offset + 28); + const extraLength = cdBuffer.readUInt16LE(offset + 30); + const commentLength2 = cdBuffer.readUInt16LE(offset + 32); + const localHeaderOffset = cdBuffer.readUInt32LE(offset + 42); + const name = cdBuffer.toString(`utf8`, offset + 46, offset + 46 + nameLength).replaceAll(`\0`, ` `); + if (name.includes(`\0`)) + throw new Error(`Invalid ZIP file`); + const compressedSize = cdBuffer.readUInt32LE(offset + 20); + const externalAttributes = cdBuffer.readUInt32LE(offset + 38); + entries.push({ + name, + os, + mtime: 0, + //we dont care, + crc, + compressionMethod, + isSymbolicLink: os === ZIP_UNIX && (externalAttributes >>> 16 & fs.constants.S_IFMT) === fs.constants.S_IFLNK, + size: cdBuffer.readUInt32LE(offset + 24), + compressedSize, + externalAttributes, + localHeaderOffset + }); + sumCompressedSize += compressedSize; + index += 1; + offset += 46 + nameLength + extraLength + commentLength2; + } + if (sumCompressedSize > fileSize) + throw new Error(`Zip archive inconsistent`); + if (offset !== cdBuffer.length) + throw new Error(`Zip archive inconsistent`); + return entries; + } + getExternalAttributes(index) { + const entry = this.entries[index]; + return [entry.os, entry.externalAttributes]; + } + getListings() { + return this.entries.map((e) => e.name); + } + getSymlinkCount() { + let count = 0; + for (const entry of this.entries) { + if (entry.isSymbolicLink) { + count += 1; + } + } + return count; + } + stat(index) { + const entry = this.entries[index]; + return { + crc: entry.crc, + mtime: entry.mtime, + size: entry.size + }; + } + locate(name) { + for (let ind = 0; ind < this.entries.length; ind++) { + if (this.entries[ind].name === name) { + return ind; + } + } + return -1; + } + getFileSource(index) { + const entry = this.entries[index]; + const localHeaderBuf = Buffer.alloc(30); + this.baseFs.readSync( + this.fd, + localHeaderBuf, + 0, + localHeaderBuf.length, + entry.localHeaderOffset + ); + const nameLength = localHeaderBuf.readUInt16LE(26); + const extraLength = localHeaderBuf.readUInt16LE(28); + const buffer = Buffer.alloc(entry.compressedSize); + if (this.baseFs.readSync(this.fd, buffer, 0, entry.compressedSize, entry.localHeaderOffset + 30 + nameLength + extraLength) !== entry.compressedSize) + throw new Error(`Invalid ZIP file`); + return { data: buffer, compressionMethod: entry.compressionMethod }; + } + discard() { + } + addDirectory(path) { + throw new Error(`Not implemented`); + } + deleteEntry(index) { + throw new Error(`Not implemented`); + } + setMtime(index, mtime) { + throw new Error(`Not implemented`); + } + getBufferAndClose() { + throw new Error(`Not implemented`); + } + setFileSource(target, compression, buffer) { + throw new Error(`Not implemented`); + } + setExternalAttributes(index, opsys, attributes) { + throw new Error(`Not implemented`); + } +} + setFactory(() => { const emZip = createModule(); return makeInterface(emZip); @@ -43194,7 +43469,7 @@ Require stack: } else { resolution = originalFindPath.call(require$$0.Module, request, [path], isMain); } - } catch (error) { + } catch { continue; } if (resolution) { @@ -43281,6 +43556,7 @@ function hydrateRuntimeState(data, { basePath }) { dependencyTreeRoots, enableTopLevelFallback, fallbackExclusionList, + experimentalZipImplementation: data.experimentalZipImplementation, fallbackPool, ignorePattern, packageLocatorsByLocations, @@ -44277,7 +44553,7 @@ function makeApi(runtimeState, opts) { try { candidates.push(unqualifiedPath); stat = opts.fakeFs.statSync(unqualifiedPath); - } catch (error) { + } catch { } if (stat && !stat.isDirectory()) return opts.fakeFs.realpathSync(unqualifiedPath); @@ -44285,7 +44561,7 @@ function makeApi(runtimeState, opts) { let pkgJson; try { pkgJson = JSON.parse(opts.fakeFs.readFileSync(ppath.join(unqualifiedPath, Filename.manifest), `utf8`)); - } catch (error) { + } catch { } let nextUnqualifiedPath; if (pkgJson && pkgJson.main) @@ -44937,8 +45213,10 @@ const localFs = { ...fs__default.default }; const nodeFs = new NodeFS(localFs); const defaultRuntimeState = $$SETUP_STATE(hydrateRuntimeState); const defaultPnpapiResolution = __filename; +const customZipImplementation = defaultRuntimeState.experimentalZipImplementation === `js` ? JsZipImpl : void 0; const defaultFsLayer = new VirtualFS({ baseFs: new ZipOpenFS({ + customZipImplementation, baseFs: nodeFs, maxOpenFiles: 80, readOnlyArchives: true diff --git a/.pnp.loader.mjs b/.pnp.loader.mjs index e5a542909641..b743e0375b80 100644 --- a/.pnp.loader.mjs +++ b/.pnp.loader.mjs @@ -131,7 +131,7 @@ async function copyImpl(prelayout, postlayout, destinationFs, destination, sourc async function maybeLStat(baseFs, p) { try { return await baseFs.lstatPromise(p); - } catch (e) { + } catch { return null; } } @@ -482,7 +482,7 @@ class FakeFS { let current = Buffer.alloc(0); try { current = await this.readFilePromise(p); - } catch (error) { + } catch { } if (Buffer.compare(current, content) === 0) return; @@ -492,7 +492,7 @@ class FakeFS { let current = ``; try { current = await this.readFilePromise(p, `utf8`); - } catch (error) { + } catch { } const normalizedContent = automaticNewlines ? normalizeLineEndings(current, content) : content; if (current === normalizedContent) @@ -510,7 +510,7 @@ class FakeFS { let current = Buffer.alloc(0); try { current = this.readFileSync(p); - } catch (error) { + } catch { } if (Buffer.compare(current, content) === 0) return; @@ -520,7 +520,7 @@ class FakeFS { let current = ``; try { current = this.readFileSync(p, `utf8`); - } catch (error) { + } catch { } const normalizedContent = automaticNewlines ? normalizeLineEndings(current, content) : content; if (current === normalizedContent) @@ -560,13 +560,13 @@ class FakeFS { let pid; try { [pid] = await this.readJsonPromise(lockPath); - } catch (error) { + } catch { return Date.now() - startTime < 500; } try { process.kill(pid, 0); return true; - } catch (error) { + } catch { return false; } }; @@ -579,7 +579,7 @@ class FakeFS { try { await this.unlinkPromise(lockPath); continue; - } catch (error2) { + } catch { } } if (Date.now() - startTime < 60 * 1e3) { @@ -599,7 +599,7 @@ class FakeFS { try { await this.closePromise(fd); await this.unlinkPromise(lockPath); - } catch (error) { + } catch { } } } diff --git a/.yarnrc.yml b/.yarnrc.yml index a9feaf4fa045..86b08d5ba8f8 100644 --- a/.yarnrc.yml +++ b/.yarnrc.yml @@ -15,6 +15,8 @@ immutablePatterns: initScope: yarnpkg +experimentalZipImplementation: js + npmPublishAccess: public packageExtensions: diff --git a/packages/plugin-pnp/sources/PnpLinker.ts b/packages/plugin-pnp/sources/PnpLinker.ts index d19646d6adef..4405a9b1aef5 100644 --- a/packages/plugin-pnp/sources/PnpLinker.ts +++ b/packages/plugin-pnp/sources/PnpLinker.ts @@ -285,6 +285,7 @@ export class PnpInstaller implements Installer { fallbackExclusionList, fallbackPool, ignorePattern, + experimentalZipImplementation: this.opts.project.configuration.get(`experimentalZipImplementation`) ?? `libzip`, packageRegistry, shebang, }); diff --git a/packages/plugin-pnp/sources/index.ts b/packages/plugin-pnp/sources/index.ts index 857485dc5133..f0b401ef228f 100644 --- a/packages/plugin-pnp/sources/index.ts +++ b/packages/plugin-pnp/sources/index.ts @@ -1,6 +1,7 @@ import {Hooks as CoreHooks, Plugin, Project, SettingsType, WindowsLinkType} from '@yarnpkg/core'; import {Filename, PortablePath, npath, ppath, xfs} from '@yarnpkg/fslib'; import {Hooks as StageHooks} from '@yarnpkg/plugin-stage'; +import {ExperimentalZipImplementation} from '@yarnpkg/pnp'; import {pathToFileURL} from 'url'; import {PnpLinker} from './PnpLinker'; @@ -70,12 +71,14 @@ declare module '@yarnpkg/core' { nodeLinker: string; winLinkType: string; pnpMode: string; + minizip: boolean; pnpShebang: string; pnpIgnorePatterns: Array; pnpEnableEsmLoader: boolean; pnpEnableInlining: boolean; pnpFallbackMode: string; pnpUnpluggedFolder: PortablePath; + experimentalZipImplementation: ExperimentalZipImplementation; } } @@ -90,6 +93,11 @@ const plugin: Plugin = { type: SettingsType.STRING, default: `pnp`, }, + minizip: { + description: `Whether Yarn should use minizip to extract archives`, + type: SettingsType.BOOLEAN, + default: false, + }, winLinkType: { description: `Whether Yarn should use Windows Junctions or symlinks when creating links on Windows.`, type: SettingsType.STRING, @@ -115,6 +123,15 @@ const plugin: Plugin = { default: [], isArray: true, }, + experimentalZipImplementation: { + description: `Whether to use the experimental js implementation for the ZipFS`, + type: SettingsType.STRING, + values: [ + `libzip`, + `js`, + ], + default: `libzip`, + }, pnpEnableEsmLoader: { description: `If true, Yarn will generate an ESM loader (\`.pnp.loader.mjs\`). If this is not explicitly set Yarn tries to automatically detect whether ESM support is required.`, type: SettingsType.BOOLEAN, diff --git a/packages/yarnpkg-libzip/package.json b/packages/yarnpkg-libzip/package.json index db614efdbbee..c48c6160a039 100644 --- a/packages/yarnpkg-libzip/package.json +++ b/packages/yarnpkg-libzip/package.json @@ -38,6 +38,7 @@ }, "devDependencies": { "@types/prettier": "1.19.0", + "globby": "^11.0.1", "prettier": "^1.19.1" }, "dependencies": { diff --git a/packages/yarnpkg-libzip/sources/ZipFS.ts b/packages/yarnpkg-libzip/sources/ZipFS.ts index 286cfcafaaaa..66ce122fa747 100644 --- a/packages/yarnpkg-libzip/sources/ZipFS.ts +++ b/packages/yarnpkg-libzip/sources/ZipFS.ts @@ -7,18 +7,27 @@ import {opendir} import {watchFile, unwatchFile, unwatchAllFiles} from '@yarnpkg/fslib'; import {errors, statUtils} from '@yarnpkg/fslib'; import {FSPath, PortablePath, ppath, Filename} from '@yarnpkg/fslib'; -import {Libzip} from '@yarnpkg/libzip'; import {ReadStream, WriteStream, constants} from 'fs'; import {PassThrough} from 'stream'; import {types} from 'util'; import zlib from 'zlib'; -import {getInstance} from './instance'; +import {LibZipImpl} from './libzipImpl'; + +export const ZIP_UNIX = 3; + +export const STORE = 0 +export const DEFLATE = 8 + export type ZipCompression = `mixed` | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9; export const DEFAULT_COMPRESSION_LEVEL: ZipCompression = `mixed`; +export type CompressionData = [compressionMethod: number, level: number] | null; + + export type ZipBufferOptions = { + customZipImplementation?: ZipImplementationClass; readOnly?: boolean; stats?: Stats; level?: ZipCompression; @@ -59,27 +68,44 @@ export function makeEmptyArchive() { ]); } -export class LibzipError extends Error { - code: string; - constructor(message: string, code: string) { - super(message); - this.name = `Libzip Error`; - this.code = code; - } +export interface Stat { + mtime: number; + crc: number; + size: number; } -export class ZipFS extends BasePortableFakeFS { - private readonly libzip: Libzip; +export interface ZipImpl { + deleteEntry(index: number): void; + getFileSource(index: number): {data: Buffer, compressionMethod: number}; + setFileSource(target: PortablePath, compression: CompressionData, buffer: Buffer): number; + setMtime(index: number, mtime: number): void; + addDirectory(path: string): number; + setExternalAttributes(index: number, opsys: number, attributes: number): void; + getExternalAttributes(index: number): [opsys: number, attributes: number]; + getSymlinkCount(): number; + getListings(): Array; + stat(entry: number): Stat; + getBufferAndClose(): Buffer; + locate(name: string): number; + discard(): void; +} + +export type ZipImplInput = {path: PortablePath, baseFs: FakeFS, readOnly: boolean, size: number} | {buffer: Buffer, readOnly: boolean}; +export interface ZipImplementationClass { + new(input: ZipImplInput): ZipImpl; +} + +export class ZipFS extends BasePortableFakeFS { private readonly baseFs: FakeFS | null; private readonly path: PortablePath | null; private readonly stats: Stats; - private readonly zip: number; - private readonly lzSource: number; private readonly level: ZipCompression; + private readonly zipImpl: ZipImpl; + private readonly listings: Map> = new Map(); private readonly entries: Map = new Map(); @@ -109,12 +135,16 @@ export class ZipFS extends BasePortableFakeFS { constructor(source?: PortablePath | Buffer | null, opts: ZipPathOptions | ZipBufferOptions = {}) { super(); + if (opts.readOnly) + this.readOnly = true; + + const pathOptions = opts as ZipPathOptions; this.level = typeof pathOptions.level !== `undefined` ? pathOptions.level : DEFAULT_COMPRESSION_LEVEL; - source ??= makeEmptyArchive(); + const ZipImplCls = opts.customZipImplementation ?? LibZipImpl; if (typeof source === `string`) { const {baseFs = new NodeFS()} = pathOptions; @@ -143,48 +173,21 @@ export class ZipFS extends BasePortableFakeFS { } } - this.libzip = getInstance(); - - const errPtr = this.libzip.malloc(4); - - try { - let flags = 0; - - if (opts.readOnly) { - flags |= this.libzip.ZIP_RDONLY; - this.readOnly = true; - } - - if (typeof source === `string`) - source = pathOptions.create - ? makeEmptyArchive() - : this.baseFs!.readFileSync(source); - - const lzSource = this.allocateUnattachedSource(source); - - try { - this.zip = this.libzip.openFromSource(lzSource, flags, errPtr); - this.lzSource = lzSource; - } catch (error) { - this.libzip.source.free(lzSource); - throw error; - } - - if (this.zip === 0) { - const error = this.libzip.struct.errorS(); - this.libzip.error.initWithCode(error, this.libzip.getValue(errPtr, `i32`)); - - throw this.makeLibzipError(error); + if (typeof source === `string`) { + if ((opts as ZipPathOptions).create) { + this.zipImpl = new ZipImplCls({buffer: makeEmptyArchive(), readOnly: this.readOnly}); + } else { + this.zipImpl = new ZipImplCls({path: source, baseFs: this.baseFs!, readOnly: this.readOnly, size: this.stats.size}); } - } finally { - this.libzip.free(errPtr); + } else { + this.zipImpl = new ZipImplCls({buffer: source ?? makeEmptyArchive(), readOnly: this.readOnly}); } this.listings.set(PortablePath.root, new Set()); - const entryCount = this.libzip.getNumEntries(this.zip, 0); - for (let t = 0; t < entryCount; ++t) { - const raw = this.libzip.getName(this.zip, t, 0) as PortablePath; + const listings = this.zipImpl.getListings(); + for (let t = 0; t < listings.length; t++) { + const raw = listings[t] as PortablePath; if (ppath.isAbsolute(raw)) continue; @@ -198,25 +201,11 @@ export class ZipFS extends BasePortableFakeFS { } } - this.symlinkCount = this.libzip.ext.countSymlinks(this.zip); - if (this.symlinkCount === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); + this.symlinkCount = this.zipImpl.getSymlinkCount(); this.ready = true; } - makeLibzipError(error: number) { - const errorCode = this.libzip.struct.errorCodeZip(error); - const strerror = this.libzip.error.strerror(error); - - const libzipError = new LibzipError(strerror, this.libzip.errors[errorCode]); - - // This error should never come up because of the file source cache - if (errorCode === this.libzip.errors.ZIP_ER_CHANGED) - throw new Error(`Assertion failed: Unexpected libzip error: ${libzipError.message}`); - - return libzipError; - } getExtractHint(hints: ExtractHintOptions) { for (const fileName of this.entries.keys()) { @@ -257,56 +246,8 @@ export class ZipFS extends BasePortableFakeFS { } try { - // Prevent close from cleaning up the source - this.libzip.source.keep(this.lzSource); - - // Close the zip archive - if (this.libzip.close(this.zip) === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - - // Open the source for reading - if (this.libzip.source.open(this.lzSource) === -1) - throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); - - // Move to the end of source - if (this.libzip.source.seek(this.lzSource, 0, 0, this.libzip.SEEK_END) === -1) - throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); - - // Get the size of source - const size = this.libzip.source.tell(this.lzSource); - if (size === -1) - throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); - - // Move to the start of source - if (this.libzip.source.seek(this.lzSource, 0, 0, this.libzip.SEEK_SET) === -1) - throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); - - const buffer = this.libzip.malloc(size); - if (!buffer) - throw new Error(`Couldn't allocate enough memory`); - - try { - const rc = this.libzip.source.read(this.lzSource, buffer, size); - - if (rc === -1) - throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); - else if (rc < size) - throw new Error(`Incomplete read`); - else if (rc > size) - throw new Error(`Overread`); - - let result = Buffer.from(this.libzip.HEAPU8.subarray(buffer, buffer + size)); - - if (process.env.YARN_IS_TEST_ENV && process.env.YARN_ZIP_DATA_EPILOGUE) - result = Buffer.concat([result, Buffer.from(process.env.YARN_ZIP_DATA_EPILOGUE)]); - - return result; - } finally { - this.libzip.free(buffer); - } + return this.zipImpl.getBufferAndClose(); } finally { - this.libzip.source.close(this.lzSource); - this.libzip.source.free(this.lzSource); this.ready = false; } } @@ -314,7 +255,7 @@ export class ZipFS extends BasePortableFakeFS { discardAndClose() { this.prepareClose(); - this.libzip.discard(this.zip); + this.zipImpl.discard(); this.ready = false; } @@ -691,20 +632,16 @@ export class ZipFS extends BasePortableFakeFS { // File, or explicit directory if (typeof entry !== `undefined`) { - const stat = this.libzip.struct.statS(); - - const rc = this.libzip.statIndex(this.zip, entry, 0, 0, stat); - if (rc === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - + const stat = this.zipImpl.stat(entry); + const crc = stat.crc; + const size = stat.size; + const mtimeMs = stat.mtime * 1000; const uid = this.stats.uid; const gid = this.stats.gid; - const size = (this.libzip.struct.statSize(stat) >>> 0); const blksize = 512; - const blocks = Math.ceil(size / blksize); + const blocks = Math.ceil(stat.size / blksize); - const mtimeMs = (this.libzip.struct.statMtime(stat) >>> 0) * 1000; const atimeMs = mtimeMs; const birthtimeMs = mtimeMs; const ctimeMs = mtimeMs; @@ -725,7 +662,6 @@ export class ZipFS extends BasePortableFakeFS { : 0o644; const mode = type | (this.getUnixMode(entry, defaultMode) & 0o777); - const crc = this.libzip.struct.statCrc(stat); const statInstance = Object.assign(new statUtils.StatEntry(), {uid, gid, size, blksize, blocks, atime, birthtime, ctime, mtime, atimeMs, birthtimeMs, ctimeMs, mtimeMs, mode, crc}); return opts.bigint === true ? statUtils.convertToBigIntStats(statInstance) : statInstance; @@ -761,15 +697,12 @@ export class ZipFS extends BasePortableFakeFS { } private getUnixMode(index: number, defaultMode: number) { - const rc = this.libzip.file.getExternalAttributes(this.zip, index, 0, 0, this.libzip.uint08S, this.libzip.uint32S); - if (rc === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); + const [opsys, attributes] = this.zipImpl.getExternalAttributes(index); - const opsys = this.libzip.getValue(this.libzip.uint08S, `i8`) >>> 0; - if (opsys !== this.libzip.ZIP_OPSYS_UNIX) + if (opsys !== ZIP_UNIX) return defaultMode; - return this.libzip.getValue(this.libzip.uint32S, `i32`) >>> 16; + return attributes >>> 16; } private registerListing(p: PortablePath) { @@ -819,10 +752,7 @@ export class ZipFS extends BasePortableFakeFS { private deleteEntry(p: PortablePath, index: number) { this.unregisterEntry(p); - const rc = this.libzip.delete(this.zip, index); - if (rc === -1) { - throw this.makeLibzipError(this.libzip.getError(this.zip)); - } + this.zipImpl.deleteEntry(index); } private resolveFilename(reason: string, p: PortablePath, resolveLastComponent?: boolean): PortablePath; @@ -866,7 +796,7 @@ export class ZipFS extends BasePortableFakeFS { if (!resolveLastComponent || this.symlinkCount === 0) break; - const index = this.libzip.name.locate(this.zip, resolvedP.slice(1), 0); + const index = this.zipImpl.locate(resolvedP.slice(1)); if (index === -1) break; @@ -881,92 +811,38 @@ export class ZipFS extends BasePortableFakeFS { return resolvedP; } - private allocateBuffer(content: string | Buffer | ArrayBuffer | DataView) { - if (!Buffer.isBuffer(content)) - content = Buffer.from(content as any); - - const buffer = this.libzip.malloc(content.byteLength); - if (!buffer) - throw new Error(`Couldn't allocate enough memory`); - - // Copy the file into the Emscripten heap - const heap = new Uint8Array(this.libzip.HEAPU8.buffer, buffer, content.byteLength); - heap.set(content as any); - - return {buffer, byteLength: content.byteLength}; - } - - private allocateUnattachedSource(content: string | Buffer | ArrayBuffer | DataView) { - const error = this.libzip.struct.errorS(); - - const {buffer, byteLength} = this.allocateBuffer(content); - const source = this.libzip.source.fromUnattachedBuffer(buffer, byteLength, 0, 1, error); - - if (source === 0) { - this.libzip.free(error); - throw this.makeLibzipError(error); - } - - return source; - } - - private allocateSource(content: string | Buffer | ArrayBuffer | DataView) { - const {buffer, byteLength} = this.allocateBuffer(content); - const source = this.libzip.source.fromBuffer(this.zip, buffer, byteLength, 0, 1); - - if (source === 0) { - this.libzip.free(buffer); - throw this.makeLibzipError(this.libzip.getError(this.zip)); - } - - return source; - } private setFileSource(p: PortablePath, content: string | Buffer | ArrayBuffer | DataView) { const buffer = Buffer.isBuffer(content) ? content : Buffer.from(content as any); const target = ppath.relative(PortablePath.root, p); - const lzSource = this.allocateSource(content); - try { - const newIndex = this.libzip.file.add(this.zip, target, lzSource, this.libzip.ZIP_FL_OVERWRITE); - if (newIndex === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - - if (this.level !== `mixed`) { - // Use store for level 0, and deflate for 1..9 - const method = this.level === 0 - ? this.libzip.ZIP_CM_STORE - : this.libzip.ZIP_CM_DEFLATE; - - const rc = this.libzip.file.setCompression(this.zip, newIndex, 0, method, this.level); - if (rc === -1) { - throw this.makeLibzipError(this.libzip.getError(this.zip)); - } - } + let compression: CompressionData = null; + if (this.level !== `mixed`) { + // Use store for level 0, and deflate for 1..9 + const method = this.level === 0 + ? STORE + : DEFLATE; + compression = [method, this.level]; + } - this.fileSources.set(newIndex, buffer); + const newIndex = this.zipImpl.setFileSource(target, compression, buffer); + this.fileSources.set(newIndex, buffer); - return newIndex; - } catch (error) { - this.libzip.source.free(lzSource); - throw error; - } + return newIndex; } private isSymbolicLink(index: number) { if (this.symlinkCount === 0) return false; - const attrs = this.libzip.file.getExternalAttributes(this.zip, index, 0, 0, this.libzip.uint08S, this.libzip.uint32S); - if (attrs === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - const opsys = this.libzip.getValue(this.libzip.uint08S, `i8`) >>> 0; - if (opsys !== this.libzip.ZIP_OPSYS_UNIX) + const [opsys, attrs] = this.zipImpl.getExternalAttributes(index); + + if (opsys !== ZIP_UNIX) return false; - const attributes = this.libzip.getValue(this.libzip.uint32S, `i32`) >>> 16; + const attributes = attrs >>> 16; return (attributes & constants.S_IFMT) === constants.S_IFLNK; } @@ -979,58 +855,29 @@ export class ZipFS extends BasePortableFakeFS { if (typeof cachedFileSource !== `undefined`) return cachedFileSource; - const stat = this.libzip.struct.statS(); - - const rc = this.libzip.statIndex(this.zip, index, 0, 0, stat); - if (rc === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - - const size = this.libzip.struct.statCompSize(stat); - const compressionMethod = this.libzip.struct.statCompMethod(stat); - const buffer = this.libzip.malloc(size); - - try { - const file = this.libzip.fopenIndex(this.zip, index, 0, this.libzip.ZIP_FL_COMPRESSED); - if (file === 0) - throw this.makeLibzipError(this.libzip.getError(this.zip)); - - try { - const rc = this.libzip.fread(file, buffer, size, 0); - - if (rc === -1) - throw this.makeLibzipError(this.libzip.file.getError(file)); - else if (rc < size) - throw new Error(`Incomplete read`); - else if (rc > size) - throw new Error(`Overread`); - - const memory = this.libzip.HEAPU8.subarray(buffer, buffer + size); - const data = Buffer.from(memory); - - if (compressionMethod === 0) { - this.fileSources.set(index, data); - return data; - } else if (opts.asyncDecompress) { - return new Promise((resolve, reject) => { - zlib.inflateRaw(data, (error, result) => { - if (error) { - reject(error); - } else { - this.fileSources.set(index, result); - resolve(result); - } - }); + const {data, compressionMethod} = this.zipImpl.getFileSource(index); + if (compressionMethod === STORE) { + this.fileSources.set(index, data); + return data; + } else if (compressionMethod === DEFLATE) { + if (opts.asyncDecompress) { + return new Promise((resolve, reject) => { + zlib.inflateRaw(data, (error, result) => { + if (error) { + reject(error); + } else { + this.fileSources.set(index, result); + resolve(result); + } }); - } else { - const decompressedData = zlib.inflateRawSync(data); - this.fileSources.set(index, decompressedData); - return decompressedData; - } - } finally { - this.libzip.fclose(file); + }); + } else { + const decompressedData = zlib.inflateRawSync(data); + this.fileSources.set(index, decompressedData); + return decompressedData; } - } finally { - this.libzip.free(buffer); + } else { + throw new Error(`Unsupported compression method: ${compressionMethod}`); } } @@ -1062,10 +909,7 @@ export class ZipFS extends BasePortableFakeFS { const oldMod = this.getUnixMode(entry, constants.S_IFREG | 0o000); const newMod = oldMod & (~0o777) | mask; - const rc = this.libzip.file.setExternalAttributes(this.zip, entry, 0, 0, this.libzip.ZIP_OPSYS_UNIX, newMod << 16); - if (rc === -1) { - throw this.makeLibzipError(this.libzip.getError(this.zip)); - } + this.zipImpl.setExternalAttributes(entry, ZIP_UNIX, newMod << 16); } async fchownPromise(fd: number, uid: number, gid: number): Promise { @@ -1298,10 +1142,7 @@ export class ZipFS extends BasePortableFakeFS { if (entry === undefined) throw new Error(`Unreachable`); - const rc = this.libzip.file.setMtime(this.zip, entry, 0, toUnixTimestamp(mtime), 0); - if (rc === -1) { - throw this.makeLibzipError(this.libzip.getError(this.zip)); - } + this.zipImpl.setMtime(entry, toUnixTimestamp(mtime)); } async mkdirPromise(p: PortablePath, opts?: MkdirOptions) { @@ -1383,9 +1224,7 @@ export class ZipFS extends BasePortableFakeFS { } private hydrateDirectory(resolvedP: PortablePath) { - const index = this.libzip.dir.add(this.zip, ppath.relative(PortablePath.root, resolvedP)); - if (index === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); + const index = this.zipImpl.addDirectory(ppath.relative(PortablePath.root, resolvedP)); this.registerListing(resolvedP); this.registerEntry(resolvedP, index); @@ -1421,9 +1260,8 @@ export class ZipFS extends BasePortableFakeFS { const index = this.setFileSource(resolvedP, target); this.registerEntry(resolvedP, index); - const rc = this.libzip.file.setExternalAttributes(this.zip, index, 0, 0, this.libzip.ZIP_OPSYS_UNIX, (constants.S_IFLNK | 0o777) << 16); - if (rc === -1) - throw this.makeLibzipError(this.libzip.getError(this.zip)); + + this.zipImpl.setExternalAttributes(index, ZIP_UNIX, (constants.S_IFLNK | 0o777) << 16); this.symlinkCount += 1; } @@ -1653,12 +1491,14 @@ export class ZipFS extends BasePortableFakeFS { } if (!persistent) - return {on: () => {}, close: () => {}}; + return {on: () => { }, close: () => { }}; - const interval = setInterval(() => {}, 24 * 60 * 60 * 1000); - return {on: () => {}, close: () => { - clearInterval(interval); - }}; + const interval = setInterval(() => { }, 24 * 60 * 60 * 1000); + return { + on: () => { }, close: () => { + clearInterval(interval); + }, + }; } watchFile(p: PortablePath, cb: WatchFileCallback): StatWatcher; diff --git a/packages/yarnpkg-libzip/sources/ZipOpenFS.ts b/packages/yarnpkg-libzip/sources/ZipOpenFS.ts index 1f3ebe061d53..f3c4ca4a8986 100644 --- a/packages/yarnpkg-libzip/sources/ZipOpenFS.ts +++ b/packages/yarnpkg-libzip/sources/ZipOpenFS.ts @@ -4,6 +4,8 @@ import {PortablePath, ppath} from '@yarnpkg/fslib'; import {Libzip} from '@yarnpkg/libzip'; import {ZipFS} from '@yarnpkg/libzip'; +import {ZipImplementationClass} from './ZipFS'; + /** * Extracts the archive part (ending in the first instance of `extension`) from a path. * @@ -41,7 +43,7 @@ export type ZipOpenFSOptions = Omit, > & { libzip?: Libzip | (() => Libzip); readOnlyArchives?: boolean; - + customZipImplementation?: ZipImplementationClass; /** * Which file extensions will be interpreted as zip files. Useful for supporting other formats * packaged as zips, such as .docx. diff --git a/packages/yarnpkg-libzip/sources/jsZipImpl.ts b/packages/yarnpkg-libzip/sources/jsZipImpl.ts new file mode 100644 index 000000000000..16c917a07897 --- /dev/null +++ b/packages/yarnpkg-libzip/sources/jsZipImpl.ts @@ -0,0 +1,264 @@ +import {FakeFS, PortablePath} from '@yarnpkg/fslib'; +import {constants} from 'fs'; + +import { Stat, ZIP_UNIX, type CompressionData, type ZipImpl, type ZipImplInput} from './ZipFS'; + + +const SIGNATURE = { + CENTRAL_DIRECTORY: 0x02014b50, + END_OF_CENTRAL_DIRECTORY: 0x06054b50, +}; + +const noCommentCDSize = 22; + + +export interface Entry { + name: string; + compressionMethod: number; + size: number; + os: number; + isSymbolicLink: boolean; + crc: number; + compressedSize: number; + externalAttributes: number; + mtime: number; + localHeaderOffset: number; +} + +export class JsZipImpl implements ZipImpl { + fd: number; + baseFs: FakeFS; + entries: Array; + + + constructor(opts: ZipImplInput) { + if (`buffer` in opts) + throw new Error(`Buffer based zip archives are not supported`); + + if (!opts.readOnly) + throw new Error(`Writable zip archives are not supported`); + + this.baseFs = opts.baseFs; + this.fd = this.baseFs.openSync(opts.path, `r`); + + this.entries = JsZipImpl.readZipSync(this.fd, this.baseFs, opts.size); + } + + static readZipSync(fd: number, baseFs: FakeFS, fileSize: number): Array { + if (fileSize < noCommentCDSize) + throw new Error(`Invalid ZIP file: EOCD not found`); + + + let eocdOffset = -1; + + // fast read if no comment + let eocdBuffer = Buffer.alloc(noCommentCDSize); + baseFs.readSync( + fd, + eocdBuffer, + 0, + noCommentCDSize, + fileSize - noCommentCDSize, + ); + + if (eocdBuffer.readUInt32LE(0) === SIGNATURE.END_OF_CENTRAL_DIRECTORY) { + eocdOffset = 0; + } else { + const bufferSize = Math.min(65557, fileSize); + eocdBuffer = Buffer.alloc(bufferSize); + + // Read potential EOCD area + baseFs.readSync( + fd, + eocdBuffer, + 0, + bufferSize, + Math.max(0, fileSize - bufferSize), + ); + + // Find EOCD signature + for (let i = eocdBuffer.length - 4; i >= 0; i--) { + if (eocdBuffer.readUInt32LE(i) === SIGNATURE.END_OF_CENTRAL_DIRECTORY) { + eocdOffset = i; + break; + } + } + if (eocdOffset === -1) { + throw new Error(`Not a zip archive`); + } + } + + + const totalEntries = eocdBuffer.readUInt16LE(eocdOffset + 10); + const centralDirSize = eocdBuffer.readUInt32LE(eocdOffset + 12); + const centralDirOffset = eocdBuffer.readUInt32LE(eocdOffset + 16); + const commentLength = eocdBuffer.readUInt16LE(eocdOffset + 20); + + // Optional check, fixes two tests: libzip/incons-archive-comment-longer.zip and go/comment-truncated.zip + // https://github.com/golang/go/blob/f062d7b10b276c1b698819f492e4b4754e160ee3/src/archive/zip/reader_test.go#L573 + // Important to NOT skip last EOCDR. Both using last EOCDR or throwing error is fine, we throw + if (eocdOffset + commentLength + noCommentCDSize > eocdBuffer.length) + throw new Error(`Zip archive inconsistent`); + + + if (totalEntries == 0xffff || centralDirSize == 0xffffffff || centralDirOffset == 0xffffffff) + // strictly speaking, not correct, should find zip64 signatures. But chances are 0 for false positives. + throw new Error(`Zip 64 is not supported`); + + if (centralDirSize > fileSize) + throw new Error(`Zip archive inconsistent`); + + if (totalEntries > centralDirSize / 46) + throw new Error(`Zip archive inconsistent`); + + + // Read central directory + const cdBuffer = Buffer.alloc(centralDirSize); + if (baseFs.readSync(fd, cdBuffer, 0, cdBuffer.length, centralDirOffset) !== cdBuffer.length) + throw new Error(`Zip archive inconsistent`); + + + const entries: Array = []; + let offset = 0; + let index = 0; + let sumCompressedSize = 0; + while (index < totalEntries) { + if (offset + 46 > cdBuffer.length) + throw new Error(`Zip archive inconsistent`); + + if (cdBuffer.readUInt32LE(offset) !== SIGNATURE.CENTRAL_DIRECTORY) + throw new Error(`Zip archive inconsistent`); + + const versionMadeBy = cdBuffer.readUInt16LE(offset + 4); + const os = versionMadeBy >>> 8; + const flags = cdBuffer.readUInt16LE(offset + 8); + if ((flags & 0x0001) !== 0) + throw new Error(`Encrypted zip files are not supported`); + + // we don't care about data descriptor because we dont read size and crc from local file header + // const hasDataDescriptor = (flags & 0x8) !== 0; + const compressionMethod = cdBuffer.readUInt16LE(offset + 10); + const crc = cdBuffer.readUInt32LE(offset + 16); + const nameLength = cdBuffer.readUInt16LE(offset + 28); + const extraLength = cdBuffer.readUInt16LE(offset + 30); + const commentLength = cdBuffer.readUInt16LE(offset + 32); + const localHeaderOffset = cdBuffer.readUInt32LE(offset + 42); + const name = cdBuffer.toString(`utf8`, offset + 46, offset + 46 + nameLength).replaceAll(`\0`, ` `); + if (name.includes(`\0`)) + throw new Error(`Invalid ZIP file`); + + const compressedSize = cdBuffer.readUInt32LE(offset + 20); + const externalAttributes = cdBuffer.readUInt32LE(offset + 38); + + entries.push({ + name, + os, + mtime: 0, //we dont care, + crc, + compressionMethod, + isSymbolicLink: os === ZIP_UNIX && ((externalAttributes >>> 16) & constants.S_IFMT) === constants.S_IFLNK, + size: cdBuffer.readUInt32LE(offset + 24), + compressedSize, + externalAttributes, + localHeaderOffset, + }); + + sumCompressedSize += compressedSize; + index += 1; + offset += 46 + nameLength + extraLength + commentLength; + } + if (sumCompressedSize > fileSize) + // fast check for archive bombs + throw new Error(`Zip archive inconsistent`); + + if (offset !== cdBuffer.length) + throw new Error(`Zip archive inconsistent`); + + return entries; + } + + getExternalAttributes(index: number): [opsys: number, attributes: number] { + const entry = this.entries[index]; + return [entry.os, entry.externalAttributes]; + } + + getListings(): Array { + return this.entries.map(e => e.name); + } + + getSymlinkCount(): number { + let count = 0; + for (const entry of this.entries) { + if (entry.isSymbolicLink) { + count += 1; + } + } + return count; + } + + stat(index: number): Stat { + const entry = this.entries[index]; + return { + crc: entry.crc, + mtime: entry.mtime, + size: entry.size, + }; + } + + locate(name: string): number { + // https://github.com/nih-at/libzip/blob/f7f725d432db2dd1b266d336a3dccc693d988447/lib/zip_name_locate.c#L50 + for (let ind = 0; ind < this.entries.length; ind++) { + if (this.entries[ind].name === name) { + return ind; + } + } + return -1; + } + + getFileSource(index: number): {data: Buffer, compressionMethod: number} { + const entry = this.entries[index]; + + const localHeaderBuf = Buffer.alloc(30); + this.baseFs.readSync( + this.fd, + localHeaderBuf, + 0, + localHeaderBuf.length, + entry.localHeaderOffset, + ); + const nameLength = localHeaderBuf.readUInt16LE(26); + // const flags = localHeaderBuf.readUInt16LE(6); + + const extraLength = localHeaderBuf.readUInt16LE(28); + + const buffer = Buffer.alloc(entry.compressedSize); + if (this.baseFs.readSync(this.fd, buffer, 0, entry.compressedSize, entry.localHeaderOffset + 30 + nameLength + extraLength) !== entry.compressedSize) + throw new Error(`Invalid ZIP file`); + + return {data: buffer, compressionMethod: entry.compressionMethod}; + } + discard(): void { + + } + + addDirectory(path: string): number { + throw new Error(`Not implemented`); + } + deleteEntry(index: number): void { + throw new Error(`Not implemented`); + } + + setMtime(index: number, mtime: number): void { + throw new Error(`Not implemented`); + } + getBufferAndClose(): Buffer { + throw new Error(`Not implemented`); + } + setFileSource(target: PortablePath, compression: CompressionData, buffer: Buffer): number { + throw new Error(`Not implemented`); + } + + setExternalAttributes(index: number, opsys: number, attributes: number): void { + throw new Error(`Not implemented`); + } +} diff --git a/packages/yarnpkg-libzip/sources/libzipImpl.ts b/packages/yarnpkg-libzip/sources/libzipImpl.ts new file mode 100644 index 000000000000..33465ab280d9 --- /dev/null +++ b/packages/yarnpkg-libzip/sources/libzipImpl.ts @@ -0,0 +1,316 @@ +import {PortablePath} from '@yarnpkg/fslib'; +import {Libzip} from '@yarnpkg/libzip'; + +import {ZipImplInput, type CompressionData, type Stat, type ZipImpl} from './ZipFS'; +import {getInstance} from './instance'; + + +export class LibzipError extends Error { + code: string; + + constructor(message: string, code: string) { + super(message); + this.name = `Libzip Error`; + this.code = code; + } +} + +export class LibZipImpl implements ZipImpl { + private readonly libzip: Libzip; + private readonly lzSource: number; + private readonly zip: number; + + private readonly listings: Array; + private readonly symlinkCount: number; + + constructor(opts: ZipImplInput) { + let buffer: Buffer; + if (`buffer` in opts) + buffer = opts.buffer; + else + buffer = opts.baseFs.readFileSync(opts.path); + + + this.libzip = getInstance(); + + const errPtr = this.libzip.malloc(4); + + try { + let flags = 0; + + if (opts.readOnly) + flags |= this.libzip.ZIP_RDONLY; + + + const lzSource = this.allocateUnattachedSource(buffer); + + try { + this.zip = this.libzip.openFromSource(lzSource, flags, errPtr); + this.lzSource = lzSource; + } catch (error) { + this.libzip.source.free(lzSource); + throw error; + } + + if (this.zip === 0) { + const error = this.libzip.struct.errorS(); + this.libzip.error.initWithCode(error, this.libzip.getValue(errPtr, `i32`)); + + throw this.makeLibzipError(error); + } + } finally { + this.libzip.free(errPtr); + } + + const entryCount = this.libzip.getNumEntries(this.zip, 0); + const listings = new Array(entryCount); + for (let t = 0; t < entryCount; ++t) { + const raw = this.libzip.getName(this.zip, t, 0); + listings[t] = raw; + } + this.listings = listings; + + this.symlinkCount = this.libzip.ext.countSymlinks(this.zip); + if (this.symlinkCount === -1) { + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + } + + getSymlinkCount() { + return this.symlinkCount; + } + + getListings(): Array { + return this.listings; + } + + stat(entry: number): Stat { + const stat = this.libzip.struct.statS(); + + const rc = this.libzip.statIndex(this.zip, entry, 0, 0, stat); + if (rc === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + + const size = (this.libzip.struct.statSize(stat) >>> 0); + const mtime = (this.libzip.struct.statMtime(stat) >>> 0); + + const crc = this.libzip.struct.statCrc(stat) >>> 0; + + return {size, mtime, crc}; + } + + makeLibzipError(error: number) { + const errorCode = this.libzip.struct.errorCodeZip(error); + const strerror = this.libzip.error.strerror(error); + + const libzipError = new LibzipError(strerror, this.libzip.errors[errorCode]); + + // This error should never come up because of the file source cache + if (errorCode === this.libzip.errors.ZIP_ER_CHANGED) + throw new Error(`Assertion failed: Unexpected libzip error: ${libzipError.message}`); + + return libzipError; + } + + setFileSource(target: PortablePath, compression: CompressionData, buffer: Buffer) { + const lzSource = this.allocateSource(buffer); + + try { + const newIndex = this.libzip.file.add(this.zip, target, lzSource, this.libzip.ZIP_FL_OVERWRITE); + if (newIndex === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + + if (compression !== null) { + const rc = this.libzip.file.setCompression(this.zip, newIndex, 0, compression[0], compression[1]); + if (rc === -1) { + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + } + return newIndex; + } catch (error) { + this.libzip.source.free(lzSource); + throw error; + } + } + + setMtime(entry: number, mtime: number): void { + const rc = this.libzip.file.setMtime(this.zip, entry, 0, mtime, 0); + if (rc === -1) { + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + } + + getExternalAttributes(index: number): [number, number] { + const attrs = this.libzip.file.getExternalAttributes(this.zip, index, 0, 0, this.libzip.uint08S, this.libzip.uint32S); + if (attrs === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + + const opsys = this.libzip.getValue(this.libzip.uint08S, `i8`) >>> 0; + const attributes = this.libzip.getValue(this.libzip.uint32S, `i32`) >>> 0; + return [opsys, attributes]; + } + + setExternalAttributes(index: number, opsys: number, attributes: number): void { + const rc = this.libzip.file.setExternalAttributes(this.zip, index, 0, 0, opsys, attributes); + if (rc === -1) { + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + } + + locate(name: string): number { + return this.libzip.name.locate(this.zip, name, 0); + } + + getFileSource(index: number) { + const stat = this.libzip.struct.statS(); + + const rc = this.libzip.statIndex(this.zip, index, 0, 0, stat); + if (rc === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + + const size = this.libzip.struct.statCompSize(stat); + const compressionMethod = this.libzip.struct.statCompMethod(stat); + const buffer = this.libzip.malloc(size); + + try { + const file = this.libzip.fopenIndex(this.zip, index, 0, this.libzip.ZIP_FL_COMPRESSED); + if (file === 0) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + + try { + const rc = this.libzip.fread(file, buffer, size, 0); + + if (rc === -1) + throw this.makeLibzipError(this.libzip.file.getError(file)); + else if (rc < size) + throw new Error(`Incomplete read`); + else if (rc > size) + throw new Error(`Overread`); + + const memory = this.libzip.HEAPU8.subarray(buffer, buffer + size); + const data = Buffer.from(memory); + + return {data, compressionMethod}; + } finally { + this.libzip.fclose(file); + } + } finally { + this.libzip.free(buffer); + } + } + + deleteEntry(index: number) { + const rc = this.libzip.delete(this.zip, index); + if (rc === -1) { + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + } + + addDirectory(path: string): number { + const index = this.libzip.dir.add(this.zip, path); + if (index === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + + return index; + } + + getBufferAndClose() { + try { + // Prevent close from cleaning up the source + this.libzip.source.keep(this.lzSource); + + // Close the zip archive + if (this.libzip.close(this.zip) === -1) + throw this.makeLibzipError(this.libzip.getError(this.zip)); + + // Open the source for reading + if (this.libzip.source.open(this.lzSource) === -1) + throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); + + // Move to the end of source + if (this.libzip.source.seek(this.lzSource, 0, 0, this.libzip.SEEK_END) === -1) + throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); + + // Get the size of source + const size = this.libzip.source.tell(this.lzSource); + if (size === -1) + throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); + + // Move to the start of source + if (this.libzip.source.seek(this.lzSource, 0, 0, this.libzip.SEEK_SET) === -1) + throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); + + const buffer = this.libzip.malloc(size); + if (!buffer) + throw new Error(`Couldn't allocate enough memory`); + + try { + const rc = this.libzip.source.read(this.lzSource, buffer, size); + + if (rc === -1) + throw this.makeLibzipError(this.libzip.source.error(this.lzSource)); + else if (rc < size) + throw new Error(`Incomplete read`); + else if (rc > size) + throw new Error(`Overread`); + + let result = Buffer.from(this.libzip.HEAPU8.subarray(buffer, buffer + size)); + + if (process.env.YARN_IS_TEST_ENV && process.env.YARN_ZIP_DATA_EPILOGUE) + result = Buffer.concat([result, Buffer.from(process.env.YARN_ZIP_DATA_EPILOGUE)]); + + return result; + } finally { + this.libzip.free(buffer); + } + } finally { + this.libzip.source.close(this.lzSource); + this.libzip.source.free(this.lzSource); + } + } + + private allocateBuffer(content: string | Buffer | ArrayBuffer | DataView) { + if (!Buffer.isBuffer(content)) + content = Buffer.from(content as any); + + const buffer = this.libzip.malloc(content.byteLength); + if (!buffer) + throw new Error(`Couldn't allocate enough memory`); + + // Copy the file into the Emscripten heap + const heap = new Uint8Array(this.libzip.HEAPU8.buffer, buffer, content.byteLength); + heap.set(content as any); + + return {buffer, byteLength: content.byteLength}; + } + + private allocateUnattachedSource(content: string | Buffer | ArrayBuffer | DataView) { + const error = this.libzip.struct.errorS(); + + const {buffer, byteLength} = this.allocateBuffer(content); + const source = this.libzip.source.fromUnattachedBuffer(buffer, byteLength, 0, 1, error); + + if (source === 0) { + this.libzip.free(error); + throw this.makeLibzipError(error); + } + + return source; + } + + private allocateSource(content: string | Buffer | ArrayBuffer | DataView) { + const {buffer, byteLength} = this.allocateBuffer(content); + const source = this.libzip.source.fromBuffer(this.zip, buffer, byteLength, 0, 1); + + if (source === 0) { + this.libzip.free(buffer); + throw this.makeLibzipError(this.libzip.getError(this.zip)); + } + + return source; + } + + public discard(): void { + + } +} diff --git a/packages/yarnpkg-libzip/sources/sync.ts b/packages/yarnpkg-libzip/sources/sync.ts index f554bff82144..5b9b495e6259 100644 --- a/packages/yarnpkg-libzip/sources/sync.ts +++ b/packages/yarnpkg-libzip/sources/sync.ts @@ -18,3 +18,5 @@ export async function getLibzipPromise() { } export type {Libzip} from './makeInterface'; +export {JsZipImpl} from './jsZipImpl'; +export {LibZipImpl} from './libzipImpl'; diff --git a/packages/yarnpkg-libzip/tests/ZipParsers.test.ts b/packages/yarnpkg-libzip/tests/ZipParsers.test.ts new file mode 100644 index 000000000000..31928d626933 --- /dev/null +++ b/packages/yarnpkg-libzip/tests/ZipParsers.test.ts @@ -0,0 +1,113 @@ +import {NodeFS, PortablePath} from '@yarnpkg/fslib'; +import {ppath} from '@yarnpkg/fslib'; +import {createHash} from 'crypto'; +import fs from 'fs'; +import globby from 'globby'; + +import {ZipImpl, ZipImplementationClass} from '../sources/ZipFS'; +import {JsZipImpl, LibZipImpl} from '../sources/sync'; + +// libzip is cloned from https://github.com/nih-at/libzip/tree/3beae9f0ccb6b991d875482ee67b21b418e7d0d5/regress +// go is cloned from https://github.com/golang/go/tree/f062d7b10b276c1b698819f492e4b4754e160ee3/src/archive/zip/testdata + +const acceptedDiscrepancies: Record = { + 'libzip/zip64-3mf.zip': `no zip64 support`, + 'go/zip64-2.zip': `no zip64 support`, + 'go/zip64.zip': `no zip64 support`, + 'libzip/zip64-in-archive-comment.zip': `no zip64 support`, + 'libzip/incons-eocd64.zip': `no zip64 support`, + + 'libzip/zip-in-archive-comment.zip': ` + archive has multiple eocds, first (last in disk) is referencing an offset to central directory, + but central directory signature is not there. + libzip seems to try to find next eocd, but we don't care about broken archives. + As soon as it throws an error, we are safe. + https://github.com/nih-at/libzip/commit/ab8715437128c8405b5b8861d2fadf69b94a025b`, + + 'libzip/incons-local-filename-long.zip': `different error message`, + 'libzip/junk-at-start.zip': `different error message`, + 'libzip/incons-central-magic-bad2.zip': `different error message`, + 'libzip/incons-central-magic-bad.zip': `different error message`, + 'go/test-prefix.zip': `different error message`, + 'libzip/bogus.zip': `different error message`, + 'go/test-badbase.zip': `different error message`, + + 'libzip/multidisk.zip': ` + we are ignoring disk info for performance. + Consistent with macos. Go implementation does read disk info but does not use it.`, + + 'libzip/extra_field_align_1-ef_ff.zip': ` + go reads it for zip64 and modified date. We don't read extra for performance. + https://github.com/golang/go/blob/f062d7b10b276c1b698819f492e4b4754e160ee3/src/archive/zip/reader.go#L416`, + 'libzip/extra_field_align_1-ff.zip': `same`, + 'libzip/extra_field_align_2-ef_ff.zip': `same`, + 'libzip/extra_field_align_2-ff.zip': `same`, + 'libzip/extra_field_align_3-ef_ff.zip': `same`, + 'libzip/extra_field_align_3-ff.zip': `same`, + 'libzip/incons-ef-central-size-wrong.zip': `same`, + + + 'libzip/test-cp437-comment-utf-8.zip': `we dont support not utf8 encoding`, + 'libzip/test-cp437.zip': `we dont support not utf8 encoding`, + 'libzip/testfile-cp437.zip': `we dont support not utf8 encoding`, + + 'libzip/incons-file-count-overflow.zip': ` + Idk why libzip throws. Mac os opens it. TODO + `, + 'libzip/broken.zip': ` + We throw when encryption flags are set.`, +}; + +function makeSnapshot(ImplCls: ZipImplementationClass, absPath: PortablePath) { + let zip: ZipImpl | null = null; + + try { + zip = new ImplCls({path: absPath, baseFs: new NodeFS(), readOnly: true, size: fs.statSync(absPath).size}); + } catch (e) { + return {error: e.message}; + // throw e + } + + const entries = zip.getListings(); + return { + entries: entries.map((entry, ind) => { + try { + const {compressionMethod, data} = zip.getFileSource(ind); + const dataHash = createHash(`sha256`).update(data).digest(`hex`); + // const dataHash = data.toString() + const attrs = zip.getExternalAttributes(ind); + const res: any = {name: entry, ...zip.stat(ind), compressionMethod, dataHash, os: attrs[0], externalAttributes: attrs[1]}; + delete res.mtime; + return res; + } catch (e) { + return {name: entry, errorEntry: e.message}; + } + }), + linksCount: zip.getSymlinkCount(), + + }; +} +describe(`ZipParsers`, () => { + const root = ppath.join(__dirname as PortablePath, `testdata`); + const archives = globby.sync(`**/*.zip`, {cwd: root}); + it.each(archives.map(a => [a]))(`can read from a zip file: %s`, async archive => { + const absPath = ppath.join(root, archive as PortablePath); + const update = expect.getState().snapshotState._updateSnapshot; + if (!update) + throw new Error(`api changed??`); + + if (acceptedDiscrepancies[archive]) { + const snapshot = makeSnapshot(LibZipImpl, absPath); + const snapshot2 = makeSnapshot(JsZipImpl, absPath); + expect(snapshot).toMatchSnapshot(`libzip`); + expect(snapshot2).toMatchSnapshot(`jszip`); + expect(snapshot).not.toEqual(snapshot2); + return; + } + + const ImplCls: ZipImplementationClass = update === `all` ? LibZipImpl : JsZipImpl; + + + expect(makeSnapshot(ImplCls, absPath)).toMatchSnapshot(`libzip`); + }); +}); diff --git a/packages/yarnpkg-libzip/tests/__snapshots__/ZipParsers.test.ts.snap b/packages/yarnpkg-libzip/tests/__snapshots__/ZipParsers.test.ts.snap new file mode 100644 index 000000000000..954eef78ce14 --- /dev/null +++ b/packages/yarnpkg-libzip/tests/__snapshots__/ZipParsers.test.ts.snap @@ -0,0 +1,4196 @@ +// Jest Snapshot v1, https://goo.gl/fbAQLP + +exports[`ZipParsers can read from a zip file: go/comment-truncated.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: go/crc32-not-streamed.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2117232040, + "dataHash": "b5bb9d8014a0f9b1d61e21e796d78dccdf1352f23cd32812f4850b878ae4944c", + "externalAttributes": 2175008768, + "name": "foo.txt", + "os": 3, + "size": 4, + }, + { + "compressionMethod": 0, + "crc": 77771753, + "dataHash": "7d865e959b2466918c9863afca942d0fb89d7c9ac0c99bafc3749504ded97730", + "externalAttributes": 2175008768, + "name": "bar.txt", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/dd.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2732840659, + "dataHash": "28265e328d3015e23a5612e1770551358d66f4768f5e5b6fc9bdae111a9f4b4a", + "externalAttributes": 0, + "name": "filename", + "os": 0, + "size": 25, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/dupdir.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 0, + "name": "a/", + "os": 0, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 0, + "name": "a/b", + "os": 0, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 0, + "name": "a/b/", + "os": 0, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 0, + "name": "a/b/c", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/go-with-datadesc-sig.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2117232040, + "dataHash": "b5bb9d8014a0f9b1d61e21e796d78dccdf1352f23cd32812f4850b878ae4944c", + "externalAttributes": 0, + "name": "foo.txt", + "os": 0, + "size": 4, + }, + { + "compressionMethod": 0, + "crc": 77771753, + "dataHash": "7d865e959b2466918c9863afca942d0fb89d7c9ac0c99bafc3749504ded97730", + "externalAttributes": 0, + "name": "bar.txt", + "os": 0, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/readme.not.zip: libzip 1`] = ` +{ + "error": "Not a zip archive", +} +`; + +exports[`ZipParsers can read from a zip file: go/readme.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2181565152, + "dataHash": "3301280c2047eb897340af3b8dbc75f105011a1d56f8b280ef38b6d3c3fcb9ae", + "externalAttributes": 2175008768, + "name": "README", + "os": 3, + "size": 1096, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/subdir.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 1105723408, + "name": "a/", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 1105723408, + "name": "a/b/", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2174746624, + "name": "a/b/c", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/symlink.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2392783569, + "dataHash": "b4d371f570d910a6d7956a5f8ddff022a601c2dd958fa285de41b8b8c7048219", + "externalAttributes": 2717843456, + "name": "symlink", + "os": 3, + "size": 9, + }, + ], + "linksCount": 1, +} +`; + +exports[`ZipParsers can read from a zip file: go/test.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 3287144384, + "dataHash": "75b730588fcdcc6b8916f1eca200c97ae16325ba0e58674a77d8cc8c415fdccc", + "externalAttributes": 2175008768, + "name": "test.txt", + "os": 3, + "size": 26, + }, + { + "compressionMethod": 0, + "crc": 1423258110, + "dataHash": "f29bb9177d08fb50027e74a37eb00a69906a5994dc55a041670703efe4ecfdc9", + "externalAttributes": 2175008768, + "name": "gophercolor16x16.png", + "os": 3, + "size": 785, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/test-badbase.zip: jszip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: go/test-badbase.zip: libzip 1`] = ` +{ + "error": "Not a zip archive", +} +`; + +exports[`ZipParsers can read from a zip file: go/test-baddirsz.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: go/test-prefix.zip: jszip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: go/test-prefix.zip: libzip 1`] = ` +{ + "error": "Not a zip archive", +} +`; + +exports[`ZipParsers can read from a zip file: go/test-trailing-junk.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 3287144384, + "dataHash": "75b730588fcdcc6b8916f1eca200c97ae16325ba0e58674a77d8cc8c415fdccc", + "externalAttributes": 2175008768, + "name": "test.txt", + "os": 3, + "size": 26, + }, + { + "compressionMethod": 0, + "crc": 1423258110, + "dataHash": "f29bb9177d08fb50027e74a37eb00a69906a5994dc55a041670703efe4ecfdc9", + "externalAttributes": 2175008768, + "name": "gophercolor16x16.png", + "os": 3, + "size": 785, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/time-7zip.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 128, + "name": "test.txt", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/time-22738.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 0, + "name": "file", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/time-go.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 0, + "name": "test.txt", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/time-infozip.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2175008768, + "name": "test.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/time-osx.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2175025152, + "name": "test.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/time-win7.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 0, + "name": "test.txt", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/time-winrar.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 128, + "name": "test.txt", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/time-winzip.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 0, + "name": "test.txt", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/unix.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2098461837, + "dataHash": "6536d4feae10cf69a35efe7b0e4abedbc7c8c7bac12d89232b7dfcf5f387927c", + "externalAttributes": 2176188416, + "name": "hello", + "os": 3, + "size": 8, + }, + { + "compressionMethod": 0, + "crc": 2055117726, + "dataHash": "39dd73e4dae46b506e7f9b41066f7f21e5d61dadd4d2b5806d31e364886c2d08", + "externalAttributes": 2176188416, + "name": "dir/bar", + "os": 3, + "size": 6, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 1107230736, + "name": "dir/empty/", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 3127775578, + "dataHash": "779ea758cdca523be3302725bd89ced1d0c3499db16fa80580bcf731a7de2099", + "externalAttributes": 2166620161, + "name": "readonly", + "os": 3, + "size": 12, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/utf8-7zip.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 128, + "name": "世界", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/utf8-infozip.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2175008768, + "name": "世界", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/utf8-osx.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2175025152, + "name": "世界", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/utf8-winrar.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 128, + "name": "世界", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/utf8-winzip.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 0, + "name": "世界", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/winxp.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2098461837, + "dataHash": "6536d4feae10cf69a35efe7b0e4abedbc7c8c7bac12d89232b7dfcf5f387927c", + "externalAttributes": 32, + "name": "hello", + "os": 11, + "size": 8, + }, + { + "compressionMethod": 0, + "crc": 2055117726, + "dataHash": "39dd73e4dae46b506e7f9b41066f7f21e5d61dadd4d2b5806d31e364886c2d08", + "externalAttributes": 32, + "name": "dir/bar", + "os": 11, + "size": 6, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 16, + "name": "dir/empty/", + "os": 11, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 3127775578, + "dataHash": "779ea758cdca523be3302725bd89ced1d0c3499db16fa80580bcf731a7de2099", + "externalAttributes": 33, + "name": "readonly", + "os": 11, + "size": 12, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/zip64.zip: jszip 1`] = ` +{ + "error": "Zip 64 is not supported", +} +`; + +exports[`ZipParsers can read from a zip file: go/zip64.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 1778378622, + "dataHash": "281e862ebb425c62ebf9047e7f9f7909e096f48daccaa0d29523eb5c4f2dae56", + "externalAttributes": 2175008768, + "name": "README", + "os": 3, + "size": 36, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: go/zip64-2.zip: jszip 1`] = ` +{ + "error": "Zip 64 is not supported", +} +`; + +exports[`ZipParsers can read from a zip file: go/zip64-2.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 1778378622, + "dataHash": "281e862ebb425c62ebf9047e7f9f7909e096f48daccaa0d29523eb5c4f2dae56", + "externalAttributes": 2175008768, + "name": "README", + "os": 3, + "size": 36, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/bigzero-zip.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2920644948, + "dataHash": "d2e15541835e62beaa245043dcc416304c7b50907a90e75979ffa2cde7f4f0c0", + "externalAttributes": 2176057344, + "name": "bigzero.zip", + "os": 3, + "size": 4168377, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/bogus.zip: jszip 1`] = ` +{ + "error": "Invalid ZIP file: EOCD not found", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/bogus.zip: libzip 1`] = ` +{ + "error": "Not a zip archive", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/broken.zip: jszip 1`] = ` +{ + "error": "Encrypted zip files are not supported", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/broken.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3071961420, + "dataHash": "f51842a329e9a5d346096d124920f34806ddf1f98bd7bc01cf39e9143f7970e6", + "externalAttributes": 2175008768, + "name": "storedok", + "os": 3, + "size": 10240, + }, + { + "compressionMethod": 0, + "crc": 3071961421, + "dataHash": "f51842a329e9a5d346096d124920f34806ddf1f98bd7bc01cf39e9143f7970e6", + "externalAttributes": 2175008768, + "name": "storedcrcerror", + "os": 3, + "size": 10240, + }, + { + "compressionMethod": 8, + "crc": 4256668105, + "dataHash": "f9047cdb95cbc0f2a2c10896fb7d33648b2369140e402685a37174db0f7d185c", + "externalAttributes": 2175008768, + "name": "deflateok", + "os": 3, + "size": 43133, + }, + { + "compressionMethod": 8, + "crc": 4256668106, + "dataHash": "f9047cdb95cbc0f2a2c10896fb7d33648b2369140e402685a37174db0f7d185c", + "externalAttributes": 2175008768, + "name": "deflatecrcerror", + "os": 3, + "size": 43133, + }, + { + "compressionMethod": 8, + "crc": 4256668105, + "dataHash": "e8c4be91376b93df6c5b8af266e4e9b7f4e5d11bb4edd7ab3568848e44a90c01", + "externalAttributes": 2175008768, + "name": "deflatezliberror", + "os": 3, + "size": 43133, + }, + { + "errorEntry": "No password provided", + "name": "cryptok", + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/changing-size.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 176221383, + "dataHash": "c962fa1be311981f0f965857e89b000707f9cea07a069d073461308f3019200f", + "externalAttributes": 2176057344, + "name": "short", + "os": 3, + "size": 6, + }, + { + "compressionMethod": 0, + "crc": 12600393, + "dataHash": "ff72d6bb7e367b34a42308733dfa1549ecc346d5b7fff18969ef639d349c10e3", + "externalAttributes": 2176057344, + "name": "muchlonger", + "os": 3, + "size": 11, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/changing-size-muchl.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 176221383, + "dataHash": "c962fa1be311981f0f965857e89b000707f9cea07a069d073461308f3019200f", + "externalAttributes": 2176057344, + "name": "short", + "os": 3, + "size": 6, + }, + { + "compressionMethod": 0, + "crc": 12600393, + "dataHash": "ff72d6bb7e367b34a42308733dfa1549ecc346d5b7fff18969ef639d349c10e3", + "externalAttributes": 2176057344, + "name": "muchlonger", + "os": 3, + "size": 11, + }, + { + "compressionMethod": 0, + "crc": 1490071018, + "dataHash": "fd527ba7a804d2643f576b9b97cfba8a98f091fd87317cf41f44113511d82539", + "externalAttributes": 2175008768, + "name": "new", + "os": 3, + "size": 5, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/changing-size-muchlo.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 176221383, + "dataHash": "c962fa1be311981f0f965857e89b000707f9cea07a069d073461308f3019200f", + "externalAttributes": 2176057344, + "name": "short", + "os": 3, + "size": 6, + }, + { + "compressionMethod": 0, + "crc": 12600393, + "dataHash": "ff72d6bb7e367b34a42308733dfa1549ecc346d5b7fff18969ef639d349c10e3", + "externalAttributes": 2176057344, + "name": "muchlonger", + "os": 3, + "size": 11, + }, + { + "compressionMethod": 0, + "crc": 1334331535, + "dataHash": "78830e62fae99f2dcfde97a552efc2b1bb0ae24ba339d1cd5ef86986a38102a1", + "externalAttributes": 2176057344, + "name": "new", + "os": 3, + "size": 6, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/changing-size-muchlonger.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 176221383, + "dataHash": "c962fa1be311981f0f965857e89b000707f9cea07a069d073461308f3019200f", + "externalAttributes": 2176057344, + "name": "short", + "os": 3, + "size": 6, + }, + { + "compressionMethod": 0, + "crc": 12600393, + "dataHash": "ff72d6bb7e367b34a42308733dfa1549ecc346d5b7fff18969ef639d349c10e3", + "externalAttributes": 2176057344, + "name": "muchlonger", + "os": 3, + "size": 11, + }, + { + "compressionMethod": 0, + "crc": 12600393, + "dataHash": "ff72d6bb7e367b34a42308733dfa1549ecc346d5b7fff18969ef639d349c10e3", + "externalAttributes": 2175008768, + "name": "new", + "os": 3, + "size": 11, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/cm-default.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2654656602, + "dataHash": "dabd119b738f71097c879e5d59e4b0b0dfda4a8ef2c9dc1592dca8b5dfba3760", + "externalAttributes": 2176188416, + "name": "compressible", + "os": 3, + "size": 14, + }, + { + "compressionMethod": 0, + "crc": 4276806774, + "dataHash": "0584cc6c01d97cd9b60649827d9df34668af729ebb6152ee0c7dedcf2254c6d1", + "externalAttributes": 2176188416, + "name": "uncompressible", + "os": 3, + "size": 14, + }, + { + "compressionMethod": 8, + "crc": 2201893146, + "dataHash": "56ae91a19335d5105838bcc4e69ea538d709321b880a6db4071717dff1c5c566", + "externalAttributes": 2176188416, + "name": "large-compressible", + "os": 3, + "size": 8200, + }, + { + "compressionMethod": 8, + "crc": 2246426984, + "dataHash": "ead9a324b41c0f9f6ae3cfae695265c6a5716eefe8b48b47a57a9061dab15623", + "externalAttributes": 2175008768, + "name": "large-uncompressible", + "os": 3, + "size": 8200, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/encrypt-none.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 957741520, + "dataHash": "dacf36547c7774a0a170806363b5d412991fbc0d6260b2c00b1d3a80a816c23f", + "externalAttributes": 2176057344, + "name": "plain", + "os": 3, + "size": 6, + }, + { + "compressionMethod": 0, + "crc": 4220280405, + "dataHash": "9eeeedf9bab84e8ff6d17d10734c4aea3529fb49971eeac8e28142537f713bdb", + "externalAttributes": 2176188416, + "name": "encrypted", + "os": 3, + "size": 10, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_1-0.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2615402659, + "dataHash": "03ac674216f3e15c761ee1a5e255f067953623c8b388b4459e13f978d7c846f4", + "externalAttributes": 2176057344, + "name": "123", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_1-ef_00.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2212294583, + "dataHash": "6b86b273ff34fce19d6b804eff5a3f5747ada4eaa22f1d49c01e52ddb7875b4b", + "externalAttributes": 2176057344, + "name": "1", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_1-ef_ff.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2212294583, + "dataHash": "6b86b273ff34fce19d6b804eff5a3f5747ada4eaa22f1d49c01e52ddb7875b4b", + "externalAttributes": 2176057344, + "name": "1", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_1-ef_ff.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_1-ff.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2615402659, + "dataHash": "03ac674216f3e15c761ee1a5e255f067953623c8b388b4459e13f978d7c846f4", + "externalAttributes": 2176057344, + "name": "123", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_1-ff.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_2-0.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2615402659, + "dataHash": "03ac674216f3e15c761ee1a5e255f067953623c8b388b4459e13f978d7c846f4", + "externalAttributes": 2176057344, + "name": "12", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_2-ef_00.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2212294583, + "dataHash": "6b86b273ff34fce19d6b804eff5a3f5747ada4eaa22f1d49c01e52ddb7875b4b", + "externalAttributes": 2176057344, + "name": "1", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_2-ef_ff.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2212294583, + "dataHash": "6b86b273ff34fce19d6b804eff5a3f5747ada4eaa22f1d49c01e52ddb7875b4b", + "externalAttributes": 2176057344, + "name": "1", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_2-ef_ff.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_2-ff.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2615402659, + "dataHash": "03ac674216f3e15c761ee1a5e255f067953623c8b388b4459e13f978d7c846f4", + "externalAttributes": 2176057344, + "name": "12", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_2-ff.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_3-0.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2615402659, + "dataHash": "03ac674216f3e15c761ee1a5e255f067953623c8b388b4459e13f978d7c846f4", + "externalAttributes": 2176057344, + "name": "1", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_3-ef_00.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2212294583, + "dataHash": "6b86b273ff34fce19d6b804eff5a3f5747ada4eaa22f1d49c01e52ddb7875b4b", + "externalAttributes": 2176057344, + "name": "1", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_3-ef_ff.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2212294583, + "dataHash": "6b86b273ff34fce19d6b804eff5a3f5747ada4eaa22f1d49c01e52ddb7875b4b", + "externalAttributes": 2176057344, + "name": "1", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_3-ef_ff.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_3-ff.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2615402659, + "dataHash": "03ac674216f3e15c761ee1a5e255f067953623c8b388b4459e13f978d7c846f4", + "externalAttributes": 2176057344, + "name": "1", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_3-ff.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/extra_field_align_4-ff.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3421846044, + "dataHash": "5994471abb01112afcc18159f6cc74b4f511b99806da59b3caf5a9c173cacfc5", + "externalAttributes": 2176057344, + "name": "1", + "os": 3, + "size": 5, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/filename_duplicate.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2086221595, + "dataHash": "634b027b1b69e1242d40d53e312b3b4ac7710f55be81f289b549446ef6778bee", + "externalAttributes": 2176057344, + "name": "test1", + "os": 3, + "size": 6, + }, + { + "compressionMethod": 0, + "crc": 1467245784, + "dataHash": "7d6fd7774f0d87624da6dcf16d0d3d104c3191e771fbe2f39c86aed4b2bf1a0f", + "externalAttributes": 2176057344, + "name": "test1", + "os": 3, + "size": 6, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/filename_duplicate_empty.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2086221595, + "dataHash": "634b027b1b69e1242d40d53e312b3b4ac7710f55be81f289b549446ef6778bee", + "externalAttributes": 2176057344, + "name": "", + "os": 3, + "size": 6, + }, + { + "compressionMethod": 0, + "crc": 1467245784, + "dataHash": "7d6fd7774f0d87624da6dcf16d0d3d104c3191e771fbe2f39c86aed4b2bf1a0f", + "externalAttributes": 2176057344, + "name": "", + "os": 3, + "size": 6, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/filename_empty.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/fileorder.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2665963749, + "dataHash": 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+exports[`ZipParsers can read from a zip file: libzip/firstsecond-split-deflated.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2492203176, + "dataHash": "ebc47f12adf5b0de726cb4134deb864f5de51697da620df31bef392826878d9e", + "externalAttributes": 0, + "name": "first", + "os": 0, + "size": 9, + }, + { + "compressionMethod": 8, + "crc": 4254931247, + "dataHash": "a5cbda6468f424e7b1cddf25bd9439f53d47ee8d6f1d880d319b679954d3649a", + "externalAttributes": 0, + "name": "second", + "os": 0, + "size": 10, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/firstsecond-split-stored.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2492203176, + "dataHash": "12efb134828e3763908f639e6fb7c51de416cc16368f9aef2fa08253ac0d15a5", + "externalAttributes": 2176057344, + "name": "first", + "os": 3, + "size": 9, + }, + { + "compressionMethod": 0, + "crc": 4254931247, + "dataHash": "08190eb81ffc6dea922649a96b3e3e11c2d1dfb254510196bc42b0d03536a3c1", + "externalAttributes": 2176057344, + "name": "second", + "os": 3, + "size": 10, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/foo-stored.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2356372769, + "dataHash": "2c26b46b68ffc68ff99b453c1d30413413422d706483bfa0f98a5e886266e7ae", + "externalAttributes": 0, + "name": "foo", + "os": 0, + "size": 3, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/gap.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2530230327, + "dataHash": "266a21c9d275ade8343bb2449dd9bb993c9da65980da4ea62fde11184cde0564", + "externalAttributes": 2176188416, + "name": "gap", + "os": 3, + "size": 17, + }, + { + "compressionMethod": 0, + "crc": 397779414, + "dataHash": "cd2127d868215504a41b74da194b882d27f09a65a73769781e406a5925b4c968", + "externalAttributes": 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"externalAttributes": 2176188416, + "name": "third", + "os": 3, + "size": 23, + }, + { + "compressionMethod": 0, + "crc": 3289968996, + "dataHash": "b012e083a558596a0d0fea7cc7ab1ce65c6dde8db7d756589c7b07d3e1b32a2b", + "externalAttributes": 2176188416, + "name": "new", + "os": 3, + "size": 11, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/gap-delete.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2530230327, + "dataHash": "266a21c9d275ade8343bb2449dd9bb993c9da65980da4ea62fde11184cde0564", + "externalAttributes": 2176188416, + "name": "gap", + "os": 3, + "size": 17, + }, + { + "compressionMethod": 0, + "crc": 397779414, + "dataHash": "cd2127d868215504a41b74da194b882d27f09a65a73769781e406a5925b4c968", + "externalAttributes": 2176188416, + "name": "second", + "os": 3, + "size": 24, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/gap-replace.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2530230327, + "dataHash": "266a21c9d275ade8343bb2449dd9bb993c9da65980da4ea62fde11184cde0564", + "externalAttributes": 2176188416, + "name": "gap", + "os": 3, + "size": 17, + }, + { + "compressionMethod": 0, + "crc": 397779414, + "dataHash": "cd2127d868215504a41b74da194b882d27f09a65a73769781e406a5925b4c968", + "externalAttributes": 2176188416, + "name": "second", + "os": 3, + "size": 24, + }, + { + "compressionMethod": 0, + "crc": 2805317512, + "dataHash": "80faf886b34a35e005ed0c685b3feda041ea4f9cbeed22d1159e175e735f4019", + "externalAttributes": 2176188416, + "name": "third", + "os": 3, + "size": 15, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-archive-comment-longer.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-archive-comment-shorter.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-cdoffset.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-cdsize-large.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-cdsize-small.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-compression-method.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-compsize-larger.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "dd1b77c659639846e9666171bf8d98c7fd8180c389a0457a2c179447772b7ee7", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-compsize-larger-toolarge.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "a0ff29efb4d64b4092d567ad7b85a2513a9ad5370bac5e80217d07b973d846c2", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-compsize-smaller.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 3213131846, + "dataHash": "5d4505b0a94a8bba1ebc37f0bdef55dec72fde9fe93d3fab7aef52359d906dd0", + "externalAttributes": 2176057344, + "name": "aaaaaaaaa", + "os": 3, + "size": 8, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-crc.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 4172791363, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-date.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-file-comment-longer.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-file-comment-shorter.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-file-comment-utf8-ascii.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3632233996, + "dataHash": "9f86d081884c7d659a2feaa0c55ad015a3bf4f1b2b0b822cd15d6c15b0f00a08", + "externalAttributes": 2176188416, + "name": "test", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-magic-bad.zip: jszip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-magic-bad.zip: libzip 1`] = ` +{ + "error": "Not a zip archive", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-magic-bad2.zip: jszip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-magic-bad2.zip: libzip 1`] = ` +{ + "error": "Not a zip archive", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-central-size-larger.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 32, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-data.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "3e23e8160039594a33894f6564e1b1348bbd7a0088d42c4acb73eeaed59c009d", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-ef-central-size-wrong.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 3632233996, + "dataHash": "e36ebc930c9ec4573353af7fdbf6d1e9930247c648f23395ae4395bc360dbb7d", + "externalAttributes": 0, + "name": "testfile.txt", + "os": 0, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-ef-central-size-wrong.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-ef-local-dupe-utf8comment.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3632233996, + "dataHash": "9f86d081884c7d659a2feaa0c55ad015a3bf4f1b2b0b822cd15d6c15b0f00a08", + "externalAttributes": 2176188416, + "name": "test", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-ef-local-dupe-utf8name.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3632233996, + "dataHash": "9f86d081884c7d659a2feaa0c55ad015a3bf4f1b2b0b822cd15d6c15b0f00a08", + "externalAttributes": 2176188416, + "name": "test", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-ef-local-dupe-zip64-v1.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3723141383, + "dataHash": "87428fc522803d31065e7bce3cf03fe475096631e5e07bbd7a0fde60c4cf25c7", + "externalAttributes": 293601280, + "name": "-", + "os": 3, + "size": 2, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-ef-local-dupe-zip64-v2.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3723141383, + "dataHash": "87428fc522803d31065e7bce3cf03fe475096631e5e07bbd7a0fde60c4cf25c7", + "externalAttributes": 293601280, + "name": "-", + "os": 3, + "size": 2, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-ef-local-id.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-ef-local-id-size.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-ef-local-size.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "6e340b9cffb37a989ca544e6bb780a2c78901d3fb33738768511a30617afa01d", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-ef-local-utf8name-ascii.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3632233996, + "dataHash": "9f86d081884c7d659a2feaa0c55ad015a3bf4f1b2b0b822cd15d6c15b0f00a08", + "externalAttributes": 2176188416, + "name": "test", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-eocd-magic-bad.zip: libzip 1`] = ` +{ + "error": "Not a zip archive", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-eocd64.zip: jszip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-eocd64.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3723141383, + "dataHash": "87428fc522803d31065e7bce3cf03fe475096631e5e07bbd7a0fde60c4cf25c7", + "externalAttributes": 293601280, + "name": "-", + "os": 3, + "size": 2, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-file-count-high.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-file-count-low.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-file-count-overflow.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3723141383, + "dataHash": "87428fc522803d31065e7bce3cf03fe475096631e5e07bbd7a0fde60c4cf25c7", + "externalAttributes": 293601280, + "name": "-", + "os": 3, + "size": 2, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-file-count-overflow.zip: libzip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-gap-before-cd.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2101323514, + "dataHash": "ce0f6c28b5869ff166714da5fe08554c70c731a335ff9702e38b00f81ad348c6", + "externalAttributes": 2176188416, + "name": "test", + "os": 3, + "size": 3, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-gap-before-eocd.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3632233996, + "dataHash": "9f86d081884c7d659a2feaa0c55ad015a3bf4f1b2b0b822cd15d6c15b0f00a08", + "externalAttributes": 2176188416, + "name": "test", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-gap-before-local.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2101323514, + "dataHash": "ce0f6c28b5869ff166714da5fe08554c70c731a335ff9702e38b00f81ad348c6", + "externalAttributes": 2176188416, + "name": "test1", + "os": 3, + "size": 3, + }, + { + "compressionMethod": 0, + "crc": 3632233996, + "dataHash": "9f86d081884c7d659a2feaa0c55ad015a3bf4f1b2b0b822cd15d6c15b0f00a08", + "externalAttributes": 2176188416, + "name": "test2", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-compression-method.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-compsize-larger.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-compsize-smaller.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 3213131846, + "dataHash": "03d160becd57986f32ab2c934e63d452afe2e8d0550385fcbbf2268740300128", + "externalAttributes": 2176057344, + "name": "aaaaaaaaa", + "os": 3, + "size": 8, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-crc.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-filename.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-filename-long.zip: jszip 1`] = ` +{ + "entries": [ + { + "errorEntry": "Invalid ZIP file", + "name": "a", + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-filename-long.zip: libzip 1`] = ` +{ + "entries": [ + { + "errorEntry": "Invalid argument", + "name": "a", + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-filename-missing.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-filename-nil-byte.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3632233996, + "dataHash": "9f86d081884c7d659a2feaa0c55ad015a3bf4f1b2b0b822cd15d6c15b0f00a08", + "externalAttributes": 2176188416, + "name": "te t", + "os": 3, + "size": 4, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-filename-short.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "6e340b9cffb37a989ca544e6bb780a2c78901d3fb33738768511a30617afa01d", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-magic-bad.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-local-size-larger.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "a", + "os": 3, + "size": 1, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-stored-size.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3632233996, + "dataHash": "9f86d081884c7d659a2feaa0c55ad015a3bf4f1b2b0b822cd15d6c15b0f00a08", + "externalAttributes": 2176188416, + "name": "test", + "os": 3, + "size": 3, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-streamed.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 3723141383, + "dataHash": "15a0d99bbf3768a7f268dd073a750ffbbe5fbd802ed8eb5e75b50f53296c04e0", + "externalAttributes": 293601280, + "name": "-", + "os": 3, + "size": 2, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-streamed-2.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 3723141383, + "dataHash": "15a0d99bbf3768a7f268dd073a750ffbbe5fbd802ed8eb5e75b50f53296c04e0", + "externalAttributes": 293601280, + "name": "-", + "os": 3, + "size": 2, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/incons-trailing-garbage.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 1001993670, + "dataHash": "cf81847c36b3f55c72c38310f6cddac89eea7594f4910e516ed904dda117712f", + "externalAttributes": 2176057344, + "name": "test", + "os": 3, + "size": 5, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/junk-at-end.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 1001993670, + "dataHash": "f2ca1bb6c7e907d06dafe4687e579fce76b37e4e93b7605022da52e6ccc26fd2", + "externalAttributes": 2176057344, + "name": "test", + "os": 3, + "size": 5, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 1106051088, + "name": "testdir/", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 1001993670, + "dataHash": "f2ca1bb6c7e907d06dafe4687e579fce76b37e4e93b7605022da52e6ccc26fd2", + "externalAttributes": 2176057344, + "name": "testdir/test2", + "os": 3, + "size": 5, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/junk-at-start.zip: jszip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/junk-at-start.zip: libzip 1`] = ` +{ + "error": "Not a zip archive", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/lzma-no-eos.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 14, + "crc": 519593633, + "dataHash": 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+exports[`ZipParsers can read from a zip file: libzip/mtime-default.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2956279880, + "dataHash": "ec48329a97ea027f434aeb7e465e45fe5bdea43db81793390e81ffa0b7a011ee", + "externalAttributes": 2180841472, + "name": "abac-repeat.txt", + "os": 3, + "size": 60, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/mtime-dstpoint.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2956279880, + "dataHash": "3c41adb58084174470a635a491a3288fbf86e468907202b68b654683dafd5481", + "externalAttributes": 2180841472, + "name": "abac-repeat.txt", + "os": 3, + "size": 60, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/mtime-dstpoint-deflated.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2956279880, + "dataHash": "ec48329a97ea027f434aeb7e465e45fe5bdea43db81793390e81ffa0b7a011ee", + "externalAttributes": 2180841472, + "name": "abac-repeat.txt", + "os": 3, + "size": 60, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/mtime-post-dstpoint.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2956279880, + "dataHash": "3c41adb58084174470a635a491a3288fbf86e468907202b68b654683dafd5481", + "externalAttributes": 2180841472, + "name": "abac-repeat.txt", + "os": 3, + "size": 60, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/mtime-post-dstpoint-deflated.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2956279880, + "dataHash": "ec48329a97ea027f434aeb7e465e45fe5bdea43db81793390e81ffa0b7a011ee", + "externalAttributes": 2180841472, + "name": "abac-repeat.txt", + "os": 3, + "size": 60, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/mtime-pre-dstpoint.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2956279880, + "dataHash": "3c41adb58084174470a635a491a3288fbf86e468907202b68b654683dafd5481", + "externalAttributes": 2180841472, + "name": "abac-repeat.txt", + "os": 3, + "size": 60, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/mtime-pre-dstpoint-deflated.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2956279880, + "dataHash": "ec48329a97ea027f434aeb7e465e45fe5bdea43db81793390e81ffa0b7a011ee", + "externalAttributes": 2180841472, + "name": "abac-repeat.txt", + "os": 3, + "size": 60, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/multidisk.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "testfile.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/multidisk.zip: libzip 1`] = ` +{ + "error": "Multi-disk zip archives not supported", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/rename_ok.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2037438768, + "dataHash": "4b839321eccc2d8b1a54edf5cf71a184c3dd484061c0354a690f28da2f397314", + "externalAttributes": 2175008768, + "name": "file1", + "os": 3, + "size": 24, + }, + { + "compressionMethod": 0, + "crc": 2428817872, + "dataHash": "8e2b28d3ab37e2b1183043104fb38bea1b9a4ba1e90b97f07364191662ab00c4", + "externalAttributes": 2175008768, + "name": "notfile2", + "os": 3, + "size": 25, + }, + { + "compressionMethod": 0, + "crc": 3964873444, + "dataHash": "89880d874f8e4c11328e51e99877747caa81b3950f94c4a1887a1f6d47a5bc38", + "externalAttributes": 2175008768, + "name": "file3", + "os": 3, + "size": 24, + }, + { + "compressionMethod": 0, + "crc": 696907016, + "dataHash": 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"entries": [ + { + "compressionMethod": 8, + "crc": 3723141383, + "dataHash": "15a0d99bbf3768a7f268dd073a750ffbbe5fbd802ed8eb5e75b50f53296c04e0", + "externalAttributes": 293601280, + "name": "-", + "os": 3, + "size": 2, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/test.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 1001993670, + "dataHash": "f2ca1bb6c7e907d06dafe4687e579fce76b37e4e93b7605022da52e6ccc26fd2", + "externalAttributes": 2176057344, + "name": "test", + "os": 3, + "size": 5, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 1106051088, + "name": "testdir/", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 1001993670, + "dataHash": "f2ca1bb6c7e907d06dafe4687e579fce76b37e4e93b7605022da52e6ccc26fd2", + "externalAttributes": 2176057344, + "name": "testdir/test2", + "os": 3, + "size": 5, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/test_open_multiple.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2934909520, + "dataHash": "9c56cc51b374c3ba189210d5b6d4bf57790d351c96c47c02190ecf1e430635ab", + "externalAttributes": 2175041568, + "name": "stuff", + "os": 3, + "size": 8, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/test-cp437.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2176057344, + "name": " + +", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2176057344, + "name": " ", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": 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"dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2176057344, + "name": "▒▓│┤╡╢╖╕╣║╗╝╜╛┐└", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2176057344, + "name": "┴┬├─┼╞╟╚╔╩╦╠═╬╧╨", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2176057344, + "name": "╤╥╙╘╒╓╫╪┘┌█▄▌▐▀α", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2176057344, + "name": "ßΓπΣσµτΦΘΩδ∞φε∩≡", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2176057344, + "name": "±≥≤⌠⌡÷≈°∙·√ⁿ²■  ", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/test-cp437-fc.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "testfile.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/test-cp437-fc-utf-8-filename.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "ÄÖÜßäöü", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/test-utf8.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": 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24, + }, + { + "compressionMethod": 0, + "crc": 696907016, + "dataHash": "68bb5350afcf72dd61f497b54148b3b53d1547932603d36e7875aaaf94694565", + "externalAttributes": 2175008768, + "name": "file4", + "os": 3, + "size": 25, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testcomment.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2037438768, + "dataHash": "4b839321eccc2d8b1a54edf5cf71a184c3dd484061c0354a690f28da2f397314", + "externalAttributes": 2175008768, + "name": "file1", + "os": 3, + "size": 24, + }, + { + "compressionMethod": 0, + "crc": 2428817872, + "dataHash": "8e2b28d3ab37e2b1183043104fb38bea1b9a4ba1e90b97f07364191662ab00c4", + "externalAttributes": 2175008768, + "name": "file2", + "os": 3, + "size": 25, + }, + { + "compressionMethod": 0, + "crc": 3964873444, + "dataHash": "89880d874f8e4c11328e51e99877747caa81b3950f94c4a1887a1f6d47a5bc38", + "externalAttributes": 2175008768, + "name": "file3", + "os": 3, + "size": 24, + }, + { + "compressionMethod": 0, + "crc": 696907016, + "dataHash": "68bb5350afcf72dd61f497b54148b3b53d1547932603d36e7875aaaf94694565", + "externalAttributes": 2175008768, + "name": "file4", + "os": 3, + "size": 25, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testcomment13.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2037438768, + "dataHash": "4b839321eccc2d8b1a54edf5cf71a184c3dd484061c0354a690f28da2f397314", + "externalAttributes": 2175008768, + "name": "file1", + "os": 3, + "size": 24, + }, + { + "compressionMethod": 0, + "crc": 3964873444, + "dataHash": "89880d874f8e4c11328e51e99877747caa81b3950f94c4a1887a1f6d47a5bc38", + "externalAttributes": 2175008768, + "name": "file3", + "os": 3, + "size": 24, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testcommentremoved.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2037438768, + "dataHash": "4b839321eccc2d8b1a54edf5cf71a184c3dd484061c0354a690f28da2f397314", + "externalAttributes": 2175008768, + "name": "file1", + "os": 3, + "size": 24, + }, + { + "compressionMethod": 0, + "crc": 2428817872, + "dataHash": "8e2b28d3ab37e2b1183043104fb38bea1b9a4ba1e90b97f07364191662ab00c4", + "externalAttributes": 2175008768, + "name": "file2", + "os": 3, + "size": 25, + }, + { + "compressionMethod": 0, + "crc": 3964873444, + "dataHash": "89880d874f8e4c11328e51e99877747caa81b3950f94c4a1887a1f6d47a5bc38", + "externalAttributes": 2175008768, + "name": "file3", + "os": 3, + "size": 24, + }, + { + "compressionMethod": 0, + "crc": 696907016, + "dataHash": "68bb5350afcf72dd61f497b54148b3b53d1547932603d36e7875aaaf94694565", + "externalAttributes": 2175008768, + "name": "file4", + "os": 3, + "size": 25, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testdeflated.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2956279880, + "dataHash": "ec48329a97ea027f434aeb7e465e45fe5bdea43db81793390e81ffa0b7a011ee", + "externalAttributes": 2180841472, + "name": "abac-repeat.txt", + "os": 3, + "size": 60, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testdeflated2.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 2956279880, + "dataHash": "ec48329a97ea027f434aeb7e465e45fe5bdea43db81793390e81ffa0b7a011ee", + "externalAttributes": 2179792896, + "name": "abac-repeat2.txt", + "os": 3, + "size": 60, + }, + { + "compressionMethod": 8, + "crc": 2956279880, + "dataHash": "ec48329a97ea027f434aeb7e465e45fe5bdea43db81793390e81ffa0b7a011ee", + "externalAttributes": 2180841472, + "name": "abac-repeat.txt", + "os": 3, + "size": 60, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testdir.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 1107099664, + "name": "testdir/", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 1107099664, + "name": "testdir-noslash/", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testempty.zip: libzip 1`] = ` +{ + "entries": [], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testextrabytes.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2175008768, + "name": "testfile.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "testfile.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-UTF8.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "ÄÖÜßäöü", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-cp437.zip: jszip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "����������������", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-cp437.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "üéâäàåçêëèïîìÄÅÉ", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-ef.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180907007, + "name": "testfile.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-long-comment.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "testfile.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-lzma.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 14, + "crc": 2698961448, + "dataHash": "1246848452c2fb7813f0a45debfdd6163222e60e7c35f208178de17602432246", + "externalAttributes": 32, + "name": "abac-repeat.txt", + "os": 0, + "size": 64, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-plus-extra.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "testfile.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-stored-dos.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2698961448, + "dataHash": "ded4f5b00d0bc81b4b85b217bc137246f0ad422eebea9008b2f0f54d62963bca", + "externalAttributes": 32, + "name": "abac-repeat.txt", + "os": 0, + "size": 64, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-torrentzip.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 0, + "dataHash": "9b4fb24edd6d1d8830e272398263cdbf026b97392cc35387b991dc0248a628f9", + "externalAttributes": 0, + "name": "testfile.txt", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-torrentzip-modified.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 8, + "crc": 0, + "dataHash": "9b4fb24edd6d1d8830e272398263cdbf026b97392cc35387b991dc0248a628f9", + "externalAttributes": 0, + "name": "testfile.txt", + "os": 0, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-truncated.zip: libzip 1`] = ` +{ + "error": "Not a zip archive", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-xz.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 95, + "crc": 2698961448, + "dataHash": "010c87fdcf5b37972440c00be00d28e536547d28579d89a7e3776704f62afd27", + "externalAttributes": 32, + "name": "abac-repeat.txt", + "os": 0, + "size": 64, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile-zstd.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 93, + "crc": 2698961448, + "dataHash": "8d4f0dbc05e8f7be43f18858d0a3ec2107c88c312fce9bebd3cb90e2c9b0ecac", + "externalAttributes": 32, + "name": "abac-repeat.txt", + "os": 0, + "size": 64, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile0.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "testfile.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/testfile2014.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "testfile.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/teststdin.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 584907523, + "dataHash": "308832fa6739320e9290b61a8e62171a6c81519e7781ac1b225657cbb64d7bf1", + "externalAttributes": 2176188416, + "name": "teststring.txt", + "os": 3, + "size": 54, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/teststored.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2956279880, + "dataHash": "3c41adb58084174470a635a491a3288fbf86e468907202b68b654683dafd5481", + "externalAttributes": 2180841472, + "name": "abac-repeat.txt", + "os": 3, + "size": 60, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/utf-8-standardization-output.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 2323718681, + "dataHash": "888cb4b6f2223fe501782e434cb7e812c376403f6bbf376e097471174f23ef60", + "externalAttributes": 32, + "name": "ibm437-üéâäàåçêëè.txt", + "os": 0, + "size": 30, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/zip-in-archive-comment.zip: jszip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/zip-in-archive-comment.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 1001993670, + "dataHash": "f2ca1bb6c7e907d06dafe4687e579fce76b37e4e93b7605022da52e6ccc26fd2", + "externalAttributes": 2176057344, + "name": "test", + "os": 3, + "size": 5, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/zip64.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3723141383, + "dataHash": "87428fc522803d31065e7bce3cf03fe475096631e5e07bbd7a0fde60c4cf25c7", + "externalAttributes": 293601280, + "name": "-", + "os": 3, + "size": 2, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/zip64-3mf.zip: jszip 1`] = ` +{ + "error": "Zip 64 is not supported", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/zip64-3mf.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 3723141383, + "dataHash": "87428fc522803d31065e7bce3cf03fe475096631e5e07bbd7a0fde60c4cf25c7", + "externalAttributes": 293601280, + "name": "-", + "os": 3, + "size": 2, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/zip64-in-archive-comment.zip: jszip 1`] = ` +{ + "error": "Zip archive inconsistent", +} +`; + +exports[`ZipParsers can read from a zip file: libzip/zip64-in-archive-comment.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 2180841472, + "name": "testfile.txt", + "os": 3, + "size": 0, + }, + ], + "linksCount": 0, +} +`; + +exports[`ZipParsers can read from a zip file: libzip/zipcmp_zip_dir.zip: libzip 1`] = ` +{ + "entries": [ + { + "compressionMethod": 0, + "crc": 0, + "dataHash": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855", + "externalAttributes": 1107099664, + "name": "empty-dir/", + "os": 3, + "size": 0, + }, + { + "compressionMethod": 0, + "crc": 3904355907, + "dataHash": "ca978112ca1bbdcafac231b39a23dc4da786eff8147c4e72b9807785afee48bb", + "externalAttributes": 2176057344, + "name": "dir-with-file/a", + "os": 3, + "size": 1, + }, + { + "compressionMethod": 0, + "crc": 0, + "dataHash": 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require('zlib').brotliDecompressSync(Buffer.from('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', 'base64')).toString(); + hook = require('zlib').brotliDecompressSync(Buffer.from('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', 'base64')).toString(); return hook; }; diff --git a/packages/yarnpkg-pnp/sources/esm-loader/fspatch.ts b/packages/yarnpkg-pnp/sources/esm-loader/fspatch.ts index ab6b2796ad94..c2d14c0ec6d2 100644 --- a/packages/yarnpkg-pnp/sources/esm-loader/fspatch.ts +++ b/packages/yarnpkg-pnp/sources/esm-loader/fspatch.ts @@ -54,7 +54,7 @@ if (!HAS_LAZY_LOADED_TRANSLATORS) { }; const originalfstat = binding.fstat; - // Those values must be synced with packages/yarnpkg-fslib/sources/ZipOpenFS.ts + // Those values must be synced with packages/yarnpkg-fslib/sources/ZipOpenFS.ts TODO???????? const ZIP_MASK = 0xff000000; const ZIP_MAGIC = 0x2a000000; diff --git a/packages/yarnpkg-pnp/sources/generateSerializedState.ts b/packages/yarnpkg-pnp/sources/generateSerializedState.ts index 081cadb4a9ed..d7d95284eb00 100644 --- a/packages/yarnpkg-pnp/sources/generateSerializedState.ts +++ b/packages/yarnpkg-pnp/sources/generateSerializedState.ts @@ -107,7 +107,7 @@ export function generateSerializedState(settings: PnpSettings): SerializedState dependencyTreeRoots: settings.dependencyTreeRoots, enableTopLevelFallback: settings.enableTopLevelFallback || false, ignorePatternData: settings.ignorePattern || null, - + experimentalZipImplementation: settings.experimentalZipImplementation, fallbackExclusionList: generateFallbackExclusionList(settings), fallbackPool: generateFallbackPoolData(settings), packageRegistryData: generatePackageRegistryData(settings), diff --git a/packages/yarnpkg-pnp/sources/hook.js b/packages/yarnpkg-pnp/sources/hook.js index 8cd3443b95c2..9a71cc411438 100644 --- a/packages/yarnpkg-pnp/sources/hook.js +++ b/packages/yarnpkg-pnp/sources/hook.js @@ -2,7 +2,7 @@ let hook; module.exports = () => { if (typeof hook === `undefined`) - hook = require('zlib').brotliDecompressSync(Buffer.from('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', 'base64')).toString(); + hook = require('zlib').brotliDecompressSync(Buffer.from('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', 'base64')).toString(); return hook; }; diff --git a/packages/yarnpkg-pnp/sources/loader/_entryPoint.ts b/packages/yarnpkg-pnp/sources/loader/_entryPoint.ts index 6a423b1cdd06..1dcc83346b3f 100644 --- a/packages/yarnpkg-pnp/sources/loader/_entryPoint.ts +++ b/packages/yarnpkg-pnp/sources/loader/_entryPoint.ts @@ -1,5 +1,5 @@ import {FakeFS, NodeFS, NativePath, PortablePath, VirtualFS, ProxiedFS, ppath} from '@yarnpkg/fslib'; -import {ZipOpenFS} from '@yarnpkg/libzip'; +import {ZipOpenFS, JsZipImpl} from '@yarnpkg/libzip'; import fs from 'fs'; import Module from 'module'; import StringDecoder from 'string_decoder'; @@ -20,14 +20,18 @@ const localFs: typeof fs = {...fs}; const nodeFs = new NodeFS(localFs); const defaultRuntimeState = $$SETUP_STATE(hydrateRuntimeState); + const defaultPnpapiResolution = __filename; // We create a virtual filesystem that will do three things: // 1. all requests inside a folder named "__virtual___" will be remapped according the virtual folder rules // 2. all requests going inside a Zip archive will be handled by the Zip fs implementation // 3. any remaining request will be forwarded to Node as-is +const customZipImplementation = defaultRuntimeState.experimentalZipImplementation === `js` ? JsZipImpl : undefined; + const defaultFsLayer: FakeFS = new VirtualFS({ baseFs: new ZipOpenFS({ + customZipImplementation, baseFs: nodeFs, maxOpenFiles: 80, readOnlyArchives: true, diff --git a/packages/yarnpkg-pnp/sources/loader/hydrateRuntimeState.ts b/packages/yarnpkg-pnp/sources/loader/hydrateRuntimeState.ts index fdcf2798c499..7ef8faedfd74 100644 --- a/packages/yarnpkg-pnp/sources/loader/hydrateRuntimeState.ts +++ b/packages/yarnpkg-pnp/sources/loader/hydrateRuntimeState.ts @@ -68,6 +68,7 @@ export function hydrateRuntimeState(data: SerializedState, {basePath}: HydrateRu dependencyTreeRoots, enableTopLevelFallback, fallbackExclusionList, + experimentalZipImplementation: data.experimentalZipImplementation, fallbackPool, ignorePattern, packageLocatorsByLocations, diff --git a/packages/yarnpkg-pnp/sources/types.ts b/packages/yarnpkg-pnp/sources/types.ts index 2ef3d6f0ca98..a115c17ccfca 100644 --- a/packages/yarnpkg-pnp/sources/types.ts +++ b/packages/yarnpkg-pnp/sources/types.ts @@ -34,6 +34,8 @@ export type PackageRegistryData = Array<[string | null, PackageStoreData]>; export type LocationLengthData = Array; +export type ExperimentalZipImplementation = `libzip` | `js`; + // This is what is stored within the .pnp.data.json file export type SerializedState = { // @eslint-ignore-next-line @typescript-eslint/naming-convention @@ -41,6 +43,7 @@ export type SerializedState = { enableTopLevelFallback: boolean; fallbackExclusionList: Array<[string, Array]>; fallbackPool: Array<[string, DependencyTarget]>; + experimentalZipImplementation: ExperimentalZipImplementation; ignorePatternData: string | null; packageRegistryData: PackageRegistryData; dependencyTreeRoots: Array; @@ -52,6 +55,7 @@ export type RuntimeState = { enableTopLevelFallback: boolean; fallbackExclusionList: Map>; fallbackPool: Map; + experimentalZipImplementation: ExperimentalZipImplementation; ignorePattern: RegExp | null; packageLocatorsByLocations: Map; packageRegistry: PackageRegistry; @@ -86,6 +90,8 @@ export type PnpSettings = { // getDependencyTreeRoots function. They are typically the workspace // locators. dependencyTreeRoots: Array; + + experimentalZipImplementation: ExperimentalZipImplementation; }; export type ResolveToUnqualifiedOptions = { diff --git a/yarn.lock b/yarn.lock index d08b3099dc17..14e086273ab5 100644 --- a/yarn.lock +++ b/yarn.lock @@ -5782,6 +5782,7 @@ __metadata: "@types/emscripten": "npm:^1.39.6" "@types/prettier": "npm:1.19.0" "@yarnpkg/fslib": "workspace:^" + globby: "npm:^11.0.1" prettier: "npm:^1.19.1" tslib: "npm:^2.4.0" peerDependencies: From 1cb5c32fbbf96ab36fb0d70116796392caf73d72 Mon Sep 17 00:00:00 2001 From: Vadym Date: Wed, 26 Mar 2025 16:12:01 +0200 Subject: [PATCH 02/10] fix --- packages/yarnpkg-libzip/sources/libzipImpl.ts | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/packages/yarnpkg-libzip/sources/libzipImpl.ts b/packages/yarnpkg-libzip/sources/libzipImpl.ts index 33465ab280d9..cf801b31b47d 100644 --- a/packages/yarnpkg-libzip/sources/libzipImpl.ts +++ b/packages/yarnpkg-libzip/sources/libzipImpl.ts @@ -311,6 +311,6 @@ export class LibZipImpl implements ZipImpl { } public discard(): void { - + this.libzip.discard(this.zip); } } From abbed25665a7272ae3ad1dc4721fd29ef5d60732 Mon Sep 17 00:00:00 2001 From: Vadym Date: Wed, 26 Mar 2025 17:59:54 +0200 Subject: [PATCH 03/10] fix --- packages/yarnpkg-libzip/sources/ZipOpenFS.ts | 2 ++ 1 file changed, 2 insertions(+) diff --git a/packages/yarnpkg-libzip/sources/ZipOpenFS.ts b/packages/yarnpkg-libzip/sources/ZipOpenFS.ts index f3c4ca4a8986..66189578526d 100644 --- a/packages/yarnpkg-libzip/sources/ZipOpenFS.ts +++ b/packages/yarnpkg-libzip/sources/ZipOpenFS.ts @@ -86,6 +86,7 @@ export class ZipOpenFS extends MountFS { baseFs, readOnly: readOnlyArchives, stats: baseFs.statSync(p), + customZipImplementation: opts.customZipImplementation, }); }; @@ -94,6 +95,7 @@ export class ZipOpenFS extends MountFS { baseFs, readOnly: readOnlyArchives, stats: await baseFs.statPromise(p), + customZipImplementation: opts.customZipImplementation, }; return () => { From a03f87002c55508a48bee755eba2423745a752af Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Ma=C3=ABl=20Nison?= Date: Fri, 28 Mar 2025 11:19:46 +0100 Subject: [PATCH 04/10] nit --- .yarnrc.yml | 2 +- packages/plugin-pnp/sources/PnpLinker.ts | 3 +- packages/plugin-pnp/sources/index.ts | 6 +-- packages/yarnpkg-libzip/sources/ZipFS.ts | 11 +++-- packages/yarnpkg-libzip/sources/jsZipImpl.ts | 48 ++++++++++--------- packages/yarnpkg-libzip/sources/libzipImpl.ts | 22 ++++----- .../sources/generateSerializedState.ts | 2 +- .../yarnpkg-pnp/sources/loader/_entryPoint.ts | 2 +- .../sources/loader/hydrateRuntimeState.ts | 2 +- packages/yarnpkg-pnp/sources/types.ts | 8 ++-- 10 files changed, 52 insertions(+), 54 deletions(-) diff --git a/.yarnrc.yml b/.yarnrc.yml index 86b08d5ba8f8..8125fe79101a 100644 --- a/.yarnrc.yml +++ b/.yarnrc.yml @@ -15,7 +15,7 @@ immutablePatterns: initScope: yarnpkg -experimentalZipImplementation: js +pnpZipBackend: js npmPublishAccess: public diff --git a/packages/plugin-pnp/sources/PnpLinker.ts b/packages/plugin-pnp/sources/PnpLinker.ts index 4405a9b1aef5..55e42189c91c 100644 --- a/packages/plugin-pnp/sources/PnpLinker.ts +++ b/packages/plugin-pnp/sources/PnpLinker.ts @@ -271,6 +271,7 @@ export class PnpInstaller implements Installer { const ignorePattern = miscUtils.buildIgnorePattern([`.yarn/sdks/**`, ...this.opts.project.configuration.get(`pnpIgnorePatterns`)]); const packageRegistry = this.packageRegistry; const shebang = this.opts.project.configuration.get(`pnpShebang`); + const pnpZipBackend = this.opts.project.configuration.get(`pnpZipBackend`); if (pnpFallbackMode === `dependencies-only`) for (const pkg of this.opts.project.storedPackages.values()) @@ -285,7 +286,7 @@ export class PnpInstaller implements Installer { fallbackExclusionList, fallbackPool, ignorePattern, - experimentalZipImplementation: this.opts.project.configuration.get(`experimentalZipImplementation`) ?? `libzip`, + pnpZipBackend, packageRegistry, shebang, }); diff --git a/packages/plugin-pnp/sources/index.ts b/packages/plugin-pnp/sources/index.ts index f0b401ef228f..9c1cdb60d4c5 100644 --- a/packages/plugin-pnp/sources/index.ts +++ b/packages/plugin-pnp/sources/index.ts @@ -1,7 +1,7 @@ import {Hooks as CoreHooks, Plugin, Project, SettingsType, WindowsLinkType} from '@yarnpkg/core'; import {Filename, PortablePath, npath, ppath, xfs} from '@yarnpkg/fslib'; import {Hooks as StageHooks} from '@yarnpkg/plugin-stage'; -import {ExperimentalZipImplementation} from '@yarnpkg/pnp'; +import {pnpZipBackend} from '@yarnpkg/pnp'; import {pathToFileURL} from 'url'; import {PnpLinker} from './PnpLinker'; @@ -78,7 +78,7 @@ declare module '@yarnpkg/core' { pnpEnableInlining: boolean; pnpFallbackMode: string; pnpUnpluggedFolder: PortablePath; - experimentalZipImplementation: ExperimentalZipImplementation; + pnpZipBackend: pnpZipBackend; } } @@ -123,7 +123,7 @@ const plugin: Plugin = { default: [], isArray: true, }, - experimentalZipImplementation: { + pnpZipBackend: { description: `Whether to use the experimental js implementation for the ZipFS`, type: SettingsType.STRING, values: [ diff --git a/packages/yarnpkg-libzip/sources/ZipFS.ts b/packages/yarnpkg-libzip/sources/ZipFS.ts index 66ce122fa747..e6f6a532bbd0 100644 --- a/packages/yarnpkg-libzip/sources/ZipFS.ts +++ b/packages/yarnpkg-libzip/sources/ZipFS.ts @@ -16,8 +16,8 @@ import {LibZipImpl} export const ZIP_UNIX = 3; -export const STORE = 0 -export const DEFLATE = 8 +export const STORE = 0; +export const DEFLATE = 8; export type ZipCompression = `mixed` | 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9; @@ -1491,11 +1491,12 @@ export class ZipFS extends BasePortableFakeFS { } if (!persistent) - return {on: () => { }, close: () => { }}; + return {on: () => {}, close: () => {}}; - const interval = setInterval(() => { }, 24 * 60 * 60 * 1000); + const interval = setInterval(() => {}, 24 * 60 * 60 * 1000); return { - on: () => { }, close: () => { + on: () => {}, + close: () => { clearInterval(interval); }, }; diff --git a/packages/yarnpkg-libzip/sources/jsZipImpl.ts b/packages/yarnpkg-libzip/sources/jsZipImpl.ts index 16c917a07897..4f94bccb590f 100644 --- a/packages/yarnpkg-libzip/sources/jsZipImpl.ts +++ b/packages/yarnpkg-libzip/sources/jsZipImpl.ts @@ -1,8 +1,7 @@ -import {FakeFS, PortablePath} from '@yarnpkg/fslib'; -import {constants} from 'fs'; - -import { Stat, ZIP_UNIX, type CompressionData, type ZipImpl, type ZipImplInput} from './ZipFS'; +import {FakeFS, PortablePath} from '@yarnpkg/fslib'; +import {constants} from 'fs'; +import {Stat, ZIP_UNIX, type CompressionData, type ZipImpl, type ZipImplInput} from './ZipFS'; const SIGNATURE = { CENTRAL_DIRECTORY: 0x02014b50, @@ -11,7 +10,6 @@ const SIGNATURE = { const noCommentCDSize = 22; - export interface Entry { name: string; compressionMethod: number; @@ -30,7 +28,6 @@ export class JsZipImpl implements ZipImpl { baseFs: FakeFS; entries: Array; - constructor(opts: ZipImplInput) { if (`buffer` in opts) throw new Error(`Buffer based zip archives are not supported`); @@ -48,7 +45,6 @@ export class JsZipImpl implements ZipImpl { if (fileSize < noCommentCDSize) throw new Error(`Invalid ZIP file: EOCD not found`); - let eocdOffset = -1; // fast read if no comment @@ -83,12 +79,12 @@ export class JsZipImpl implements ZipImpl { break; } } + if (eocdOffset === -1) { throw new Error(`Not a zip archive`); } } - const totalEntries = eocdBuffer.readUInt16LE(eocdOffset + 10); const centralDirSize = eocdBuffer.readUInt32LE(eocdOffset + 12); const centralDirOffset = eocdBuffer.readUInt32LE(eocdOffset + 16); @@ -100,7 +96,6 @@ export class JsZipImpl implements ZipImpl { if (eocdOffset + commentLength + noCommentCDSize > eocdBuffer.length) throw new Error(`Zip archive inconsistent`); - if (totalEntries == 0xffff || centralDirSize == 0xffffffff || centralDirOffset == 0xffffffff) // strictly speaking, not correct, should find zip64 signatures. But chances are 0 for false positives. throw new Error(`Zip 64 is not supported`); @@ -111,17 +106,17 @@ export class JsZipImpl implements ZipImpl { if (totalEntries > centralDirSize / 46) throw new Error(`Zip archive inconsistent`); - // Read central directory const cdBuffer = Buffer.alloc(centralDirSize); if (baseFs.readSync(fd, cdBuffer, 0, cdBuffer.length, centralDirOffset) !== cdBuffer.length) throw new Error(`Zip archive inconsistent`); - const entries: Array = []; + let offset = 0; let index = 0; let sumCompressedSize = 0; + while (index < totalEntries) { if (offset + 46 > cdBuffer.length) throw new Error(`Zip archive inconsistent`); @@ -131,6 +126,7 @@ export class JsZipImpl implements ZipImpl { const versionMadeBy = cdBuffer.readUInt16LE(offset + 4); const os = versionMadeBy >>> 8; + const flags = cdBuffer.readUInt16LE(offset + 8); if ((flags & 0x0001) !== 0) throw new Error(`Encrypted zip files are not supported`); @@ -143,6 +139,7 @@ export class JsZipImpl implements ZipImpl { const extraLength = cdBuffer.readUInt16LE(offset + 30); const commentLength = cdBuffer.readUInt16LE(offset + 32); const localHeaderOffset = cdBuffer.readUInt32LE(offset + 42); + const name = cdBuffer.toString(`utf8`, offset + 46, offset + 46 + nameLength).replaceAll(`\0`, ` `); if (name.includes(`\0`)) throw new Error(`Invalid ZIP file`); @@ -164,11 +161,13 @@ export class JsZipImpl implements ZipImpl { }); sumCompressedSize += compressedSize; + index += 1; offset += 46 + nameLength + extraLength + commentLength; } + + // fast check for archive bombs if (sumCompressedSize > fileSize) - // fast check for archive bombs throw new Error(`Zip archive inconsistent`); if (offset !== cdBuffer.length) @@ -188,16 +187,17 @@ export class JsZipImpl implements ZipImpl { getSymlinkCount(): number { let count = 0; - for (const entry of this.entries) { - if (entry.isSymbolicLink) { + + for (const entry of this.entries) + if (entry.isSymbolicLink) count += 1; - } - } + return count; } stat(index: number): Stat { const entry = this.entries[index]; + return { crc: entry.crc, mtime: entry.mtime, @@ -207,18 +207,17 @@ export class JsZipImpl implements ZipImpl { locate(name: string): number { // https://github.com/nih-at/libzip/blob/f7f725d432db2dd1b266d336a3dccc693d988447/lib/zip_name_locate.c#L50 - for (let ind = 0; ind < this.entries.length; ind++) { - if (this.entries[ind].name === name) { + for (let ind = 0; ind < this.entries.length; ind++) + if (this.entries[ind].name === name) return ind; - } - } + return -1; } getFileSource(index: number): {data: Buffer, compressionMethod: number} { const entry = this.entries[index]; - const localHeaderBuf = Buffer.alloc(30); + this.baseFs.readSync( this.fd, localHeaderBuf, @@ -226,9 +225,9 @@ export class JsZipImpl implements ZipImpl { localHeaderBuf.length, entry.localHeaderOffset, ); + const nameLength = localHeaderBuf.readUInt16LE(26); // const flags = localHeaderBuf.readUInt16LE(6); - const extraLength = localHeaderBuf.readUInt16LE(28); const buffer = Buffer.alloc(entry.compressedSize); @@ -237,13 +236,14 @@ export class JsZipImpl implements ZipImpl { return {data: buffer, compressionMethod: entry.compressionMethod}; } - discard(): void { + discard(): void { } addDirectory(path: string): number { throw new Error(`Not implemented`); } + deleteEntry(index: number): void { throw new Error(`Not implemented`); } @@ -251,9 +251,11 @@ export class JsZipImpl implements ZipImpl { setMtime(index: number, mtime: number): void { throw new Error(`Not implemented`); } + getBufferAndClose(): Buffer { throw new Error(`Not implemented`); } + setFileSource(target: PortablePath, compression: CompressionData, buffer: Buffer): number { throw new Error(`Not implemented`); } diff --git a/packages/yarnpkg-libzip/sources/libzipImpl.ts b/packages/yarnpkg-libzip/sources/libzipImpl.ts index cf801b31b47d..2488d6a36702 100644 --- a/packages/yarnpkg-libzip/sources/libzipImpl.ts +++ b/packages/yarnpkg-libzip/sources/libzipImpl.ts @@ -10,6 +10,7 @@ export class LibzipError extends Error { constructor(message: string, code: string) { super(message); + this.name = `Libzip Error`; this.code = code; } @@ -24,26 +25,19 @@ export class LibZipImpl implements ZipImpl { private readonly symlinkCount: number; constructor(opts: ZipImplInput) { - let buffer: Buffer; - if (`buffer` in opts) - buffer = opts.buffer; - else - buffer = opts.baseFs.readFileSync(opts.path); - + const buffer = `buffer` in opts + ? opts.buffer + : opts.baseFs.readFileSync(opts.path); this.libzip = getInstance(); const errPtr = this.libzip.malloc(4); - try { let flags = 0; - if (opts.readOnly) flags |= this.libzip.ZIP_RDONLY; - const lzSource = this.allocateUnattachedSource(buffer); - try { this.zip = this.libzip.openFromSource(lzSource, flags, errPtr); this.lzSource = lzSource; @@ -63,11 +57,11 @@ export class LibZipImpl implements ZipImpl { } const entryCount = this.libzip.getNumEntries(this.zip, 0); + const listings = new Array(entryCount); - for (let t = 0; t < entryCount; ++t) { - const raw = this.libzip.getName(this.zip, t, 0); - listings[t] = raw; - } + for (let t = 0; t < entryCount; ++t) + listings[t] = this.libzip.getName(this.zip, t, 0); + this.listings = listings; this.symlinkCount = this.libzip.ext.countSymlinks(this.zip); diff --git a/packages/yarnpkg-pnp/sources/generateSerializedState.ts b/packages/yarnpkg-pnp/sources/generateSerializedState.ts index d7d95284eb00..50fe00313f87 100644 --- a/packages/yarnpkg-pnp/sources/generateSerializedState.ts +++ b/packages/yarnpkg-pnp/sources/generateSerializedState.ts @@ -107,7 +107,7 @@ export function generateSerializedState(settings: PnpSettings): SerializedState dependencyTreeRoots: settings.dependencyTreeRoots, enableTopLevelFallback: settings.enableTopLevelFallback || false, ignorePatternData: settings.ignorePattern || null, - experimentalZipImplementation: settings.experimentalZipImplementation, + pnpZipBackend: settings.pnpZipBackend, fallbackExclusionList: generateFallbackExclusionList(settings), fallbackPool: generateFallbackPoolData(settings), packageRegistryData: generatePackageRegistryData(settings), diff --git a/packages/yarnpkg-pnp/sources/loader/_entryPoint.ts b/packages/yarnpkg-pnp/sources/loader/_entryPoint.ts index 1dcc83346b3f..de5647c59b94 100644 --- a/packages/yarnpkg-pnp/sources/loader/_entryPoint.ts +++ b/packages/yarnpkg-pnp/sources/loader/_entryPoint.ts @@ -27,7 +27,7 @@ const defaultPnpapiResolution = __filename; // 1. all requests inside a folder named "__virtual___" will be remapped according the virtual folder rules // 2. all requests going inside a Zip archive will be handled by the Zip fs implementation // 3. any remaining request will be forwarded to Node as-is -const customZipImplementation = defaultRuntimeState.experimentalZipImplementation === `js` ? JsZipImpl : undefined; +const customZipImplementation = defaultRuntimeState.pnpZipBackend === `js` ? JsZipImpl : undefined; const defaultFsLayer: FakeFS = new VirtualFS({ baseFs: new ZipOpenFS({ diff --git a/packages/yarnpkg-pnp/sources/loader/hydrateRuntimeState.ts b/packages/yarnpkg-pnp/sources/loader/hydrateRuntimeState.ts index 7ef8faedfd74..3dd466e09c03 100644 --- a/packages/yarnpkg-pnp/sources/loader/hydrateRuntimeState.ts +++ b/packages/yarnpkg-pnp/sources/loader/hydrateRuntimeState.ts @@ -68,7 +68,7 @@ export function hydrateRuntimeState(data: SerializedState, {basePath}: HydrateRu dependencyTreeRoots, enableTopLevelFallback, fallbackExclusionList, - experimentalZipImplementation: data.experimentalZipImplementation, + pnpZipBackend: data.pnpZipBackend, fallbackPool, ignorePattern, packageLocatorsByLocations, diff --git a/packages/yarnpkg-pnp/sources/types.ts b/packages/yarnpkg-pnp/sources/types.ts index a115c17ccfca..df9c6e200a0d 100644 --- a/packages/yarnpkg-pnp/sources/types.ts +++ b/packages/yarnpkg-pnp/sources/types.ts @@ -34,7 +34,7 @@ export type PackageRegistryData = Array<[string | null, PackageStoreData]>; export type LocationLengthData = Array; -export type ExperimentalZipImplementation = `libzip` | `js`; +export type pnpZipBackend = `libzip` | `js`; // This is what is stored within the .pnp.data.json file export type SerializedState = { @@ -43,7 +43,7 @@ export type SerializedState = { enableTopLevelFallback: boolean; fallbackExclusionList: Array<[string, Array]>; fallbackPool: Array<[string, DependencyTarget]>; - experimentalZipImplementation: ExperimentalZipImplementation; + pnpZipBackend: pnpZipBackend; ignorePatternData: string | null; packageRegistryData: PackageRegistryData; dependencyTreeRoots: Array; @@ -55,7 +55,7 @@ export type RuntimeState = { enableTopLevelFallback: boolean; fallbackExclusionList: Map>; fallbackPool: Map; - experimentalZipImplementation: ExperimentalZipImplementation; + pnpZipBackend: pnpZipBackend; ignorePattern: RegExp | null; packageLocatorsByLocations: Map; packageRegistry: PackageRegistry; @@ -91,7 +91,7 @@ export type PnpSettings = { // locators. dependencyTreeRoots: Array; - experimentalZipImplementation: ExperimentalZipImplementation; + pnpZipBackend: pnpZipBackend; }; export type ResolveToUnqualifiedOptions = { From bf6493013e4efca372ba9b3cc42dc2464b99c2a5 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Ma=C3=ABl=20Nison?= Date: Fri, 28 Mar 2025 11:23:45 +0100 Subject: [PATCH 05/10] Adds tests --- .../acceptance-tests/pkg-tests-specs/sources/basic.test.js | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/packages/acceptance-tests/pkg-tests-specs/sources/basic.test.js b/packages/acceptance-tests/pkg-tests-specs/sources/basic.test.js index 9974a99a2503..d84e8106ab5b 100644 --- a/packages/acceptance-tests/pkg-tests-specs/sources/basic.test.js +++ b/packages/acceptance-tests/pkg-tests-specs/sources/basic.test.js @@ -5,6 +5,9 @@ const { const configs = [{ nodeLinker: `pnp`, +}, { + nodeLinker: `pnp`, + pnpZipBackend: `js`, }, { nodeLinker: `pnpm`, }, { @@ -13,7 +16,7 @@ const configs = [{ describe(`Basic tests`, () => { for (const config of configs) { - describe(`w/ the ${config.nodeLinker} linker`, () => { + describe(`w/ the ${config.nodeLinker} linker${config.pnpZipBackend ? ` and ${config.pnpZipBackend} zip backend` : ``}`, () => { test( `it should correctly handle browser fields in package.json`, makeTemporaryEnv( From ce36290c47b003f5565900e6431fbbb0d8529577 Mon Sep 17 00:00:00 2001 From: Vadym Date: Fri, 28 Mar 2025 14:35:52 +0200 Subject: [PATCH 06/10] eslint --- packages/plugin-pnp/sources/index.ts | 4 ++-- packages/yarnpkg-pnp/sources/types.ts | 8 ++++---- 2 files changed, 6 insertions(+), 6 deletions(-) diff --git a/packages/plugin-pnp/sources/index.ts b/packages/plugin-pnp/sources/index.ts index 9c1cdb60d4c5..58e5034b8971 100644 --- a/packages/plugin-pnp/sources/index.ts +++ b/packages/plugin-pnp/sources/index.ts @@ -1,7 +1,7 @@ import {Hooks as CoreHooks, Plugin, Project, SettingsType, WindowsLinkType} from '@yarnpkg/core'; import {Filename, PortablePath, npath, ppath, xfs} from '@yarnpkg/fslib'; import {Hooks as StageHooks} from '@yarnpkg/plugin-stage'; -import {pnpZipBackend} from '@yarnpkg/pnp'; +import {PnpZipBackend} from '@yarnpkg/pnp'; import {pathToFileURL} from 'url'; import {PnpLinker} from './PnpLinker'; @@ -78,7 +78,7 @@ declare module '@yarnpkg/core' { pnpEnableInlining: boolean; pnpFallbackMode: string; pnpUnpluggedFolder: PortablePath; - pnpZipBackend: pnpZipBackend; + pnpZipBackend: PnpZipBackend; } } diff --git a/packages/yarnpkg-pnp/sources/types.ts b/packages/yarnpkg-pnp/sources/types.ts index df9c6e200a0d..835afd2581e1 100644 --- a/packages/yarnpkg-pnp/sources/types.ts +++ b/packages/yarnpkg-pnp/sources/types.ts @@ -34,7 +34,7 @@ export type PackageRegistryData = Array<[string | null, PackageStoreData]>; export type LocationLengthData = Array; -export type pnpZipBackend = `libzip` | `js`; +export type PnpZipBackend = `libzip` | `js`; // This is what is stored within the .pnp.data.json file export type SerializedState = { @@ -43,7 +43,7 @@ export type SerializedState = { enableTopLevelFallback: boolean; fallbackExclusionList: Array<[string, Array]>; fallbackPool: Array<[string, DependencyTarget]>; - pnpZipBackend: pnpZipBackend; + pnpZipBackend: PnpZipBackend; ignorePatternData: string | null; packageRegistryData: PackageRegistryData; dependencyTreeRoots: Array; @@ -55,7 +55,7 @@ export type RuntimeState = { enableTopLevelFallback: boolean; fallbackExclusionList: Map>; fallbackPool: Map; - pnpZipBackend: pnpZipBackend; + pnpZipBackend: PnpZipBackend; ignorePattern: RegExp | null; packageLocatorsByLocations: Map; packageRegistry: PackageRegistry; @@ -91,7 +91,7 @@ export type PnpSettings = { // locators. dependencyTreeRoots: Array; - pnpZipBackend: pnpZipBackend; + pnpZipBackend: PnpZipBackend; }; export type ResolveToUnqualifiedOptions = { From fe8780074683a4bdc9a947a2e62b3f3e426d7b9e Mon Sep 17 00:00:00 2001 From: Vadym Date: Fri, 28 Mar 2025 14:43:03 +0200 Subject: [PATCH 07/10] SAFE_TIME --- packages/yarnpkg-libzip/sources/jsZipImpl.ts | 5 ++--- 1 file changed, 2 insertions(+), 3 deletions(-) diff --git a/packages/yarnpkg-libzip/sources/jsZipImpl.ts b/packages/yarnpkg-libzip/sources/jsZipImpl.ts index 4f94bccb590f..38071d9123a2 100644 --- a/packages/yarnpkg-libzip/sources/jsZipImpl.ts +++ b/packages/yarnpkg-libzip/sources/jsZipImpl.ts @@ -1,5 +1,4 @@ -import {FakeFS, PortablePath} from '@yarnpkg/fslib'; -import {constants} from 'fs'; +import {FakeFS, PortablePath, constants} from '@yarnpkg/fslib'; import {Stat, ZIP_UNIX, type CompressionData, type ZipImpl, type ZipImplInput} from './ZipFS'; @@ -150,7 +149,7 @@ export class JsZipImpl implements ZipImpl { entries.push({ name, os, - mtime: 0, //we dont care, + mtime: constants.SAFE_TIME, //we dont care, crc, compressionMethod, isSymbolicLink: os === ZIP_UNIX && ((externalAttributes >>> 16) & constants.S_IFMT) === constants.S_IFLNK, From e13fdd5291e6c2eb2c4feb2e032bec0a8b06480b Mon Sep 17 00:00:00 2001 From: Vadym Date: Fri, 28 Mar 2025 14:46:41 +0200 Subject: [PATCH 08/10] new hook + .pnp.cjs --- .pnp.cjs | 4 ++-- packages/yarnpkg-pnp/sources/hook.js | 2 +- 2 files changed, 3 insertions(+), 3 deletions(-) diff --git a/.pnp.cjs b/.pnp.cjs index 08eeaf45a273..36d10f8f5aaa 100755 --- a/.pnp.cjs +++ b/.pnp.cjs @@ -43115,11 +43115,11 @@ class JsZipImpl { entries.push({ name, os, - mtime: 0, + mtime: SAFE_TIME, //we dont care, crc, compressionMethod, - isSymbolicLink: os === ZIP_UNIX && (externalAttributes >>> 16 & fs.constants.S_IFMT) === fs.constants.S_IFLNK, + isSymbolicLink: os === ZIP_UNIX && (externalAttributes >>> 16 & S_IFMT) === S_IFLNK, size: cdBuffer.readUInt32LE(offset + 24), compressedSize, externalAttributes, diff --git a/packages/yarnpkg-pnp/sources/hook.js b/packages/yarnpkg-pnp/sources/hook.js index b9bad40c2a26..a638f71b1326 100644 --- a/packages/yarnpkg-pnp/sources/hook.js +++ b/packages/yarnpkg-pnp/sources/hook.js @@ -2,7 +2,7 @@ let hook; module.exports = () => { if (typeof hook === `undefined`) - hook = require('zlib').brotliDecompressSync(Buffer.from('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', 'base64')).toString(); + hook = require('zlib').brotliDecompressSync(Buffer.from('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', 'base64')).toString(); return hook; }; From 994888e5b94f5ca41ed6fb2cd99962ca90370286 Mon Sep 17 00:00:00 2001 From: Vadym Date: Fri, 28 Mar 2025 20:05:56 +0200 Subject: [PATCH 09/10] move fileSources to libzip impl --- .pnp.cjs | 28 ++++++++----------- packages/yarnpkg-libzip/sources/ZipFS.ts | 19 +------------ packages/yarnpkg-libzip/sources/libzipImpl.ts | 13 +++++++++ packages/yarnpkg-pnp/sources/hook.js | 2 +- 4 files changed, 27 insertions(+), 35 deletions(-) diff --git a/.pnp.cjs b/.pnp.cjs index 36d10f8f5aaa..8526a1bd694f 100755 --- a/.pnp.cjs +++ b/.pnp.cjs @@ -41771,6 +41771,12 @@ class LibZipImpl { libzip; lzSource; zip; + /** + * A cache of indices mapped to file sources. + * Populated by `setFileSource` calls. + * Required for supporting read after write. + */ + fileSources = /* @__PURE__ */ new Map(); listings; symlinkCount; constructor(opts) { @@ -41843,6 +41849,7 @@ class LibZipImpl { throw this.makeLibzipError(this.libzip.getError(this.zip)); } } + this.fileSources.set(newIndex, buffer); return newIndex; } catch (error) { this.libzip.source.free(lzSource); @@ -41873,6 +41880,9 @@ class LibZipImpl { return this.libzip.name.locate(this.zip, name, 0); } getFileSource(index) { + const cachedFileSource = this.fileSources.get(index); + if (typeof cachedFileSource !== `undefined`) + return { data: cachedFileSource, compressionMethod: 0 }; const stat = this.libzip.struct.statS(); const rc = this.libzip.statIndex(this.zip, index, 0, 0, stat); if (rc === -1) @@ -41903,6 +41913,7 @@ class LibZipImpl { } } deleteEntry(index) { + this.fileSources.delete(index); const rc = this.libzip.delete(this.zip, index); if (rc === -1) { throw this.makeLibzipError(this.libzip.getError(this.zip)); @@ -42037,12 +42048,6 @@ class ZipFS extends BasePortableFakeFS { zipImpl; listings = /* @__PURE__ */ new Map(); entries = /* @__PURE__ */ new Map(); - /** - * A cache of indices mapped to file sources. - * Populated by `setFileSource` calls. - * Required for supporting read after write. - */ - fileSources = /* @__PURE__ */ new Map(); symlinkCount; fds = /* @__PURE__ */ new Map(); nextFd = 0; @@ -42468,7 +42473,6 @@ class ZipFS extends BasePortableFakeFS { this.entries.delete(p); if (typeof entry === `undefined`) return; - this.fileSources.delete(entry); if (this.isSymbolicLink(entry)) { this.symlinkCount--; } @@ -42529,7 +42533,6 @@ class ZipFS extends BasePortableFakeFS { compression = [method, this.level]; } const newIndex = this.zipImpl.setFileSource(target, compression, buffer); - this.fileSources.set(newIndex, buffer); return newIndex; } isSymbolicLink(index) { @@ -42542,12 +42545,8 @@ class ZipFS extends BasePortableFakeFS { return (attributes & fs.constants.S_IFMT) === fs.constants.S_IFLNK; } getFileSource(index, opts = { asyncDecompress: false }) { - const cachedFileSource = this.fileSources.get(index); - if (typeof cachedFileSource !== `undefined`) - return cachedFileSource; const { data, compressionMethod } = this.zipImpl.getFileSource(index); if (compressionMethod === STORE) { - this.fileSources.set(index, data); return data; } else if (compressionMethod === DEFLATE) { if (opts.asyncDecompress) { @@ -42556,15 +42555,12 @@ class ZipFS extends BasePortableFakeFS { if (error) { reject(error); } else { - this.fileSources.set(index, result); resolve(result); } }); }); } else { - const decompressedData = zlib__default.default.inflateRawSync(data); - this.fileSources.set(index, decompressedData); - return decompressedData; + return zlib__default.default.inflateRawSync(data); } } else { throw new Error(`Unsupported compression method: ${compressionMethod}`); diff --git a/packages/yarnpkg-libzip/sources/ZipFS.ts b/packages/yarnpkg-libzip/sources/ZipFS.ts index f02c1e8c7b9d..adeb7a12cce9 100644 --- a/packages/yarnpkg-libzip/sources/ZipFS.ts +++ b/packages/yarnpkg-libzip/sources/ZipFS.ts @@ -109,12 +109,6 @@ export class ZipFS extends BasePortableFakeFS { private readonly listings: Map> = new Map(); private readonly entries: Map = new Map(); - /** - * A cache of indices mapped to file sources. - * Populated by `setFileSource` calls. - * Required for supporting read after write. - */ - private readonly fileSources: Map = new Map(); private symlinkCount: number; @@ -742,8 +736,6 @@ export class ZipFS extends BasePortableFakeFS { if (typeof entry === `undefined`) return; - this.fileSources.delete(entry); - if (this.isSymbolicLink(entry)) { this.symlinkCount--; } @@ -827,7 +819,6 @@ export class ZipFS extends BasePortableFakeFS { } const newIndex = this.zipImpl.setFileSource(target, compression, buffer); - this.fileSources.set(newIndex, buffer); return newIndex; } @@ -851,13 +842,8 @@ export class ZipFS extends BasePortableFakeFS { private getFileSource(index: number, opts: {asyncDecompress: true}): Promise; private getFileSource(index: number, opts: {asyncDecompress: boolean}): Promise | Buffer; private getFileSource(index: number, opts: {asyncDecompress: boolean} = {asyncDecompress: false}): Promise | Buffer { - const cachedFileSource = this.fileSources.get(index); - if (typeof cachedFileSource !== `undefined`) - return cachedFileSource; - const {data, compressionMethod} = this.zipImpl.getFileSource(index); if (compressionMethod === STORE) { - this.fileSources.set(index, data); return data; } else if (compressionMethod === DEFLATE) { if (opts.asyncDecompress) { @@ -866,15 +852,12 @@ export class ZipFS extends BasePortableFakeFS { if (error) { reject(error); } else { - this.fileSources.set(index, result); resolve(result); } }); }); } else { - const decompressedData = zlib.inflateRawSync(data); - this.fileSources.set(index, decompressedData); - return decompressedData; + return zlib.inflateRawSync(data); } } else { throw new Error(`Unsupported compression method: ${compressionMethod}`); diff --git a/packages/yarnpkg-libzip/sources/libzipImpl.ts b/packages/yarnpkg-libzip/sources/libzipImpl.ts index 2488d6a36702..919b968bd573 100644 --- a/packages/yarnpkg-libzip/sources/libzipImpl.ts +++ b/packages/yarnpkg-libzip/sources/libzipImpl.ts @@ -21,6 +21,13 @@ export class LibZipImpl implements ZipImpl { private readonly lzSource: number; private readonly zip: number; + /** + * A cache of indices mapped to file sources. + * Populated by `setFileSource` calls. + * Required for supporting read after write. + */ + private readonly fileSources: Map = new Map(); + private readonly listings: Array; private readonly symlinkCount: number; @@ -120,6 +127,7 @@ export class LibZipImpl implements ZipImpl { throw this.makeLibzipError(this.libzip.getError(this.zip)); } } + this.fileSources.set(newIndex, buffer); return newIndex; } catch (error) { this.libzip.source.free(lzSource); @@ -156,6 +164,10 @@ export class LibZipImpl implements ZipImpl { } getFileSource(index: number) { + const cachedFileSource = this.fileSources.get(index); + if (typeof cachedFileSource !== `undefined`) + return {data: cachedFileSource, compressionMethod: 0}; + const stat = this.libzip.struct.statS(); const rc = this.libzip.statIndex(this.zip, index, 0, 0, stat); @@ -194,6 +206,7 @@ export class LibZipImpl implements ZipImpl { } deleteEntry(index: number) { + this.fileSources.delete(index); const rc = this.libzip.delete(this.zip, index); if (rc === -1) { throw this.makeLibzipError(this.libzip.getError(this.zip)); diff --git a/packages/yarnpkg-pnp/sources/hook.js b/packages/yarnpkg-pnp/sources/hook.js index a638f71b1326..84f6ad317bc0 100644 --- a/packages/yarnpkg-pnp/sources/hook.js +++ b/packages/yarnpkg-pnp/sources/hook.js @@ -2,7 +2,7 @@ let hook; module.exports = () => { if (typeof hook === `undefined`) - hook = require('zlib').brotliDecompressSync(Buffer.from('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', 'base64')).toString(); + hook = require('zlib').brotliDecompressSync(Buffer.from('W32fVqNs28MoobyBtS2nZL8S9oSoY90gR9HP4YLSSYouekRxwxSVw3FCbcMoa02WsLOXqKGqmpVUxtjGcT9yQLWyKkgkDzja7h0dSZEUPFgxV4u+xANrjQgPFsKQ2ROemDhUyvO8xjKvW1h0TYc8RlyH2191TpvorQ9UunF6bO7h3cmd3iLJ2r6q/WP1RIPQ/zTTPH37Y1WXihJJ2N2LDz3lqDUMbn8N4OT2CoAip4bQ6EiDnkzj5ZltDuIiVPQQn2bMlm6MWviXblPf8BkPmQnjuV9e/GepenYup2ei1qDBtzu2OsY4CVugaSXYW1mIbjW1fz4voysIp0kL9nhI2ev1tSlaMCTrApqAr23m/M/f7L++w1qmGZ5JhpO7Is7aBco2NYJVYTNV//m81C1lTVXpoklQwZkEeAApR+6A79/tlz+t/vfnS3sRyrI2ZHzJm4JvivFdxgEaMUF6qLp7AbuKq98v+8/PV5f32J5KMybuPceqWDwkcbMqJ+6TogYWWpwsgsfgXkgdplm1KLU2mpb6Vna5/LQ2ujvIyCBbtRi+PyIDQrbVV9JVi6BgnHzpvqWq1V9TEVc58GMZUxvDyBxAq8B5cLX4pwFbtalHGdKNI7GlyefrcZk92qaaaLPKFrhU2HsPuD5Np5Ec9IYvxMNXvdsvF+/z45VuT9+ZydwmARqIgjsN2gMpov8pHdhujoYwAT/AFhabz4cPU7TWPmc3m1yAA3MhIv2hrXshIqptjwhPlHh/PDi0KOL4ZrPbbDWYEpreNHQQBPn+lM32+h2vjfzYGR8tWkSYLW8NwTK+Bbxjkli0f0L8qKH2dDzs7o5iO/me46vq6qYQIBe4ZaGbguKCYFueoAQ71xra8wtROvWJdzGVGelBKqq/aFo4WZWpgkE/vrF1POxBKtu145vPgINCPZCKbobLh9wNE3e/5EcNtf542P0/2FZ25ON71dVQCLAbBSXyTZYn1USZYBklSAOPaKo/Dr+dnT4+gLgTIqUw6aMriDBd+qFp//97PzXtDJYC5JDCZOJMgaRjGuW517z+OWffTfz3Q7N+1YeEKoDdECitJtWt1aRCd77nnPveT1XoqgIlA+hEUpY7h5FDCLOpPfZg5tmoQDv/fW+pXz3+3PfSFQoECiC+VBD1JUgaQ3xNO3XHbCfL0LhvLL/djV9shHvPeTf47r0vP+u9zBplvsxqVb6sCiGzgGhkZtUEqgp4L7MKzCqCnAJJ/SlC0g9Q0o+BzO+A7DeeKIARAkFFCATVhtQfI2msxtgt1ca6VfesbOzb+NVfTsyqF+tZ7Gc568XsZrns1bIXy7H/9lafdB3gYly7aNlyIaDJl/fFUZvq9Rb9I+ZcRsS9md3VZmZ65ByyUASgqm5ZwwT//+39miVrpB3a4zTrvTr/zmRFcq5vqt09Cz5kh1G+ivhHAv3T0tl7e7vzN+0nEt+N3DtFhEeZXKhNEUcTFl+qFuDwGt9vSbM/+5PM3VHaoKqyyezSqgUlt9C6ULyTCF1aMxbjENoggffz5OZu8BVfLNZYxzrRiQx0ENTF9G536R+kmcxetfuCNE4SLJWuls6GC604gTD7jSZUlMzs/WWppWxWUe5pikGootA4BueaMAr5EiOhKi7U/x441a0ABSlAIUxPe8BYe36a6ZIpb5ktsQAnOV4KnhPdOkzdO4GbRZMK9AgyM7NSweMkQSxICKKFUiqYLQQCBDwhQFdeJnCz/ieUAAskvPelioaYYBEiqBYI0EJIwFu/3dttT5TnbXdvIwgGQecfgyBoxl1LIAgegt18/7/dtD7f/chCYLPLIFFncVhmdXBHycd8ZDFokYgVCxYZoR8Vj759df0/ufPufuhufwMGBAwIiKq0CjAIMAgwCHAlgwMs1cAg4Prq/H9q+p40ePY7nwsKCgoCCgoCAqxVgLUKMAgwsFYGBmclA4Pnp/P/n/fmHEDef4MNAgIMAgwCLDXAqgysysDAUgcYGBhMpQFL1QLTj5/bf/98p8+1z/1atNiixRZbIBAI8lICUYJkSpAJAsEkiJoEUaLEErzPfL9pHbEKkRXPQIQBAsSkEhGpJ23f/vyPEALD7t7Q6xb94Sp6AnJ1m9BTgDSEhAAGeugBlS5Viqx9Xff2vu69JGRmLBZv50NlOuJeILUfFeiiS2529mOAbf537k9dvv2+e2/qdIIYKDIDC4yazlhYPcUitN92USDhRTmg/MsgdcAfNfLt9OApxyIJeeeVJxX0g8RtOPet165W0GZG5dmt8eK8dladCUu+/Q814Ut5fdfKY7nofHa1gt62WEztkicMliiPfffdNLblXuW1qnUQMPg2mbSGO9QEVvEfr7kWfp3d7xCFP2C0q5VLolrCz8UuNysIT45xLrsqWoCz94Pjj9rUSNkqla8GjcFFk5LRJxilEY+aIv0Bi/gGn+gzERl8TYOHDfGGFhHhIWW3tZGS5FDlaVh8Hc0TmhzxBJ11/1hH41xey7FUJh8FPtxdSVJ8kLDbBf+cNXieVBRBjHCLDySNyGogpBMOk5TPk/CUk5ZYWIdhXrJIqNuxsaOL78Xf3jI21poL/A8hYsn/Jx/GbqWcLRHOAmEZVCIxer36MQY8XVI7EY91RNQVFAqZ+W/9M5LY7EX/X9v/Q8Cs/2bXNMRHoiSYJ292FsfLO6VbkT6n9yg+dByeFrLO7H3v4SHpyOPYeuUfEpPYTyrw/jRbF4wcpy86xODL8ZACif2smg+JsULTUB8MidsT8Q3CsHgNRdQYDEnMXFWN8RXy3WiMuT75AdNIvUX4cECBv87Sm79MYP7rHJX9yxJt30JdifKeG8HWmy26Hyyyegn+9KgOkcJM7VVv//zgGJmOLsoqcFDgy9NN+frAmvweSuBuPzQvfiL0urmExPfcrq0aZPrD2vOarj0jz1EnCPNDKCL2gQ3PFJzYrYCNqC3paFgTbr9IYiNw2ViuH6UVLS71JAxBgEWHiUvpMbTS+cI8F6JbE4jmdgFq1JgnzWNr6Hu3YaAKGoKAB2vVhyi1WxnbgbR7v7BsNaCASGKBb3kPzOSzR3Ufobph2uL71Q9AV1/0/PfNEARQaWEayXqYrd4vTDgqoAlEKzjGziehEMSkqD0/9N3Y+3qRSHT8xJfau25l9hIX8wVqK8VNJLniD13Jfnqz1D5JLKDYv/Bk6xcfT8jy9sTuQ55oBqaQtcAbWXuMz2w9NnnhzFGLfkmDAv9KNQngm3Lo3UFxyUF/XUkZU2E/a8+r6RXgY8Xyem1syvK/+IvfYHWDUscivE5C1k4v8QR8EVA+0/ghDQb9EV54CYH6I92tOPB9p0N7XmpfNyFrMTNef35J0aW9pRqP3iLNbKTbnXhP7OBV6EFwXwl9sFud7Jron5B6EibRU+s1A9P1trcbht7obit8X0j4NjJFGW8yHLk/TWD+UYnVvLJ6bQ/bA9O8Zw5H91cm2k67qL9u27oV+hi/zYKIBqVvba+zAjCAipCGUCFC4HmsnrP0FSVn9Dw2z2PzPDcfvHmXrJDknxXTXUcFZcCV1bUBZMyOw+za02HFZaKnvgKDNRi/gbiJMv2gB3AF5FHG/y8cwHY+UOZnA+j79TbmsIrvO1fVL3Z7m9gpq/WqJdcpTQu4Ef8BT2qGLRDGCL+1g2xHjTomq3Mx+YcHS2cTELuZLM/S2+5qzh0hzfhEZszWs5mEGpW1MxaBT95rI/g3sLDOoGclyAinE+rOPVNkoVJVQfc0glZ7Oc9nHaA8Q+lVhunow724D88gdc24hcXsaI1IQ3j3UTUykSkKWFaqrna6VBKgXFUey1x2UEmEa1/mnaZ08emp18XZbXhesD13fMHRd4Z5pBwfCieSxnp6zMxh9Lv/fIu3KjPkzEhGTYSz6souUWciPvkiClzthwY9FZzhSnN8a/XMj0vN/s3I4hkje1LKalz5vjnerxQjqa3Zr1S0olnEr+0GiihCM7qsRSdKRuqN1nf1xMebvVChXQcBXGtHRjsPAGftADtyQrjcD/KtO1G5KO34rOs3HPJjO5I3xBdoOvQzyC42Q2tzsT3LDNbVrZdv/i7iz+uNGdXvsEngb+xF8wrtbNPoGmZeS/ET+QbrC11vcHqBJzZTxIHrzXjc4iNnLsrLXk0ulv4kO5V9k94jpDsxuurie6Qta8qjfVietOlXYr0UiMD065aK/J7/UmLaItBNqeXB4T6CGjXewjyyWLiVpe/9TMk9pLpqJO5dg5uV3KkP1gsjdZTnF/et7nlTtykMA+GREE9kLlMOPdHR/TG55V493/jN6OdCPl0iT2/50+1avBWeCeVWmk/NiTB6spSTyJpi2lawPzVMB/uTMXHDG7pC/tf69naNNxOjoA7GybjFNeoI8x0ypT2oarEZSLUi+Ux+5Yub0xVleFvGf+/ethSF+8PyVMppa1/hGa3cSbZ+1Ne5NFzj7CyhC6P0aBNxP0aUjPa1sHAzBWvFTRg4SwjVR1J++J/OMq+GiyVKcVTYXxpTu6NhW6qcysEkMsjDSNalpFV6hSPvk/TEHuHQRJVTE9elQgaDPkmk5i7WD37bnsDTPuiYlv24GJVGvTJaY0z7+D/3zJkzQKm9maMiL0fdeRWrpqTNscOXvKAEx2PLsiJBUUpshf4OmVogw2jnLipELq7FUe8paG6xRU3x4Ze6qkbDQuMqsFcGPNJ6jHEqdb+S5QxzTg2qhOswSSVWlIneWG6o0B5+7wVjO7jRxH6fB/JZ9q9ccOeX56fLfbrMUGwJ8W/pbuMN+YsUvX9SfiEViRuHytdzynytNFsxHPco6D5WSb8UHdQ0u2o/fki9h4eC39FSwYXVT2AxerI1ilAKQYwoHArHqZRn6Nh4ayfEI/O5r2GMBgGaaEEszfReEvU6DBzamPQXwbavyR8ZjZJoj/BRs7s4dDqrJaFcrFYEvaqI2uyCaNHizVTKA2PbYXuPGtONqQcWWIEbFmOxG3FTPwy1SW4vkiWqIor3M7VDLpr8fShKbO2mLhAM/cLF0ymUJqGfecEGNxJ5v7YwzaPbov0nBSwqn68+/RkgcSuEBi4DwusFKc5kcHn7fL5H23VbPTaP2h3bT1au/SxflEQzpgJkwQ0kNikFysPWQ1R0p9KLzs2YVKsMvrQD/vRoO/DBrO9uHDvhBanwqFNwnQtHafjrxawt526Gur5W5CFm7N26LumTOYwd6zkK0IiLHIWdsiOuI2tVDgnbboYp+GjBaGFrdCeu8c6AMfrAMoYMHMzByXJpYmqXHm62RhbE7phvqpEZxZkXskZif9Nw3S75XtfMwBh1dkX0PqtIB+IH0vs0m0vDZxxNkh0ty8eIi6nWId3up6O+wGXzxQoq2locPrGK5xrFN6Ecw8WgiHil58YSpnP0S1L2k8VFTpZGD4fUg99stZhx5mZJ3SYB8miNo6WAkdcxXcixDzsfHNPzGdKQEOOzX81yHRFdeFbIpNy0i2x1ZckhSuNeKYSB6I6Asqy22ePP1lpLsGQ6GCCCpLECRs3FFNXqqlaSWqjSecOpWB7ZOp6xZBX0kWW8T4UhmNd6z7KOaWdgtlRD57vQmXloZYaqyvK35hN5Hcxpd9j7ZOc8WzCdDZIhTfZuE/RzcYOkbHQsjWVPedZo7Uv28bNonh9hBd7yX2NtA4sxGUbziAwcTZ1ZfGxmjW/R59TSI74up212i6UTncoai8BMsSSCLPXAyy/OzP2gsuLi7hshd8VelDOTxRzc2q+DAGWoYSp3juY5zQ08ZxVqxdnmAjOVBG3WBC1S1pltUhMjeXBkNGa6o1zNE/Gv/TDJ9sRrYdiyyHsyM0sXaroo1pDpeymOd/JgTqlXKv39SERPOiPXAchICGF7TIzKahOitNJmCYJmvlOhsKulxaQQ8/GUNaSWxTTv3yek4Ws9AZI2wojVZVF+EaLbWeozpA1+k0CmfmwqzMBK0SHX5mmdQsMstTeIa7YyGIZvrwJIW6sHZ9AbXGwdeGZuKdPJ4f/jwk5LfhrYR2XNHYumDL2+lHEBplh9ujil9h2tgTBExAugmpapmR+0YD+auL8jPUCRyXy4I0OKZAqcfBiWGt6bBernmhp12CMWizbrAZQIpM52eeiJqUiXrF2bug3v4P34tnGZjLfyajdhdogqm+CwGExMkVLwVHNeu+H0pldpd4fFjm7dhQE/kigM/Te+XBl4lxMdmgNrVkzdmThEkYYLHC5pehFEzq+ytWFf8/hPO/ZInoJmf0S5AZIbI1kimXQprtq6Y/C2vcRrlnDefvKDJnwqOYz5g7Mm8aaTbr2KzxyUA/qIlLftTKZHE4pLus29QBn6UHE/Gy9Nv9SBnoN1Ils+RePhYpj0thUzzGW1F04nz7nEsE4AlhZeo8mMTRo+K+O5w4/TqbIO5qVpDlsXE5dw7lmfVbco0tb7jTEooVAdyeQbu/YAAk+3u9Oq0HsYl23SHrGow8Houj4lbM5UfjALDuk6Zv7RZAjQADr0XiNwiv40otO24k31npMgahkF3GLy3gJwol1Q5FZHl2tAHFxN4/3pihbA5oorJV8O16qRNherIPxUY9Vc9UpX0IJFlIV+r8Myrtje/8K1JLHm9kjYSYNIwDMOwOI2Bwt5wwmfDyGvmLfdG3tzL9Pt+0byq33UJBtJ8YpFvLVVIsA0bH3B4X3/6El8bXZyTf2rm6LA4srCylG3PcS8sgV9mqLVi0mm59A1QxXNqHLgdnteBg1/a0Pb0CwyKJRoUst69AgxIN4sL3b/WLPa4TUq1n5iiB+Gyi4rAmmWtuIHAszVzjSIuTW1IZOa0lvM2BUSIlqfubon2LB+TFrS3paOJVHZNKcnKdr7meE+FFoMt/Isf/ANL4T0pd1PjOCF19d3riWqipMLGsWhea3tYgwKJ5fSYMdPFfkQWiC+1NkLmsnhVqmys0lH9542bJkWBdrcRoiqgAQP04sFpM1NfbbX3k0fL8PszMtrfsm3OUtrxXqNOEblEBeLaHZy/rPRifzc9mcAXul0ruNOnYGcc9UZlrisOTaWTf4+o+LbyttHw4T5UILOdqRlcr6TGgwQc8AmDaaxDsAOU9vr6jgwZp1HZC1adkg085LE3SkKlk2Ckc6T42i4hUPk2jwCCWiNykt1ZMOsJGB+tX2g2X9H/+V45f1wG9gxKDGLX6IgGG9PDzRnyjrsZH9cwgocrLT5/k7LKT03bLQRxnqSkQn+eSgmPAIbcxVOjpfrWua7M/znE9fWhpKoHxRgb+qg5a8yHGZJGV5SD9MCZI983Y97U+Dxu7kO42EOnft17XdBK3ccD7hHGfADG8Ki+NEql7HBJwVwehNo1aMPi49FZOGoMlzLZpWpbE9dJEj/bCGSDVg6AMtfHcgMsM8f7wCVacXeWBrGFre1u1VFmHATaw9X2rK+xjzdTlDw6be6ScRXIzXLsO4X1QsMmBUw4UNzoqWn0AIb+aE0ICRV0Sp3MlkKVQ39kDTEXPaEEqnOiGDb2bfFHbMBd9tn2eA1NXDmMEet2D4/9gfei9fDL0fdcfBSoqnxuVB+73/66bQZcUCfPHnEPPM+V6g+ChuBu/j68UBupI/BcL+fZR27b8gdduxjbd9Od9z88EnLaLTnxt6kLghRf2NroHxvnEntqL6Mm47x5RpmMjv+zl4x7JvDbDfInpwhGdxdC9lw2OEhOjiAnUNsO7Ufuy9cNXCFv3jXylTDnjHOjYyYGaFDZXbzQXPkYlqOu64xZDCNEhwJLNH5dlKPL/Q1geFitTnTvDUlLfu/dSRKGA2+uK2uP5FJBL1Ra0L71gKZtp3gVbHAoYfmtYuAiOTVXB+a6Jooxs2LBG/565yzj0Cq9QNhLlIR+KQcjSIUU2W5e35+1G+Lcy+8EY7NH5Vcop9lm9y5qNrEiv1Df+bk+0UDkBNxbmU9CnecaBIfArTLHVn3ohQtebSs0LB2ag/Jt+JhQ65hgiqzoQwcNXa0gsSX+fKQkk2gOQ1tir8c5SEJTuAQIq1oeMWtb3ia9JJxwLoe91qOFcfBq/VTD/WrJLqjpvUR8+7HRRNHPhZqGDaqRxbPzsFXoVausBFPj7q1cWd1eLO9L179eEXyzsNr6xPLv36Njr3TktzQpydPlN8iR9z4krCVcsZzAUDIkaZmikkoIh9gCXV1Q7A53THaQhix0aFSPlxJ/Uk/6PZvUJq5gDHBLFAk5zuZWIlrJOG5Pt9JLVnOed0sR+mODI1Hi5X1pd5mwareUs3lCXabfhc+Q2LGvx/i3vVUIjTJpWDy/VxPTsaorSlFi54UuCTVy58N91bGXMqtPM/sV7PPMi/MbIdcxjE7OGQoriK5NJ4t8fCbmJomLf6bwZSEzdK3/ZX5pUdO+2aIAYSLgZ0WfAc31D4/O9AJiSTFkGZAlNqM7p2efgqNGvBvegkRiqUxF0I3wMuw16z0TbxUuK947NFyG2edidoAPUBa1ABozGwEvPBpnrazijy7WhDwt0DYbeR76/es18MKwmnejxlkowEYN3ACNp6iUVN00PfGqSS434v+Ma6wgeXVkgIEqZNuUwCq5CZvDJh9sLU9czqPBv68m1bzEi7kucbiYzPVCkf2pBqprzV5LNSEn0/ZfL/NvAibQ9UdQaFwdy7086vgcOoLwmg9NQytJS2vRes8Aaa0lszRX/c1Ct9nrGpgwH3kVraFE1uDsRsK89GTySqOG2gZX7Kv7Dl7H3123YCdpPr1AdbiTwBJvTAesltjN2X1pmpU12ntQa1wlY2CfT4yXr1Gc2bRXGO/QnoG2WZyU3MjjsAndaHcO8DFT7vArDCK8rVTHUMPgqLa5dV+2w31f1MBnzqF++5MZ04crnhA0aazzC6m0oxfRcFZzG3zGSCGi++AYMOuw+PvN7yuJfYtn6Wjtr05MJoW6bjdNJdEWR80r0NMBQMOZcMihEar9+6IjnXTHd8W288Ae1OuW8LI13i4VcSnGLZFxNbWjgSd5WMI3komjnCykv20M9BclnJbjFMuwnnpacbqnOVMdbn1TD6du/H9eGSblSXO3IO7P7vd6joUmdQGWdzigwsA+PmfGE6juSQtGpCmhQD1Uvbsc0qHmP4eO28abU1XexBi/2sjPP1t/uF4OXxUT8+XPvP32uYOM8PI+fFUuCKDm/Qcru2hJmgB5cx7mEXExxDvXu9ZGiVxQKRfdGPYJFRSfdIW4vuthGYKcWduTvMFyqZ9xGVHZrRSS2VKMpjoC5XlMxNvE1NOxuAflKxj6VGWnKTf+15flZ184TJwYhlrPCnfmuquGbinVz7+x3LHErllVmTY84mLg0bo2Sh4x7d562VwvXXhsHoPsFnPSw2qnRJscpY61WFnFrzMndU2U322iGTrQ8Jxp9dcWDvhjiNDm8L50oOsGXWVq1aRUXA+SLU+ShfHReabbR4BnGb1+AlIc95n+f+MwIMfpC9bHIl72hNjm/bjE2HPpyDdjhBTqU11ydwUpSzR5JYk8I3hxiPPizen2iJQDZnOUqa0wPMBVl4ruXYHOYeHLKd19TTi77IwPPkWNR9EahmfZjtKd5iSVRs/JZik22kWCGlT7E7PAKArP6d0Mkak3tk2D8lpPRvYbdWjruToDcoBmsIit5uGlNnMdAiK5ydGWBckaegZnldGbVkkNi7P1NfMMztjwMfr7Q9b++HlSRn10j+Q2Dru99bjyrgKl/n8HT6gfxCiLnObSklk8Mar3UK7PKFuoJXVZ2m925EnHwV6kUo26B+rgeGdAU8hZKKxI2BCRTMaapuuEndTLhtCjF2jyKR/PL/kTS7PIepruXMStL6uj9FQEZjHBPtzXVO3gwf81T1zWUgaNpS8rOxYeGsIJP7+zxO4qgOA/D9OcF3yIYkVwK4cAe2VKe2s5MqkH9wu4NWv2Ojem44tq+yqp/HkC0vxSHIjAsdfsVmHN+U1lIDfoohVGRw8ZCduOD6ND8cueHRsM+T4c3xF/MzaaWSlq3mxAmk0zWEJYwxP3Y81Cn5B1eoHBF1T4S2aew8+DRvr7RTgitkC4z2yKDQGpAmUD2JjtLGTEkWtV3rv/gdb7Tv+qSGnnGjrnp9Q7Tzs/4Na2uQvI56TtTaIbe7GHnos93zzn89xcVYaAB1ub0Eoh9tT7veSerpyAG8V4d1aHhsB7A7QoIODQjQlOoHDfy6aYfehsr3Cy5EDR7NOanmJ/pQlWG3MXV+43zv3+1ZRLni20dbhAISsu/P5rofq++YbTlJ+1hTGka5XUBgmzEOV/zvDorSbdm0VOUNsoulvLftglVXj9fL4NPdkCXvppLMKcFqKZm4fijQVDKR4hszndu60t9X7YRvHldOssrZpOhjhul1tQdVvznRaLNpzex7flup4w/FFn/tJ8HMtWmzg40dQej38dYovPpV05teUCd/ngJLICgTtZ5nYZcU9K8+z1SxxVBEx5YEVExLLVQTloA6/0uUUzFYIt6MEnLJxVSulL2TG9CqWx7zbbS+F7TmZVz0OhldaBWMJvYtXvDwfHJ4+NaFbaNC9oseZJ3Rqte1rL3kzS3AMbl5+5THA4o4Z+rHMoS5O+AfFRLg4Uw98b6K2/+UwrV0+TjRIuHo4Hwek4oiHlSvNBRiI23OkvI6EfSk27P62TZOKRTt2yiU+Hr15UkyD/avwDf9O8hVzjcqNByMrJ+n3sV4jzkpjuTrcUHbfihvuk8TraBE4cUaucK7oZkbtSNvn33zjLUpW4Q+8roTW7J/HYbrGQVc5okp54pH0IsPoz1AjQrT9BtxQmP578XgLEAlMvz4k5qzVKgCiMcuAo8v/YLtJrb+HkyvjAMp1o69U4D6La16J7bN2uXQpzeQiOG/T/OFcT8Rf9Z1H2nD3PKQlHq3p+8C+0lz9pc/2LDvvWOM3DNKjtKfywxruY8lBjMgGs3jRPG+fX4t7i24Fhuw2zF7n4suNH9BVD0muu9j38aav8kNdN1lOEE9fO4qBjYzFqLWJZRPDyVHjsR79Rwq5bEyi+lG5gb9Px2QlFa8jdFOZKT7w48dXnV7YiKf5jWwyjdoaZXDvXtjTny7kmRZQHxjnY9qYxve8a7e9u/b3GjPZD0Yg0Yzze58xkzxTo2ph7Oi2eiN3N2/b0DsB/9TGFYOzIefQPEPW7tf2oHPLdSg8jaC/YxHi2iu10/uQeFivjtjpthksuyNyfFvLQ6EYnA/LC7i4Z41ZhvhSOLfTyLO56jT6rBndPjAfIn8Xwg+KMcdXbhfHtXAfkGA38ynUUvirfVKXKLf+vYmVvcKL9wucoV7Bo4q+wbHaP/5/fauzDC7x2MvxO+heFdlsk73ywjQv1QeN5Pa3WHqM3dIdH3bLYOVDan9li1UDiTgPwi7Ax17ZwBu5sYGaEEGZSnXf8/bw+YixvARPmcBJqY6L4bO8EaU8eorS2cw5HGK354mYguV15PNPpiWtCkL8lGNf4Yuhx9sfO+3WKExTp4gsHcWRRXUiJqa2cTI5k5ykoyNRCJQ4i708tp7bKBnXstZonfKWN9NcTECVZF4Fe5GXEhomwKw8CIXk/+4eJSg3+1Eqp5CMxHWYs0YWfFjDmTxYA/Uh+AiUucwGiVYI9f01bqv5IVBFyou8aDaCyDw4RKFsfeOtX67o9zfTf6iB/UWMFJtGLFPR69NtpvPE7NQJAja9nbmS4Q4okHut2QcCManLS7DCBc/ALsXsZcIDvw2IHD1JmNkH+ZIcFqAsZj70QU18sgVOJXInGwGXJoCYAYdDRev93r9qHRqErCAaeXjmxrOERqE1rgZxxcL2sujzwEi+JIAm6CLkT2iAKx2Vg4EvFUA7Bsq9sZ3WLhKWLLVIY1/czgeDAScyAbhG6408biBk4f6SX5+May1rxPWQ71J7fPjr5JB0RojGPEXdRULLSBkoRhsTaCRk5I3+KuUJzXKJlk8K4oeGkzJeFxdriydK9ckAPpUFnxTg7qSLwM90C3nNxEcAdhJl1C6hEpTdj1M33F7GihpYmUIGZ2kYwOe0Y3Oxq3X/Hd9Yd5hEAUo9OsRXJ+ETK8HZ/Xh1w+3l7qiCrWnkEvLPZUncP/xRH8polPvQyBXILhDY3jgVYcMOLoYlujnkI+lcmJ1CzenLVxfOVtfRRK2NxMoKFMS8FIDfhTZ6+2SQHTQxe7eGt0C3EA550af0TzthZTkzqPohYu/7ukAybggSqCJl03kILHVYj75WZL4TWeAPYLI/4CV+tc4tSzYS1fqLPVgDwp8HQlhp4uWnP6bpMQEdUgSRFcy+TqQbKKow381fktK3APDpLfj0ALGjbtIQD4hlAOtGppCZ5fq9K9YsALEMYLtincxU1zTfJN8c3ywfNS37G3cW+wLJOgkoa8MBNEKzeAjkJXBkX50I379rli9pXp0tFp8uRgXbVygKgQyvNZU7DvAaHzuT2GrqswfWvGhhgx4CBb/Hw71Tv9y6Ne9+W0RuYyxs3x1ZQU6uo9h/O2k+KphFxiKVMiPBQ1F0xJ+WV2ifVvufudqDq1cvHFIrw1HK3UqQ/Y1gC3cKasNlEISLLDWmkQ3kWfDEFhHx61AEp0DhnwXFZpxls7uBrwwE0mwgsNSB1s3wL6DItcht9xWyuYj4qex0dDvFHbFnqUwKCfMwzDwQDKESyRwyTDzEUxW9Twp443BOJFfKkzKLsENE7muYEMZ+IRGeHN0R9n/pLDH5yl8K/3dun6mdg4G8LH4SlLVEXKcuoE6awvd7qB9cA3StXbZh2Qlw5uQ68+51G1HjTcLk2+iYDmp6o1khYiaUw36tJTHvCfd6uXbmMDNHNy9434WRrYgSbZCbirDBxr2WoHIb4ZLgRoHsZt4X6A+ei/r/cM8gXPXmqOPhNHjdROuPdtxXZZSc9QAIBhzHfQ8Vv9y+ah8RCpamiDLdbUXcYT1MYXJF15FsT+CvWHJ+wQB25S/tvPgS646R/UDGabP3/WtpeGjuhXa2VQq4CyDD4QLrlEWy4wq+odYWchFPSjn4yoY23JMkjNpjCfmJdCNf28kItmTOOYRd6211T9tPM9Zw9tqm3SXfrZiSh/V/o/7dzGZwO/S5tYXjKn+nEfq1i/vc5BBjz4o8Ck8KEMHyqiKkvL3yJ43ig8ZqpqLbQfaJSzyR2kK+rPJoj/d4T3iynmmrqlqnwu6M0i/uDilv8L/J4axubE6qO8Jck704Hb0IElGD2BNggp0eyu9tgu4D5OwBI2h6cwG4VZiJZTOAb6jrq6jyLAvKYKaOrpPti2Z+nf0OhSWassgCQrkmgNUMJ/YzMHkIlK9qM1IIYK+Q/irU996RrNBlyKFshDI1xMwvtPrWb+uzKhZ8YLqDHKYbFzrlVv33i77QqJd1YHYBsZ5PtEbcC7q+tV6OM0ynYaqntWu918/5Wo4P9OWgsJk05q3UE00B1awDK/bY4jZotYSb5mqvioyV0RFTc4Uh3LE7jKHIDvybTK48zMP1FZRpbuT5Zqg6YvGdMYj+grdsrbm8Ppz0jSmvds8AU7C3N50NeVy5Mvt4crW9W8NK+w4BvFWAP5wFbwvg9QHW7YH57mwwMjLTW66+jbGogwCf/uGu5Qkkk779sueoWjQIO2ZeXIOZJ0UUkb5ttHHBA7w4hruWT6CM+nbXMWfVYsPYX/PQoFbiUxbUlYgnV9Pl2bfxNsADANewzTef86JfgsRPNeTts6flA2xXrux4AMkSaWcOKufytU7GZ3vRVIpbUrZpua5Zpd9Lu5e+RxkPlkamn0YwpgJ9R/zlRB57co9YzM+ywR9D9LuJ42f+MhRhpW5xf582bLb/M9FhCUf7hXeuP9/uwbd7gww/UryO30rihah2VcCWElpEg2YV8AIA8mrs5sjZq0qN3q3Ci/HWAV7RgtcH2F8Pw0vvhFaZGbqeX2vjOarKq7/mZv2ZtJP6FoDgFYH+hiITCFHWTr5tfGv65viqPmT3FF/HVDt4Y2G92YP+Di0fMoASnNixxUtdDCshCeBee/zbKCD4QucZkxENlqfnR3PzUh5yGNZJF7TtZv+RWOj4kE3cLRPTVVffFLRY+vJi4PipZDLT5PK9AHvfNHtG6bFwbfMrFcSEjrW+HN49dijoqOXqJnobr/CbBp5pVLp1czyQONykcKShoIC4NnBHllM7Gc92/8Bqnv28NLWf5t7ngx80iFJvORQ07L6nWtKnDCJzgy1b5/LU88JXVzmPsytKorhAMnlDzoFkRZ0cqep27IsnFxKAEFUBYJglx/QLUARO/NP8f+IQzpiuKqOAoZx0gBkxOQIwpj081HQwIIQeKDB4p2Gi0hvAU8oPFzXAAzUX+mGj9Xjh8Z5jR16SgPW44mgbOo3HlNRqE6LKT1ggRJvkqTO9gJzXLLu6XS/yp1fbUu3d7KmEknuO2pQxtQaMV9bLsrb25HvTlDXSCt10HXQHYdmDpDzAdm+RSOuHkgpEb8LWJ/MRmupaVYCH3Nftytq3r0xux7dyPB4SlkKffmboAWJtF2qKqYXaX3VD/aylEOwW32tDcn58azW7rVq2kbKylxjzMeYrmpAvT7zer+15Y+oFy/JtcwEpshvD453w1ubrFVkcuN2jt8w+PZr+oSNqixSzj6zch9qW0yDeRqGzYVWbMJdevZReUm7L3uAjXf89Tcqml8b8wsj7sgKA7xGjBkWGnvw9sk0dkoV91+PiLI9l+JDYOqQN27off99YlDhQJLsAkSHZuGFGi31bm/KsLqbJ8FNSyHNVwEQZBOyIB/e9LTIcejxw+hJf7NvalA/RUds/qSHMbzcQGW99NjE0TU6yb70pz43uUW3DsR9/Lrnm6hcJ6M/LPxfazxvZ3e/xGuWSGQkr3HiOIPRT38QcUpD4mZpn4VJadGvBHw8d2lxxRIwKX5nci60qKObStX5Zjy3sGqyqJ59X6HZlssXhd7UgoJNXbsjH6eccQ8v1G4BMlrIo6PA43K7R1jIsyvjxSMFmWK2Ye8v7Be6TnkvLWlLqqpoqLI8SR2wzHV1bg6sTIOBfX4nBLwW6Jw/9VvKo+BI+3TePm7fY1eI0h0KGwxl45J0A2J4SR8f4ExhzZDcPllycRikwUCbIYCRb3kcmSeBjR4E0EjOyOJCsvSNyzNDpwL9PLzfeP+vQAu2JAPj4EZOYHTcE4RBDfsAvaKLC4JgD8uH6m8So7N3L694XSy1+Ei8byuWl78vPt2V2q4u9VKPXTG2l9zw47aPMwfv58flBeIj4HJiHlTS2eh8OBPTCLnzENBeB2T9M5LTp4SIr97w3rG7C16AfKQA/A2w+HK9eUW2vWkuzy0ntPH2f4XnaNsbUQd9DEkXMixxan0sxEUVeDah3Z0vRuiprGhsZ7nZ8BGCi02/wrwgRmcVLnhO/9I6I3iZlwMoH5j0DS7Ng8SW7oV8/KI3wQsHp/dJxb194it/clInynCIezMru7BtBnUz8XqDjHhsv+oUPhEhCAoIVk8w/F14Bg/F1zDs0cn7JKZ3hmuNESJ5MBcngoSakPFjHhb7B5djzj7j5vG34j/bY0fydvR9TbZkEB/YHrr1L3mNtJGf+cx+rHPc5UYytyIcxttf0ck7LW+Hkz+BjIprUMFqApykpQqOW40xoeMxX1DeAZd6ydNnkFQSnlwC9xZs/3RhT8+GfJ6sYh3jPxPp8KqfVc5oQL18f6AmYps4HiU8IDj5SOniUoTcY4VN8tOUO8+EnMiEgYk3+XnxYJg4w0elh524jJs3iozTDzWs9kU6F5rC1VsO6cOB6Q5vrJ8xLyn+05WQW/3w7nYA1tHofDOv9+Vf54BOerfRo47TBNJZAuo5qn2bjRgFeCeDtWfBWAH4/gP1Dt/hATmrxwBAACygdPtB/wjAfMMGI7MU8NA8xhALJac94ICfMA/mKMoWvN2Uafx0ToADDWvZUf3o2PkkU8S2eMIYrokTxh24sqU7zkScG5EwR2nxQitBmelEBMtJlKLxwPD5jKRHnMxc5FAOGsy9cj89kciJcRiPMRQ9SwvzyaBZ0bOhjOYimQJ1Vas636rYUvSWn4jGjvHi3UbIXkwLSXjpKOjr+4FumAJ17R4/yZQH60WF9kyWWfZh9e/tafftyG7o089Z3b+7OOzdPbpTnWbCc2e0FleLd6r7pD/H0+cbbtpx3icA31sfp6E1oeknLTcxeZsh1B/IAaK5IIE9IW6egmYmnzpgtk8tfknQSJZFR7AB6QuCp+EToF3U41crswoOmHUYzbEehxbp9NqJugri2rI98khMg/c+ImMAi+sQEFlk8LNN9iEhJb74LdRcvLRjoyD+eOchWmoon9ocvhsPnqMQHovWh52/grT43H4BHGVklYnvGxK0nosLGWrW57lPUmkkupuq7434KCrUDv7Zc51m+xL5ZO9QTPemG2vpulyxufnaimu1pYfVZR3x4wnR9DgN2zD/xGlFmE6WAQbTMBfsJvVjBuDN4L6g6xTIJm7VYuYOoMCKGulmBuzN+L14zOM03Ro3R8CgzWgwl/dMXRE/EnwQTXZsG+OSXsLfHMclIGQHFprToAaeZjoVtc/76djXhazL/mXcwceui7P0Jwr5LUUr6sK/JXOb7oxKj2A80S6ir6YAuAm8fet0CnUtUB7Bu7b9eo3/B642BqO/5/fr5GcymELg5MycrVDFt4KR8zsRZY0begY2p9LPvd3JtWEDEx8p+MZztF4Fl/aK3lF9kAH/7qHm+KIRk+bwXhZbz40iwCiD0JCCcKcDuhc9rr8EDn5/GzAMp1f5h+nxeF2lhWjcS/RSbFdSOheDmAV4d4C1b8PYAXgUg8jAC3gByyrzWRadvBXcirQWIAg8Y0T7wvylWbYryaoDo9IETaS1AFHjgc5zXXXxL+qb4VvOt4Sv6uOcu9B0O+qqsCoArtUhN2LgnNMR3kruKLjGCVG74qxmFH//Al9yGALjyiyQFAI+EoMp2lRGi/ZxCDDCPleDVXqbNwzE14QkY9h8nwWu8RAqCPf5WRr3G9+lP5YxX0fZC+7YJ+1pAxoA0gvVcO8xlie5KkBh0ISVZBhJ+GBLaHIJO7OdVWGHMazEmJUD0mgf+83maMYDU6jHXstZ/vgC/zaBEa/GAcYHtVoozMlD034WNl6VnshvMrvkytBYqkwwLPfCJy88K8RJLf5omYsHUppYaSJ8xddIt5MTyPBU8c0VgVQbnFBkV2qaX3GhB0Bd/wQAxgQ7tgiAkdUCQ58NZKYmpwSf0N7LaFstWwYHA8g3bbYgp+NKiEDgx6Xi8hZvd0c4KaQ2CyZeHVitK29R/+2GNrc6K5mPb/WgDEHhfumgR3dQlJcvRzk7u9Za8KIESDpVDjhdO9KKhoW8wLayqTKHyLCPbxbsrHs7vCtF7hcI2j9IgPDWoG/Q+FHtHHv0gWA5hLZbCFMdRPTHFk+5v5ko84LZsJjbNEQ9fhO3GeEUpMVKEWaI8ddlk2sT1mG5FspLxaMHslAvmI5UiMrKZM3Yhqbl1bnCQyAotfJqq1wHkU0IVs+vkzOzAkpi7RrZcTPt+/gRGCmavCe1Ble9ghn0lY9gU3+EVFLQb+bWQLPZYlsw3c5RrJc87kouvpIdGvAKeiWa1sW02eDOPqNg+Aj2lIhfwVZOpk5n1cvWVGQ7cS7kh4/fVzt4zusoLa9XjzKY4lkjhArHF+7jFFApts3y0CGkMstNTjHstUhFPOOmcsUuT2NpQ4mUImlDU8StnmEgZ6rGflMSZ2Dr72LcpuvZFSO6SxkXygj7xRAcSTQL/KkhsMLeINQIpSXMliO0Ee16WhUOUs62XOuBbRjAX515BMTAb8POJLz/Jnq500aLur7BdC9bJ2XHE02dwgPu7ZZrq693+qlbVFh/TWxKLy+Pged5v48KJ4QaBpIQUBHw1SGhYBp73n5o1Mrr6Kq0B6vbU3myvUjYGXtWDqBv7KXUqdlifTwMdlg9n+tLWJz8xDZO9LJ5llQkVuZVYx0HJg8LQo4j3VoxJZ5dvHRt/OZaJ3wq6i1ckHzBc2a7OsXtLTAfblXv23aasMWE9rpCpkrOJZs+m0tD1qq6mLdxZdjLiv/6kPjjFxn7hj2RmwDqbuJHu5YJFlRweCbLoK5UFuLJNFNv8niJgRqgEpXL/T3knfNzPz7wbZVBww9Mgl14zWdbdF/jy3gnLJt/1C2bR+8T5p/x8yoJKL6SnghipzKq8CqpXRaoKtiqnD8/i3XwDSszPx+lwSjlBhuVybB53KtQk9gctdi7Es5lKEZ1dRSvMjTnX8wtHdmfQqprNtoVSE7EHLqB7fy9VfdZqNd/rIuOfAzghGb5LZPTwfo9y5KO/53DC/M/GL4jbJ++K5uPwDnF6kXz/H7xJIYeD/8vnsCx4NPr2Xee2PRG3zC89OS3MiTsQbzcI9bAM40FSc/xpwmB/2Qi87XvCwwb1iNbJPSX9dJDriDUmAoYyTIzP7QUxXxwlmF6ZLFZkEgS1ae+v/lgS22Yr7V5J6UPWrGq/if1C/QJSSYPhrGhUrszrHoELLGtIiqgi9VOxjanIHx/04Dxirwx62vWfyoAep/zInnVb8XBquL1Uo5pCq+2RLXkcjFRmOyxFQYYjNJTYRXaRdp+pVTLR3Ic9VGbiYgBpIVoNGpWCqBeaaNqllLeAbxUGUmYZzjymDwi5t2yF4T0isjiuY1cJDnuvjznNtqpqKE1GiB6/r8ULHbGUTa5GPSUM4W7Zto0U8BekcsdlZkvE8ipwO8l3QNrPl812vd0pHQswzA3NNXY44Uht2FaAQB3sxfDDzSVqn41ZlSKweZxqt5V6xieT8bLHRsvyC0iRMrXGnEPSf9iyLBbMymrp4nfqURyjIqlhbrX1PPTIMWUgGF0xIzKseu09Z3Qu8ZWz6zPr6RfDGy9csMr4/eDEfAZA0jsNFEQjHGrnQy0xJHo+MSktJf3Mhb/vfCGrD7r+c4asjIE9CV1l/3R4YlE0l4r2UN89DqCNo3824HMUGB2T9OpPCQSpaGJfa/z5k1QQeYDRXez3YQHv6F8jgqpou5C+vEwc3W1zL60v3+1Shk2FYpYzxhMJc+Kf+fg6OSE85Dr+ulMYFZLO9FhimuiTsJHz9ZD75x6z/nSl9F3ifUBumsv9voUzX697Ahsw5KqcqMJB7wM5gFTGSfPCiDpf/3xEtO2J14qoZFYqHDtFtR1nYGMp/bE7PfylLI55l3ByqUYcwNnNI+aow8k4VXuEPmT9+9VO5VfUOajTiQ1QJuJ6nNqiEclz12cuq6FnW3e8oPxNLd7Qmh4v9XFvi2w/v/T8Wk3r+cUwxfbDk+njRZwLX7G2tM/OpjWwBNADTQtbI0s5gO0XYkx+SNfBBhGQx1X4G4uIeD7BRDqdhiHf0SG80owGjrtl3SNmyMYL7P9Cb3GasKfArS3Ucn5cDp6lEPtf5nsqD8XdMH/hVTF7/lUxt/58AT1nxVkI7U7K/CkEcJ0BMoVLqIGZWvPYO3ov6ZPAbHRTXz/+Ed2V3Ded5VFV25GG9DRj1iKNe4evyrfquB4Tmz1yfiJmqJgDWILncwA+dRqf/+lAOuaBzPJIp9PRkvV2O9+WSuEoS14JAdUk0AO7v4Skw5u2zKtBM0mLswpL0Npfjrp+hpRTHIjWl0QzM/39uYUbbrC0LwKsqcJEf2rbW9Ks7KazOKDHq1fuqST1jFx+6FQGgHHRKdJWGlt3KCcD7huIavuswot+Im56j+Cq3GCbaZU+A72pV5v9AbUVA0pycMrjhRZdXKWzIopCGNoJB4lRGibd5EGptT51EZ/YH79DMCCo/RQ/5dXb5wzTGW1jqSd4FRsJic0zOX6o/PlnXzFPn9/1OSo+sJbgyoj5sRM4Vu+TLW8Dod98ye1cKMi9gDEj5F97ovJTSI3vFRBZ0iM5WIsdd1wkOLQ2kU9Gh8FWvlWZ31XrJHydYTJjUn6fk00ETgaYMSG8tXoZoJYMza6LOUGWSn2un8997T59qEFHn5iKTxk6xYPrHayQD95Zw9L+ZyqmFANdmTcHsejxR0aS5k8am2Jt/4WYc9dTRbqpgmo1GTTXgzbUMxnQT7kWdGVaoh48kISAXshOQ7ZM+b4jQ+ZvP7bgUrnNIxtuK1oQrXrwV72on7la303bPHMCq39kidX+BalYizVKcFggHhslCbQ35QWyP/VFH7tBcA+s6V9iYUWYbpqTFT7DMIHZCl6Igeap0KQRAtf0rASvKkaJY6q03W8lwxWDfPWEXgIRn9vy7w8T2IEUeTmkp1deLZ8/gkp0ccGA89w5JYKuT+FQhUJxhnvoClp+SIQFnndWIYVnRVoowx8s8gqxKiSvlvub8A7irU4hq923gpQvf1eZj09+Wo5v3bBL+pIFyJc+v2AlOQdxdDq8/D1AW840LE4X+u0OEoNMYo2Hk/GDYsEBrD1CQvLRaR7aUu6CunIuPDojTow50nfR9t65oFIyG9KSgwbc3pDx+umudBCs0q1n8n3ICxftDLkC68oVa6jkZKy8oqLNttPhqrTrxqJJd/HSKu82D+2rvWjILFVVU6g6uzAlWGnGfxp4ufUENVVBPZe4wZuIa+N8xhevaWLq0ZcP7G2u2+MrYML1OZphljcHdVJ3COhgQHFYiwj4pHd17s3JtVuBy5uZpt81c45ZtlwZX4P6DMy9PvZIewICHilEeXtTYfSAqqSvOCWLfWfqNrulYuTMJfKnL4j3GA9VGNeXY+Qb5gNw7dVPEu1xH0suzEJvlyKdOt8y+F3cfCVv59p7Wl2K202n1vQ83YvMPmH1bPU0fBeDzlelEeR8jvZoW3Or1aTerL/SAKquKAibOkwsAQ1FzgJx8KhMs0idTdTHa1sqlNN4s+Rl4R/SaQT6wWDXBwISg2sN+M/xUXUXuK9MikSgfNLVwZE8Jm9Z6jmuGGAUZGqWPzpbXrAwHwP3rTvZmfONtMWVSB2hwZkBi/nH8Q24zF8lVy5Jeu6jERoCXGIIzCcPPU/TOjbyqhhijbeCGJY89X1CgtjaF5GfaMaxKR/TEGn8XRwEYFkCzhAwMzWBmOv1GUPDj+g8XrKJuHMxeuH4U8e/cnMSsbKfUUpVPSDc0VcZh+sZcozD9w12S1Nl9tUnixTL808Ogs/um+ME0koM91DAGlvIb0OBRxYu6xDvxiC4Y/zwT5dq+8BxJNrhdWcEm1VeNttT6MEcx+SJLE5yO7MG4aMqggzyRwy15ouTgbe1kUG+qQ75P+GCuJLxWCTjKGLzyBcE3eGo5QW6Mhfc42RAISO85M95HECAVZJVWmBzpGYmsj+H84pFEAa/h0a7yt/KaXAdze6QR4Clb9HGd3hnPnt4uCrS5msxEDfrUJJfNV7P4RgbzdhJkyPBTewfRlyOMqf9hgRpsxXrB5n8GM7YqZK2Fj2jWD0hE1mnkG/9gQ2v89I6g7tyRY0CN39VHFIUt+2crbnpzf2emegYnREHpVzKN4jUTSUAEp0/oNpgSXP4dbEh5bIzqJfnaS0NhLK/tTaYZtYxsGfq9nUyB2k9+7O8XIWw9cWNWp8CSbUxawQYNmedNZAxM5klCLdXkzrlo5/pFA0hUaQuJWQ4SWjKlM9PqCHJ4dyQToGcbvXFywrVTt0/yZEp+qcIhbzLlC+1or/Z267mfvcSq80FNvcGOBpC5k67IBrizCrMmxcYjw7M9k/3vwuxcLvea5hhty5S0UBKWzfM+dYcNu2DfsyR3u2wOLLatnjA7he6S4jtn/1CIeu2z3Vjze0XuXqauqpIGUi0gjbF6cEKXt2vvXEe3v1uWw+3V3vilr/yKcZNfeoBiZC2ugAxfX2ADDOItm1TME3HME9/m4pE70LaBSojbMml5mGwwgDAFQqzpJd/02BSE4IFxnYW99Wq3vwpewW5kivazRIOUO+n67HgSjHITtenIiSazJW3+7j/gKnk9RYGSy7xN6PK6wLQy8KTjLMysMFi7sVklCTFM1AtAJzvs8tGr3RFWuxTLm/x0PqyG5kFh6COWtzxA72DZsarCILQwCA6HXsYUF1f8XgoQgq61dPqYnxwXtNOIqS9xyd/w08yQ6t/mJTG3L92xJRWiS9B9vIUslVRXNRJVW0mMR0umqJ1S6Spk2F821y2JJyWJRyFETEiz71iywkd6zjkIrIrztLLFkXgYD3I0/h/XM5t0Z/WTvBVOe0PAQHT14SiekPa2jOjdjBYsFb2sJgeprcLFNY80n3B7r5SgPmLmJ68XyLMo4Fxi5xn1q33XKanz4jrcHFCRPU9qfRVKGq/IjWOytnDbNcbuUzwhBVJcwfdCCd7q6HhMliLmxqrZB/T4XZetrx6I2w2BRXT/5QdGrbc0rMtKwffCdxx821GSa01VeUViz9ygYzHnaEsxbn1woByWrNT3YCbAEJtTwFw27EBuBW4cUkagK8Pos8VUkU/UFBmXHWn8IGlCesvx9RM6m47HbxFCVWch32T9sEphG1sETdN+wJGZ/gNGUADXocmusD8AJ4h50H63XiNd3CDP8EuuWc6MjEdXefr839IRgGIsW1C1KX7AMqvu9Rp+3l+0NaFikdKi1mwz/fYDb9kym+4lgCa/1Eigeh4rNFu2i8CqQUQ4bH+LtlISO5pa29img7iEs+glotO5Cris0Q4pSH/HS4QjftEsQXFMoHjXYUlkvQiZeDNqndZVqzjz23abW+52xqMdtx+mZeoDcPlVRVhPgvkKjIl1wLoAaqRnCTYrYWPlYSa6bU7g/4vi0lVZZY3+ACpa0g0ziH5Ic5q/YuC+AkSyLl6m+SPhvheNm+U4EkP3r8PA4njrjymGLCPB5/jzpKONZj7U9LG+ezc97KXp7I243oCf3JsVQlz5byQ09/muU5h4M8j6QTqRpm4XNXHcCjxRJ6w5O4L/iDBEtA30GFNGzSFUdhetfZ7vqGpDqk0ucIkPJkwrJH5G4ySmySqDBTBL+mqAdLf6ywiQZ73p5BTiUkSVrEE2q6gxKXRg1Y74ic3ejMZ3QU6b1E7PIX1vr9Ze2D9q9/EoQTqzcAkh6dMrSjGEBr9ku44BfTbmqsk1M/dRAZOnkSvVPzNPdZ0675BzUWdLuEbBRGBBjfcyTXonhushLjMsUJ29WLMlGyPBoRMoDxyqvgIYPIzdUraEvgIXvfgour76xy+dGW869Y1BsbQHI6juNP7SS3B8unS/ruSJXbB8CoPxOaa9LapIUjgfICOvTewMAG/wZP4B9SwPu8djPibwlonuPeelme654/8mSzAzpss8L9ThGOcb0EtAPYlW0v/KPzQs6y69qtWr6rzJ7Y8lvq9hvqqUNof/gKU5cKzou9SjRERw2UlHHVaBhQlgZZS+JL/KnkZA/2s9WBf49Q1ylgjVwQaMTJgV0BjTsAnsTc5mnaZBr/KPXJBzFKmky9CLBdbpt9tlE32JPMInhThR055ozKOHbaMTSnuyb6f56HkW9y/wfofn/rHK73ae9HWktS/gS8eVhD1VNZmM+nUnFj1p4rjBm4rHbRJJODthnbyghD1mn57AeF3SDM6c2c2+wEyO/e+eLVBKEjX6/b6YxtH9B1hcDuJXHEJ+z0bszurlRFKZarOqT8ez55VsYPUeS7UxDNeoz/cqxyJ1gRGvGYew2FZ+Ouh6HYYDPXSRtFHdZ8V21ipYf43nwzMFn+cvXmdh+uaMd0u1MuUuwIn2/eJJfUYVHFqDJPsetx8WfyUK3saEjRhjAeL+maqeCSF2KxOma1uyprMv4hxFL7wX+3k/eioV99T2N0kVM4hcUIBpTcK11pawD37SX6H6kFsVh8LuZEjgUP0T3ttw8gjAnRvqUSSm/FSjbpta889Xz/Vw0oD6wFwAfBsgZPDN1MAHJs0ZHnSidsD8HkdLYyG8qOUqQIO0vP/mhruIoT+FYCLK8IKEwejMyHYn3Up7EbhyXU7/6tT0LpIge6qgpTc09Er4jjoZu+qOPHkz/H2N6X+RQpe+StSUYVAcxBcoBc+REWaa3i4gW/NpMznOlYxvrfF5NVmH+41KMaXEUY0Mxw0HhklgmISTWU08rYphMUaM4STLkrdvbmE3zsyF2Qq+F3KWx9u4731FdOQYT/yg3jr3L6Q6adJhkAWe9Bnh3pNiO4WHwS+yOoere8Nt295FGH5nb7qir4HjHZtj8Bt3KxK7JT+te1bhjlm9CNnZGjUgsZpwUiHZ+YXynm2Kr6qJTx5vQOprs74uu795afoi3itGLtTMqJExqsRWKlSpVG+EuXsXuBh73hwK+RdhjfrlU36zxCFA7/LOkzho4zxqunwD6Y9baquml0OsBLPp2LMEqdbEG4VR9zZITonyc3B+zFP3v63TZDkvnlQ3kpFaEC8t23Bo/J2cIa09gvQf0vrSKfUmHnaAP8g4lcD/CwNt/ARXLsKtzW65Q+m/xLqC214GeCV9jULgPhKVOG0C2DG3M8h+mVXmlEJhnH0U55DkVRTPoc8thFlTpPlMQpRqAJp/ybx/6LmVUNlQWkWxhwpzYikGFr/+SvUPBeZ/BzBWqetPD3Dzo0cZk7BMoSYzUPokEMLS67H2XDl4ciPO//yefh21cdZ4DAU2ATRGrO6seLSEfEhXi3zdzF5UFrLq08ncwwbxfamW/zo65mquUv46rxZg8L77nesmbJSu46T46sIodELPqBaQmrbrDxmtDKQkPKqKhqtRvqpBVedLQg70OQWaxfo13kYj12UZ1wsQ4tJtxfyE1bNB/i0cT54XH0dmHHuiN6kMOcjlulof3bUrNEGLq7yFlb3sx7gH3GDP4Fr/II2mt51svRBAdfBbj9w0m4B2RNcj8B4vxGyH/hHuecf9gfTlhD8/w4ysf+VQqzx/KdgWVWwrL3Xk0uuHv8d3nNXi4A02eTj/d2ZExK5Vk7AMIRRjZu637iM95mkZdiM+lZhV8Uf2hnjY6wQWZ/k6LEtoSt8CjopzD5xEoBIMaavUblFZDqxDon6Nh1BJ/pJoy2j9AC/YDHQG/KoWxYtIGBiM2xEU65VieI3RgZMNoOE6A/SQJBG2kGabwcN8PZXGy6Myzno2eFcPehciB7LHtSI8UaYcuLSXsVI7K9lUIQGeiY3sAi/Fwg4NPSEUUhAd43S9Hpi6iSMcGGdaE6M6VrfoX1kwPDxH+K00fJh/MMJNW7ZQQXc2AvYdiTa3qaAY7gdxgsYv/90AcAfh9sIwpSah178Hu7GoOS23SdMe3xIRyi1y97UZ9B2QZD21wqbZpen3LJ+7ev3iw9TdCrJyTw25Gu3W7imAyA2avDCKBAjh6D6OFFQhLfH5rLSHE0UI4U2r0PYf3hNLYT/FgkOptbi+8ZD2ooVpNf4N/nR5DyCN10dGc5kyLVvT2UeZn04QWFT17MZlrE5mUWYLUySHkT2D40Qj8j9jeIrRn5K3/SszsEyROjwE59yDvzabnsixZ+XxZi7jChPCTOsuFuBDqEfpiMw4/iLMmKC0t/WIoBMXOaWy8nuqpDdEbLzOGlZTBYr0wQi7o7PI8ws0HI3iSm3QCbVecoFqFLy6Ou97N5B6RNYHcmfHX9ivJ0f4M8NQ1EmI6u1nCdB4mX6Elo4wtIHOD0LvHOgOkAEzfEmwKn1HESJMy/rkwM0WQAbpOLFDzFZxSH6oBTuOKazlACzSMLiMwBhoa20mp5BvYAXK8KrBfRWhDcrw/s/hGcsT7x6w2rwGPBYlFiZrGuixVCuuoQWZaRRPBPPJrzvBVqL6JjwumRFEGowq8QjcMLctJx7O0dcxOrbJLES7/ZhP0OwSsgB4xnLAcsp3UBWXkAWsVxg02X0aUKbQKhLlAaYi8Yg2pTBxw6LQTRXaMwBQlCNKBKIEnQQvCc0ilhMYi1CjoLOo2oEVhDLoHGBsgjaCxpDsIEB9TUaBYexzKIZcbZiXgAlllk0RtHkPBYT0U5oCZYRxHraeRTLb4KNxYHJX566AGkgqjxo+YWlL6pRuB9ZNcoW/sTSP7Ym3M/4dKGt8xuWnG0trCMDIp3xFkt/1Ahr5ceEHjWcoOmIOMqjhxcszahNWPd8uNCThYAmoe6FJvODiDqJRgmaEhet0LT8c6GVhyM0ZZaN0PRcEbmx8IelJcssNM6iUW41OJauuCiEpuA/Ig3hB0srLqbCXeYbkcY5sVeCpzsuVLhrqS2tUeSe8I2lDReDcDfwYUJrLxMae2oV3tMzVSG8L56pZsL75TPVVMLahBgl/J2+EOTHd5xmZKlzvG7VuJwpyv67mD0eN7bqFeRZjmtPflNHw9jLM3I0iNyeqafhim/iY5UfjoWeZPnxG1Px8SM/hBI9iXI+I+jJJH2NF/HR0eh40BNHYx/rByBRtFQJZ6UIxROGFb9Tl2OY2Vyvl0UXN92qvE/rPIYU3VJDQUlMOET0NM0aSCSdJhSFHJfHbcApzWGGIgu1yUARBbcxiamOBruBQj1+mHZ0tSgbKDpGNMCxHRsYge1o6LxABo0OxG7NHUso6hH1kQKRxa15T7jt5c5M9n2/d6ijuVhnVPoe9r4V5BRlyAUldSNyftAbOHqss6NAhbfeII7Dnh1W4Rl2A+3NGkeHYKhHdBnJg0aHsIGquik2jYsdyKA3cG9hk0SHwLL8MrUTiiLYQNGIpjEpIWCTQBGwUgypsIGjWGewgSz5lM4bKNTTCgxiKV8WzZG8CJsEojKcidA4YHHWYQXLoKg9mkvnjMksSr/fejyNKewF0qs5iEJu4FDEiHwfDTktGY3hz4tVI0t6lhBhhLK/nEHXyrmBz46EVHjbscqNqGkPpnVlcDYcvUlC4timY1cak4TcLj7CkJn+z2mW0A4SylDA3m+KDmi8QZEdOf5o/Z0Th2AgwcFu4EnBCPsEjTeEMDsa3C4UgAO1cgOUWsLbKlE4c5GzeNFelOTbohjqWzgpWBS2omMXA6d0JKjfLELtj6SyKzpsylWGkzQjhS1X4b4x7GXWniuKgKMIhTdiLiW1KkOhDZ/XM2P1LKTwHMUCzUbNIer6YrOEw+hiLKJ0uCmeTqUfYE5sme3VtCpVJxfUZfa6dHaHa+FHhlYG7a/lTF6804QZylQOdTN2okh1szNmu2X1wc0HR30miH8H7+8sqIz8yIfxffw4xu5IzssT8FN0sybbFI121VCwUlKhE5lAfL0XvZmozSGzXwbgX2tpIFkEcSUKhyiVIWHsfx7KBd+3gudJ6njgwEPVFKklKINXm18OVvIMbKHKs7IBjq89OweuYMfiaICZ0/XLuG9YrjIKlh5XGKGQYrGYFFUzHCJx64alazXxj6fbd0rxJm6tE9Y7Cgy3+MoSeB0VhnyNQ8jh7YsuXSnx3d4jgdsRGf6ZR7LQQQBFlOTldJ+YXI8nfTqksQwuCJabrsoH7Y7Z47tFZaIEZtI/IaKxLt+BDxKKdshiqtRRJ6OQACALPQOKZsgvOglEjoZScHg7G0pZR/v3NxE2yAXFiFhAIZOwF1I71FtfSO7lvjY9EphMIjNzMogsr4f0jqV8Yfq6qohqZnKjhBztQ2mnwHqUhjItqahjimIHoQDfbxQIEykIFspNPLTynqL+by2ephGJCwPfOzVw+F0IErobmA3kMfRQwJHACj058OBmQFF+WcwdHaCI3ykW1z6WwAyFSGDNJ9/MWG2oShWglRFKwucgsHqdVwDfgO4yuk8jKJtPY1KhvL2Av0JNFhOVCzUUjXSVTCIFIHMHBhtaYTqm5KUDGijUkbwYHZjT6xQOL9AGql7IDEOWOI/wEcpkeUu1sMhRzclyCZ9CC5/qyfMh+c+kO65150Lh6caINZ0tqqNGnKaxYV8wUjOPJU8xNZCcQTDOyJCkywvSMQIHKTtbssxE4WBl/V0o9amT0zTpgkCB/ittCXp00CkR8HMCU4bVj14j2Y+js6NANQNswAwAN2rh1Gnky/R/R4I5dsDSBKBKPRRoocAVEDEHbKEi6LcGmPi5OeVDxuvVD4jYflqfAUyUwLwQKUfZqWjXPdXYNhTJYuI7Mu/8ZycOkaoqp1ElbVjU6kr1FeW4aCGldgvep1uyiMwj3ZvJfl9flbE/WwTTQdRhtmgzBm+JXubufvey9lFNoY8vTkZjEbcbNZIggRMbXr9dS/uYk4voz3/bi9aiQwcSBVOFDWVkTgIDpwfmSOBDJRMiUND5OAjtp0FBEq/fRAudeN0XssTDScOwDVCUs0EcXYGxJaPDCPl021kfdsCna9OgqRLhV01Z9WxvX6Yd4TYNyB5A6oFWUk3APs4l0s+3szPHH0Zzd9yGqFVMQGwLsMRtJALObxBqYaR4kAwFph5+gn1FZDLveFOcfpQx4BPZisKlbnaDpjLi1x+JcmHsBR3oIIF2yYq+FglRF739Yeo6ZboTTCAwceTPhsMWJ4P8wI3IhsbM2HMp1o6jcsk0GsEXkkg4j5drisnZFAqR+nDS2G65bnu+TeyvpQ2vU7EsW9LUjCbm/MNV/nkn3nq6t34RXxHaQMVe+6th/LCYeyRlbMB04A3UzOlE4SghzhlaRkoTr8ip6bYZs+b2WIn7zu8Fldw73QzKwhlO1bzppBv0pomadNruUxgHg5hC4XqGxeJKLLtDSomrQhvSFOgs0o9lrYNNFNzGaqEFCAUNTcCNf3EIWJr4usrCgL0/fqpCATlVpkRDjona+6iHn60sGcEIFz9lTLJTi+fPRxIwnzrQid2MYN2nycTLxhInxfvmGWCv3zwD8ACMi3GwYQvoOHQs5lGy1jmLr9dO1EQsvIvECEjOeDCtEG/29jDhWD6U6V3qEQtghqKoGS64vTM0TzEtBgQGNVFSI0PGYAL5g1w5OtmajbJ+HSp6MfN9qkO54RX1ZddBPN2nqrPrfviEO0jA/7t0+MvN8HI1pYuZe6HGjQs1tonFIZZ03hDdukDr5pTR2F57jHMGBWX3HBnpjKg8V0iqx0Lm2aAnobSEGPNfyXkDIkHZvKgb6sDvEA02MnpmgigMflIyQLS6uBwDvIXKKrK1SS6rJLlK2wQj9FRmEftCh6MjG0ByILFeAJ8YX1D5cKXtPKMjscebuS0Ftqmp8BWU1dUFumMt12oyQkYSIlBKol6Mi+3MqDpmw9gMho2q97CLaWKvGdL/u4IMn0YWdaVkYmoR+ocaUq5dGLSnwH6pJ4aKsyyIusNNwk0ZhZLEGUA2b+A93YeqfMF5y1T1IOIOeS7KfKjme2jquxg6cjTd/7l+cI/XZUZVN4YjPtnHDQV80KYnPlVObjfn3bvvvnqP7DX4gp/XdtLdYAOXZrRPdyQc22mUKx216pHRhr9nJdBVQkpyb4NFfnFbxXFKEsKOUWMQpywdhwtvbeCSgLG8hlgzUVLDSiuwhygYAmoyMFj3mh479O+GZhsz3/6inD3edLMgvJtG6op9IQNs9ixH0466s7k2BrVp+ByJLN+371puzkcVEWgkxi4uDXtZ/Bf+zJv8uspJTL5mmXp/g2sqmiLera8IpAtF5WY45eMIg8pQMIY3Adl5nJ1XOkkufiwmk4lEc0fVGwrCw+gvWa+FKmQEFokOsNeHMiZcRNZD4naMYG+V0VxJhtm5vZznO365msYxZDDUaYXYpo6LMuCOSwovJwFqWjtcCUbc3+Gt1CXyDBCGY5tflANYbSfWiiN95wQVqpcX4qIq5CVOv38B5atiqDO7v2BktAoFT1bbVEokbiEUM5bQDVY6FcqPeDw8Qa3qz2W6aI6ByGERe1HMkH4+I8pEHw4anRczOByvyBJpVFm9nmUT4c9dRhd08UWRpc9uXvsIqNbWIiRWEfnRiWVq9iH3t74xE76urFu/medFqH1twpRroEm3tVH90ND4hVo645r6+UijCQtWi3g/FeBIXvuyXGYtXz03I6Q7FOzy/pzi4Vo2M2gpN87KOYgyzmMmo+9cxKtFC/Zw8rnCGNJeE1fgg7zWBoxgUKkbcSQUO0ZQwFFw+y91Ku97oolLw/mjm9Dx5zOqp65d23+O+DFVPlfgYifBIhPHVOEnpB7LhycU+66nQ2IHkVpqRwwguRbOtc24FaUHQam3XM6PH7UyedERhky4UmA/ZIBRzRUsiM23c4Sgonhzjl04zBaqCjDLZU0qDYWqihfWvQgVIDS5NQvshRzR986Bpr7UbEpN0D3887+U3wreL1q0g0BRiktPpDv9fkh3BnfZjinHOaPgDGcvMWGfx3n9YqyBZzg3gUY6XJg0s0GnRIWSvwexgMPhPE4Bg3pcbZmE0SoDuYKuVWIrd+npzojm2oAWz732TAXipT2EkJfd1XnElDVGJGgk1ph0T26HrazitSK2Dg2l/bSIc0ghsD9IdqPIsQtnNdC24aJwpi74XH22WDsKHYDTBK2eul+KFhuKwLTyhKgwwKwcKgW3+wWRcFBwuigadwV2AYyakTnP4rffK1C0MBBE7RDCWDIYvJgOdzASO9C7Bxb2IrXWC7t5iagKbvF5C5P9/RUk4Z8P+pwGwYdSZwrDd6SrEK89Dpb9zyRN4sO9QRxX5uiysykJB3oUYOXz19tJqf02l3U6NmBxFtB4ezIcHUIrwgArFzeihFWr4Fryusy/1JUmCQaEfFyOYWNNIwu0lAhqutVD3uoeGet1v8Jbx829mbo5VwUKqnpwZnwBKQrN02dBsmvRSU6S6sHNhIvuZlfELmXjPZAzE+SoMEn9z1agNzVfKfkftafITPi2+2ILFrWSzRAhi0dwe7nCrv9tWOwi2LLTq2lN6XdLmdkpuj7OJR7ZbSdrscqLGgf2dpc/Pjd3K2JIqgevq5b9eaciGNs9DUUUqi3SbZlBm5EGVWae98MGXaF47jt/mNzmsCDECq3PI6fMyEqSLnWAPVCNgapOgAOofHWw5L8rR/psEU5jaILFjg8scqAcpLrxeixkby8SEn7CrMvrakGiPUhgBA5gsNYaOQG53kIRgTop9sFR7tsN1DweoN3uwXEAtauDU4LbaaUWTAid9RIizX4hVu/Gi4LFFLgOX4D1cGUMDPYhU8R0RoBMo7MUKeyHi7dZ/YyT7wm2mUoYAciLG4tyOV2PBo5KrXPz95xIy1DDVeAyJSNghpK3eXw+jCGt71EnGKoxE+l6L/6/MulGlSxpshRJNEQwviVNAcUQGqOpVEd3eWpAbQDMB0hvCozNcrvzEz4igtGHbY3Mo4FIjMgInL3xBbkcMS8myJMloioqwQdYefioNP8jzC9+0N6L986PYNz/P98AsYRHXgJ44i6r0B6WB/gPgelQ7vZVofNCubbgMNQqdx4aVIxP0SBaN1BUow6Uuzb5iGWyKWRBuHmU60paN80pWA88wzPOCn61WuCxITltoA3C48M6bIZNibaRspuMKko0syRRKJP/vxzv1j0y1HJaVrXY/GiMD9iZ8CWCyR8lweWdvfayzQiyAl04+5kRr8IqZkBlsBg8CBpY2fWdUMC9yQZdk9E1uL0BDdVYgd/PYRo62IHhMI05SiD5sEB7pVvXXiqnsEnBeYlxrv8RdelABe9WOk7c7acNpsuvEQfZi+PaVUzc+9AImPeMYBadTfE0kGo9eSHJXHlpvlxJXldCB+mejgsHFGIJy4TQ0WQQu6qzl8DTKAkemTWExgsveL05xSQVhYMkdoFIrgydx7cq4lLcO1Cu1GrnYpOMNk7FPBlmS8GbsbJB0wt6LUR4m7qLqTXcZP+eS8747iCR4+ihpJjoCgpjbXE/hfUqalCDM7k+BP3W3UyKtxW7pb4U2gwqktr3jvPRXD7s/OPlRoe3ZaSALXN7woZuBoz4BpBA5Egjp4kZl3p8ucBFaKOh9thfn5sJ4HDJ0PoC65UQJRS4Iji+HB+DsDE/774+Rqtxp0K3jinvLXXo4jAC3DfNTZEs9uGx0q3HIMH2E5fduCfFn7CLl/HoAK8WgWULc5KmaRQmMHe5sncI5335nmJy7eOzkTgdHS4goGaqgFohP9fhShjqi24AlnEBTMUyqHdjiIGwcg3FqziPpXnN3R0svMpGJJ2eOCj+vICAhWSdeso2o2MP9jk9eQkljhHBgve4VZ7HEOrviGIo9GNJMylwKVkIGtZaPmWEo3rxTD7cqyS1WE8GOsdf8bDsMFMn+3M00MY58XLgkL9LIf3mqr/fOdrueeku4hrNU4RVaNZ+1QunYGRigboO3qm8pLi233B68Ir3kAafQBWqEzEKBvzBn0HLvJi3ypq9z55dfG35BH3NHn7NCSHvlB15U9bsffTs/70V9j6lvDmb9/72vLusWjvbrA9rGip3K4QVRmq32adX5YOEuE9iAtZWyTr7aqaqkrmiM4sO/0x/8KcSuiQieb1VlD0pvtkX8pihiSpGvXBuGl/ihYscNd72oYiGmMSsa/Gzo6rbp4ta22K9EJ0Wbg5UgmlI4EVKMa7HqeYOUJA88O1Lnc7cch3JBfYLl6CuQuVRwn9n+Jt546qQxOTv1JQBe+PLPm0wkHzw15fFA8GaDB+E3KmpFGxGCbB3izcUlXB/kSc+33SODZysqoBLs7Xc3Us7p7dwRFLhVqfSzjtaLIrQbsOD4cu9ONwqiztSazqTJrgceltPQTXr0KFXfXLFkFpdLtw8G/4NLFzv++Uns9rZEBQvpaWeHHAR4UP5xi/ef5nuleUpIUL7LzPjoCuTOjLBjNTZcq0UT7UP8ygFvw3qDV7W06QwYqTWl0abiJLgUxdsRqkMC5Ex9TL4QOoV0FE7Q/4uTVcGzxInD4xdG2K955Bib7PpDyImHPdH/ffqy77jrznjB0xm4t3R0R+0XngnLGOpSvv0Jd14Fwr2NIvKsdN5rFNpWN39+DRTxNA2SwhG7sPml9SLeJ/7i4OHKhRIA4GUBJ1Gw+DCKEtfMB2AYhx8wtOy26dru/p/LX8an8DgnDZYTD2qjNYc+Vki26qcmolvZcQbF4Fa47obpGUJY95LLRewyiiQHDM7uEunfOl8E5nh0jDnkKBqxyZg9VDjSMSZUrxd38vChf9+wesjdQLWjB/3+ZTABum4qBuM8u69mRSBONUBDklp8pe4iITAXgw77O8rHrrWm88vE6Oz2K/b5aJbabnf5Z1G/Byu4rcr8EEt/g4N7OT4U8S/Bxvll+tbWRWrmq1q30OVskirvdf64SIHe7l0N3R/30FdyR4WL+ckCrHPb2oBuHVs5Mo1FlCSv1wpkp6eI/+zG6YOHURxriy5NTSC1/PFBnPwMRzlOkcGttj6pjiRxZfpG++iCuheIF3ySB5FuhhaRdu/nKHmo4VwCrEFWt8roRhzuqQxom0BlX8TyaWjkIUQTs/X62uBzvudj8HuADgiIK4hiClfkihPL1NmQ2ILKOL5Y69ZdXYwuiI87bYDVn5+/+Gfg8S3AmviDcitYVFy8+tjK51q/ri/+28f6EiD9d9loeaYLIoSQKlOGeq8dJ/kJsArvk5EtFNFghmtO/kab+lPTWjd6L+HqTdKmQTAsf13GlU6NwNKdjuEzLo86jWD0RSPU3j7LDdXUcwfrM0L6WU4StSmqFvqi5sQeUUe5+HwaHUsuY+FiryMIzCKL/QhNPVW7536T/c7/XW2IXNSaTaOL+AkZOuarv9dSU0FMOT0+N60zT1F/ncYc2ZCeRbpDHt5nOcOHeJ5K1mxF3kZD8Fa10IeRzY9JvIMx+x96tcf9FC+3wlui6zGorWlOAbhmcJP3Lk/L40ehYN2RuTu8tFN1VFWnOJ5RNvplLT7ORAMRh7f/+NUFityihBux0ejKjXaqLb5JHei4f9IYNHrdTb3vBkxqQ0U7Aq0jSkmwaDFRF28TjLiW/yCNJ4A2jFYnfilJbBmfalT5B75WkTPBTmaNgz7MIUzOtUnGlkfyXxhkK1uUpsnjsKY/S+GcuhFD09IZSgAMCYXF924QIccgf0OSToNSxpdn/sO/gUoMx9JgqhFfqtsQBxTb6GuX/AnNIrI1y8USNb9J3Y8xPnT+o4LR3LF1/q5gqS2OU5ncMhDzp4W0YOP7ahJzqbDEfw+7J8nWq9o/5jY8rHffhSkd+O1CC42jxaHQo5Gu98tvBUDbGtosYG+eZLhYA/DgDTCcjIWhwgaL+wqsFGjOs0vJUDMDRASOFUTDQDS/nMhLPth8GYyaZ+9dTuT6ICETabnpmPnC1boQBCxJhjImEiYLlsRXwLFgTW0+Zb1jRobIBDQTe7eDgkbmodEtXhwsc/Hb0b/ZadHx7f0uXY02JqmZ54hWbKYQzC0K/NW8TK9hC/kML+fYmSGdXcD9NDAAxHAMWcVzWv+fbYfTLW/Ih8DJ76DMdQQwrqU6SM+AgTgAYN3bQlQqz/8mDDEShTFF1u5+8N0B5DbjJ8EXAd4xCAvdV0Rb81NcU+w/885Ij9WKBkTskhv8ZHa/fE53U+H34tyd2thpZxN2wqJC1M6oh1xgAFBBZtTjLau6XGFlDKKiZpyixW0VrAnSY81U8JUPBnxh+sVFodR22eFwrbPwbjziHKZX/dT1gkgG8IQrZ4/QxvsfDMwDkt2N4C0A6+HHMG8ektRex0oqsq5PNW7AZqFHY6EE68yCsTpuk1rYMHW1CHo6c4tBJZKRb8gzCc2I+1W+lTMgFiZdXdnFRXzWaFWSCooza2IwxbO8C76hNUwEnTbpg25KSRV16FQCiSD4A9Hf18jkj9Q66v9pXMTtmk87Oox750oh3Z9kAxWuYa3/hj9DiiWZ13HMoGG1fxKbmO+BvLUoC9psfrd+LQ1pUN+dNbFQu7PMmV8siKWTwjPYZ0iXrFCfGrJ6jqr2ooRrKBnEQRMdT9BUuMSEdDRQ22Ja3yxPq0/MkHgyZqyEE+3CfurXCfi9wvlNGTwTXX6S3YpQmiVWwi6L1WKq+cOqSlfuETOhksnr2wRef0oi6GpX6ouemnVnjF5seTGNXcrpZYld+FtY9L8UhWj6Lymob+ZIr1v0rsTv4aFePs/IwFTwCJDnDbkW3x4koUcHxAnltTax/OcccTS9Jaqz9tpUfO4qO3g1Y+W3KCPsPDFRFdLRLPKADHkDr72sruUqWMq6A7GGF8F481YeoyXlS/IklszODTy8kKI7wFrTyB3vybWFayXay+9raq94E+GyO5aXz6Xl+if+8P1Lv1ZvcpzQkqu87mWirvGvOfuLhDFUSKsMa4BmFnhjHi50t3HEqlq/Hd1iWJCC32LcmdTc3GIONCrcbjweZmbOUSWG0N7xF6sbiyYDFBK9cNp+N7pO4BSb/uy6lq2bgKd2N9oYhV0tCmPoCYKfozbKPfXRg4gGX1DYD8CZ+QNRD8ehmd8/kBoVW+8lRG+37T2/vnzOE0XMCDWgsN8A/uywbWfsJGRQZp7cO2wIJrx87PS1Qg3OwJaJxxWWvMqt2gXfF1FgwMZiL3OqrvkbJzecVIedcrA62lGCsQDeph6sHUH6+DKEbeDI+sd5J/P0S574tjw3Zq4XTtYKVt38mOTtExPtoE5rVKOsOgbYznvZEoY2PX68K+hEehlLte0c+KnN9chtNAKIVjKGFvgNNa1S8sCdBqS966kbKghD+TyfmquFiO3XjlEHRg5xEC7bQURMl8SibNCuQqabMtooYYS7tyVsdzrvbmSJ9EVujuo9IdBLBgttm46Uk4TXqF6/AVdy6kA3tbS3cD8DbVDB+QetLsaD6NkjBVmV7S98KQ7ZV8WCwFrokN90Y5aXeOQyApxLUoiTjlGNlgh8csXX9LUkqjM/hT5mP9FoFl3mHBbgtiC2sEDeegwqzWjpxZQ5CtQSoC7ph2oDIUY5g6MuCVCBe+FLbqZZK6hq9J0cvc+3ny1RXSutJ/LACVP0qsiHH+IVwwPOss0pojk6+5abpxS3YWLyajwkaXT0cn1r4IO+LXf9dAOCsvmjZ9yzOmEybmnUHBD9QN2wIiEyNeHTWBySr3tl4HkTnY+JcF/Zx97FGhL5FGOnySKyqmV6OrjaqzZGc6ZfUxpkoB3/tbwcNeosY32i/IuB2J1vRVRug6zdj3F4Ij2B0GXp65lyfJ70hN2V0FFfWBslJ55WbuVwrCX6RB7eN7aEMPLoDcJAszdh5nkyUZbQY7I3Cdr/oI4p6kdkxSAP69JawmR+dXwToXL0tv3dyM5SN+KPSLptmNqZDDzyvxcYz/Nn1bApRlCSz8RZuegLijTdiglYonPK9Vr8qQsPeH430GoKi9ni9wabKuYRzFDgw6RVGcWqq5zlqpQexawJmzgTCj2aRZvayeBbmp1ibgxV6X6eQ7zks06coO6UvVyNe7hxUgM4b/drokbZpkRCUjzSr6mFa7Z30J+O8rnCz3dRfFws42euhfcTIdgtdtpecN7xbceuOucxvuuUFz1shkNSeAcy3R9xEDpu281uhuJFEXjVRUaWy3k+B4uzvmO0o0Sl058YhvK9bPxshVYuWBpI2MWK0BfpxdsDCqwaFthdBpITq11Sjo24nGcCEZyoiQj4WI/JDqkyyYqpjVtuUGWA6VwKphfCcoKsdf5Ub97/gOMuHx26OU3MQkslI9zKkPFqqENW8hRXFMdZpHlCkOURRDPGSnMzVoCE5+ruaqM0it+bX0Y6NzzgkewbZlPxtMD0mPl9bzIB//25AS8Th34LTAlBICkGF/UJAehOfZBcf+vAKuuDCYSzy/UBnwP3UJHVnP/CmSrtYB6B4KyvkD9bJZ/2h+RShYrWFFLROfXmNMvz2KuAlWSzzvuDL4xwtsjexOaSqlGnLbv8fa4DXwENlCzOaE03XYFKyU6U6kYNomUqJTW8nLiqmFTKbKsnRrsddUUAQopFzaCGmU53+MidWPTlFv8udypB3y6Q+wbdqPkEOoBv78S7yyqBoQyMkGYEN2dPEVJMShSGShqZJ92hl1e1B+Fg7tV+5b8X+3HSGyHKHgcoQEy8lnzyN1UV7qKN9t8fNN7zIWh9iQ6F3vXPvTX6xGnpclDMciYO3h0Vh37e1/cjcPazq3i/W5tnhTfkr9fV8CUl4dpTcRBoKuqyXU6vLgS3vaWlS7w5WjiyuJVZunvKyXQnAOSpCIdmUFFC1wYa12k4QcaifcTCFuHLloga8SdOr4VWwECVz4O6KHZXr3mWy3o0C4MO8fJE7CdjwqqIBx+X0Lt9VIVAavk0AmSuB0vQD3khIWPuO0rEmhL2dih1GpHZ98gl4iTAUF/laloMDPntFwR8XoSB1aXzlIAGV57pPde7yhrWLrIkPOKZw3+7mNluFN0usT/Mx04FWjVeTYgRarLX6Z1PIkSiLoyknTAGlojp43WzqtrT/W1HTvtIAowpGOkpQ0/NnSiTCuU09hTjK1VlvWcYDgMrjsHBJTcTLvDn46oKeKEdVFHvdcfOwJ3vFHCn1iQW95y5bi8fz9MZYMkX5rbzktgSgfwqJz3EHOqVoKJ4nJMd5rnTutPTlEcnfKITwe38eJiU53h1Z+mefd2EdrcKN/r6tnCb0T2PuR/MJ0XFANWlMHjBaidHNQkxJYBqF6S7QjqBIFjWTobOw47DZXjMrdPcwZ5cfdxWjw2o3MukUi9EqdC+7ESGNjNENtD+8QZBFFL1VPnwCFuJtYaqyEz7eJI0UaZVDj1c8ztVGJEG6sxiGY9zG/40k6PV9+zQnQzOHFu3GIG1aXXIwm8h8AcLuAL2ykjUux+7cmn8Zk+MQIuQvMdFoDBW4Lerrr0AG7wknqY9kh8wvYuSAtHSBtttRr6iqj11Hw8m/YuJjvK3plqeTrXQyKED5EMK6ezjZqrMGhecaK26qVPPZEPwXm6APxu9eIgmn9Y3oP9dsSAy3cImBMg4amt8idhldIhJau2MYU+JxAIvdc5dcsUHbrl8GKQIrN4rKZFgcTlNkzeZpWOEK8V9jHfY8bS3RcCQ2vZW/jIQQ0R+vs56yhdWb8wwUP3X3AmHjGjo8RSvqEVFGqoardcCrYuzaIdNuyn+JyGQgQtHWJOFdbJpk2DpwRnmpZiI/XzLEi6xOE9F9UtwHVzdUownwmld0kxfT58hELk8HDvIHF0qTolRt5ZK0Abh2gNOuyNI5oVc+sdxBadhUdgY+GFajngOuvwxkpH5VEuImZ2oIuZkX6i9XeFeRIIO/t83MUEEvv9e5cS2XQc/8MjUc6RftYW1edRCsel79nFdurzqb6UqkwObv3O9SaN4iBSKO4adz857PIpc45VHVCe6Cqc4yQ0uEw82PNlWMKRpdr3LG8lkZfaz+qBOJxG2RJd5vAWvfKMMmcssh5cTY2TWYIUkVS+MqLYmHc+GkFT7jId/MK0zJWQEjN78SbEC1TpYOJypWQx1ZlQnix14TinmKUlbt7mIMEsesIw2PIU40It1IYLOra34wB5yIM5GYifdupRyS4o0oXUnpQrIaqjy6GeMgXH5G8Dzi4GwhHeJudDZPPeRfFhINjwmMU2xu/CozRV7tWaD70QB114rQlvZ3n7EhLIhjJr065WMOKcj3tyfoud5Lj8AIHtLzRFoSeMblEmYJVc5u601gHJomHv0BHedIUO4dQq135xLtzTU20H+jGMjWXyajhReL0wwng1mN0mE8bwFvKB615a3V3WBIU9DKukik3qw6sDhQBuHzQ3VJ3Pq4aFLc7RSExALAYUfXvy5YvCWODhjCGVLLXGdzUyFGIbenEDBJEpmeYYPdB2EryiM1vi36HF1DxNyWROb+SYMZZxppepyjrLqpd0XiO02OCrMHg1r8sWD/cwWH8HfORkD64PZG4Hu8mNepoJWMfy9zX08mlJpcD8x7OzeiD8TyOvYlYZtDK3MwR1lqM72Hp2x2vrkLg6PfHE70wZS2+2bGDOsTsm0eXqOpuqjtjmtFz9TEq4hWyE3HKgawceGIpHRWjdjJCjLXjuY6n5Wie5XeblsBfYlFk1G+6/JMliTlvm5bbRekgHdUYyJpJAB4MUg+7pYL3ObmuChwq13ZuJ5JCi76uzciFSDx0YEj549INkwU01eiil1+xZJvwmdzOEfw0EyxYHsRFHoJSFwjrxxYKpUrZSVL0wP9/wGETcCzjJQRWfWwmGTWVFoyIi/x7OxeKnlzN3Suqhr7vofQ/qtd3DvZbK+qAPo+MSJqV17ydcwJJo6P0sL2npHpYW/tMZ/3h/QCJO6f4wF8+Kr0MC4afpjjC/kLK03yXC7JP9YpoevPjIxQvEmD3D+Tj6bmi5cdt2DdoG7dnA2h8zrcAgT5RuoPv0n7nS/8GuBGs0NIuJHv6GOtL3GEcb30wJgQl3weYi17ACdUAZiLaFC38e93X57neuYmTAwFTX5xIb0G/or09tjrRifS7ny3pIgh8JRh3yjpblwEzTzrktHUOQ6jjNKwOwagM5vz6BNizMXpuT4vkZEy92bJT3SwLiF1kK88QWSoL3ZbUEf0byqK407IyqSgvHtvrorPak1C6YYLlPMmbvdphhlUJLnBpKa4Vw8YjwpjKYGycfsTf3074gsUKN4aT69E4ZjWgh6ItVjGHryA8NRmKZBTUdGl2v4pC19fmSbuHGkMhCsFznc1YT7RLFmnwxPwQvPlfuCITezXPEG9kwWH2OSUVAkyd2NhcZjM7RFNnUF7Al1ckRgPaHYSec4eixPM3ZjZ7lrK7GxKN64QSIz0rPtDS97dh1dHLFQwCFXPfz/XasF87J481ixOpW7q/1HT6V+fEoj5yuw1ZUQvPBXwBquiWJywTtvIpNOqNqNyxtvXAeF6LTUVNx4tP698AxlhuCrzLlh9byZE5i53YbijRSEQ7O2h2CYdbnQq9ccjEw8Ypis/TrSiwXrKJokD+I4yEvallcITxNuHcv+lxUHwCjUHDNfdp6NIb+w2moJyC46lGe0rEekkwqfmLuD4NlScoz+JZIQZh/S4x/CmlVRppISnibJrtZ5bWlPcnrEVU7q1SH8nQHrKTDP1OTBPUlWAaB2P52TvsChPhC1zeZDx1sx7i19z+2FCVZXVTHPjttPE6ed1ek9foM/6iRMPvKnfU+pHdgLwqL1AKSmO/niguVTLplCbyMv5uvrR9vf1rmJNPyt1Eeas172dhNCIog+I/6H5EJiUmdT0dSjPz0WBfv+F6+UdBnznHw7J152tMfXaqgQrWAH1E+khi4ve+JOHyDUoWMZLKmEYeuSG4+Q0JhdXwBePz0RbgAkOcRu2FOqRV8xaNFepwRFK10rk8TOpsWHrprNnVc7HaGgHFFZIOk6fKuTRhE0BQNOupM4PIIxJkfmArRnt7DdEWFWFMLHn0h9vflsjWufL7pws3wrOlcAy566WDZwpArgBEaammEqOgJi+v40FJgZ2CmV2FnAUHklwE2CPeKpXeSHF8b488Rce9SY3e1yOTKZ2znC6BYjjKASlV75F/bPXQgwJOoIneGcDY1/RhGlsj3aJGq5GDs/X7hCRK7uS33lFTaYpJWpev33MhjdnA2liowZU3/93F+2GXVAHKfyHcx9VEgkGnWfrxGy53vLxOKJ6dFRtkCek4mLlbGoKlxMTvghmrukJ86UpM7a1ljltCz0zeLwyyiTKNk8Fuej6OU7qH9dXFQ1m3/7dqjC32bAgPNepsweEcszQeiw2HFjnWxzA9UY4OAIdNNh3AuIDO/+lBlOlvxJNBes4F5y1cTcMENdwmbhPGObMym7Hjg25MhW+a+D69f6sBGBnHe891Ur/DhTYCdMLnjvlFDA4WNKBT769iBwvPOrNRJoJ9iHk7Ck6aWISdIMYyDDxRkrhTQMaVX+nGb2x3cFXpHZX02KppsFNyfZ/F8DNiocIMVwT5J5Ubo/ZYx8U6MRiauGlBodVFmJVpwTzMYRV/hziqWMTCRQPTcpN/H4B3AsyHEhUwo/t8QprtvtDHhDWiw9wttvPqO1GPqjN2Dxmo1h6gYqOyEyoBqGAspizf0LWGBZeM6GCqVO+LtQHRQrMoro5ziw/F+Gr4kzGMPcDchY1HkAq7EgGv/nJWxfgD+Vm03GGB3LGB+tUIPeqkd2qaEoa3zXXBwki0UsNb9k8uRBQqtxcjqLSLWVgecOmE7+0MM/YqwVGOhUoESr7D82RAAdjygWzh88m8IeyGkBJR8MNEP2XIDpChUiFWI1KxIrC0uMsAchtcXjfm3sTUwvFs2H4/pEHSDsLGHNTKURqUzDSDbfvDzf87jPVqy/ckPe9jk8TcZ9VKkwEDKEk1CZM6cI4O8pleoXTEGgrhVVAY1UZCyxjMW+Fiku3y1eKRNvG5rEDIrqLccAGkf/nQZIHxNenrp6thTe3a1AUD5MjIuXAtdlyOEJLlOMHJWMEzNaIzGASff9nE434tIZnV44TlBCHWrcHEAFF/M8I0LMN+pNMDfviJpAL+GwP3ofLoZGUhknYk3SMcI6RgvDXFU03H/9CrNSPZyDYS7icrcKnA7Px+DlI5NACoGtflkq/RCXCg4iVGEjvaq347U1T+OoW9gfC+HW/hHmeYBDEjcnPKvPkXD7xOh1PkONaPsQzVTv7ZkgRfJ46kpHd3WWrkLZ9BlMD9dCn7PhXJ8/toVsD+bRhfTzKxIae1yLCXQBABqNUWvOeiznpA0t37SeFwni5zGKgLKcDXkzX4EWCoQkKT51KnVtLmmqs8EKSWe2YHes0FQh8xcGaJY45wFd2AdjBL3G9kZsw9YgVhUmiz+tbbGTjEg3Y2792WyrKrIAYSmKrqI0FXBLgQF4GVJOUjAUBGSomqI03GUFSgjh24UCx9alzjdH5h9lXbO2JFdHLAeBThOBCevRD16fKchCaAgYgPyAEoPTRJS0RcbIXELcT+VqABJ5zNwUIShZEWiuQucjdJLx30VhzmizZ6E0odQvQaltKzof96BdIdvseD/eQljjKHO04cEYYxE4o+4RovseV7+Q+n1FmXVHAt+V63Nt8VY1owpzfC1KnQqAum5HyiUsuHwyQNaTLpaQhUAHZTd6jeCkNXyE63p0S3FclOXrUDPgiejRvGfWnIASslegYOfXuTSo5JSeZuzVRoQrHB/p8CIv47eapH1YDAq+hEZY5elnlHsbRfBGZUaxjNUhvtvENrmuleca++MtL4nRoPXUMyGfPkomFML7tShMPDluwTylQoaqu5OPg6QPBoZ1OAVqRp+klsnWX+8P6tbZRKkiSw+jab1HARcdYMkHQLRFdHGn3ox8QCrjQRPSlHkjzn6vQHW6GY4NxsUuFDe8BalWnpNbOsddvglMyzNo3Oz25g9Y4MZaSZTpgzrGnz7X0eOZ8GwKmiV+F71jgmKh5BXGOkBi0aMIU8j+DapVj4M70ELYht3PuIoR+utd2tcSwIjZtlIQ48kGLnqPNJmHEg9PZgiuwsc78ViGSxSdcRGTfR5apjLWoxs8UmHeXW8NUuGDIPBewuGldxNBp35ppdN+kEUuufnTQtZMjXWgGt2iTz6A8DFxLC+AkeYWqg/jRW+AaiCzGoBISAnUg+maQZHCVeQbajtrtMgtVuJJEZMHYtGVnSG4Tl0Hc2aecoocROiw1rDxCCZzcNupFF7Ritu51B4kg6r/EFE53T1e3WSy1pgBBAuU7ubI3F4oMYf2a5iqN0JzcjpDv+DeYcpQTMiFSkI9gi/FTrfm4NEBb9KOhvoUqBX+MLTn98STZ6X3YU5aYnAh2SgqJ1qo0Z3xCAjwl2x4oTjWWFu0XeRtuaz9q1bJz5cU5jQZJwmYzJNNowxqQZtV9Fy2F1ViL+8HG8wnjnN8yJlGxZmwmYIS07J+5BW5SA+OEk2LUvdXRL42Br8bHN79gG4FQ34ayxzpxL1FLT23lmS9QoPPCbYC6xj87C4sP7bwX+vztJ9LqP6ZWUXF/TRcj95bBg/rX+j/kIIh0lHAKkHk1cx00AY9zjWZppsQRJuBo1AhAxqe5svai2R4F1dV8f6Mka95adMX1H2h6vfHuQVdZZAXqwtHYkQJy/XTmXrYYaqdkN+DLKXNcmQH4DAB0xxx9HisEhpZ31CQ9Gl3Hl0zVtLuDQNZ8q/qn2iAV8tQvR7yEdS8r/B/AIrG34xGnqlh1T9+6veOz1V1b71luyBy4EN2NRh+ZZ+MztUUCSOAlFZs3gFK3f9XJ5PTw0zw7vgEEYttAd7mDFga95tQ+FA0G+RM8p50tEssJcJbmtRCo/VbxZutRcVUDk4thm6XGtxDiTLatwV5mJdlwkb4AGV8cJsGJTj09Y6OsbHE4mHkC27sojZGOPObhnTnjpnuiFW0WymoxjWCfZYg8Ogm5fKs3fx3Vq68QXsAJymuQzQk1N138sOK26npi236/WQuqLU8cqdUSxQZIiTCw/H2ZF9oLM0eto1Dkjylm5Ua3dKWye5fhLK3PyYEXPmRUYzr9ruPZ5EEc5ytYrWOskoDTJrzGZFX3pXy4mqry1XIEpWDx06REM0Zjm13g7LDWKzra83WW/wjISa1XO6cMpncrZElQoBQKxaNgZp4uqluqkTZH+eAGRZD4tud6EIj0DJ9GV8grYAcSdniw9Ep60hCm4mafAS4sAbQS/P3dppeiUxgAOWhrscEhDoXXNuMCtBMCCFiLmTf6LCJ9w+twGOkdeJOoZGHaOxyMKGIeRyY5jn151D0G94l5xv5dyNCEvLZtzc6Qh1CDVezHwlWBUzFCkAbNuIo/VC62hGIMo4RlE4XKs7piEjffpgwbn1z0QyuWcxL04x4O4s1ZNQpzIjDFQstuvq71wcl8VEIEEO053i6dkSY64w2hLMCkHlOKKTikAC3NmnC7n2zq0KiyjICXcIviuCx0rfopDn2UgbpwJtE0mSkJG3q4EU0X3UZELm1KVX2XFjcTGIzudFuMzmLA3BmhgobBSUcsWCfeOVueswTQOtmOEuxmwioyTbo3iJcVF1KknR0WR4bJjcPBHPlYaMRAjWVGJoT3WZgXCuWmBQPiJJR2GKkhf4nwtZEmJHYtJDbKgDopEzE6ZkBdJYf990fnnRkhEv6EC5WOLih/T0lWGt4rTo120oqmcZWYsdDbIAGFlYkPU8JO5O86GXz3+BvvSc/0Jd8KEHTZTeZErbj0nMxgeRJk9PmXlhYhEdOR6zwFerw6+wQS3wEM6ryGFsMkec2NRQ+63jEoKqAyE6XCrdoxzmytUbpx5frqaLC1PzB6l+t/gmYG24r0Ft5cqq/id99HeKlahGMfPLE58frgZxZHmwYKpn/ovp0tmIB8d+rDLJOh3/AfHyO/Grp9Cb/7yem8OHJVca6Whi/2eJrUJOqOLelpolxb88WuhjHlsxOiPHEN1MRBhL/2WpKGVAwPWCOmAWRNpI/XFuAXTFi+vXhapAsQ/9PmlTfvV+1F/hKQDrcD7yF+xuugro8AnFGvJ6/9usGwNBHktEQJW+8cTyLUDZRrpmvkBWcjOiWevI4set1Ib8DoNpdQIZ6EIDPt/R4+JAexdlegZOatbUeMWLyuYfv5qNEUVlUsmKizYTt1eRMXPPKoSVT5CW3HFfwyntjrQx4HkQjXbvW8Yjt6DBwKKE/J7JG1gfYG9WmwrpwZWRlXk+gIOMzK5RsZ+2Au0Ql+yvmwXcaXdAy2sxK5TKBxvTFTZcMCRBid5Z5ElXyon9vs7950C9RtlBowxTMwFGWzQ6uKvUHLK2dYAiVauv8b1XdUYYd+w+Pz++F2+jkB492DH3DWXXvbX0xCReRdxfjTL1wCYRI9TxVY1u30fvydN8uCvGfXV/mmBjBNbCcOlPFPbQtHPouQNJ93peUiJF3swhDefM/djs0po9OvSuzsPUo2R4MQ1rMWZ6fwMLOW10gtLZOhIug/w0V2XDfH9yGQ2KNbNAkpTDfLVhyhKD8Yy5Tb0gYhU2heKWs46Scjswii70Oo8dxktxhvUe1fVnAvv00XEI1hPDCTWPi6He9BVqQyiPYkh/3hLchJj60oFRGGbH9tLkukF8C58Cnqk6VW6y8DlfiUYesIluBqyCSwMZemYzKNRrjIiB0cYzwNftpsYN7RajDscHWRY887v5EbK6vDKo8gUNcK7hMjrlpUt9DhZz4iJKu0FinDi+Qi2xgr6V28eWiIvx19w3b4U/HqGDYnFJSIYoID2DlWLYtuu2gFWkRAc0MWZVF+lAGP8gQh6lFuLqGWjAb2Q2j4VRGmYP4q+m72dNYLWh60bRxVd6xKsBHhpWykuHyGoQF0Zi40DrnNkM2A4uhZ6EZTOgGDwQfrczSnSAGOgJ96sA7489HClHiUL9UbIUHWwQKpeXcuDQVOi4UGrUMH+O5m2ZEzPn94CmyvPS/TpNEeFqQed8WAnxTo1ifcxQfRDDIzK0tmtaljYqi6GypQ44g1a4BdQEmXsxsSQ2u4dChQ7ScC/wkvCsS5WfscHTHGwhiavabviLKaZcfn2JEnyFj9pR078VWJmeTtAYy15wx8NJx7i2mrwoyt4AY87FtDzLHLbmMhl32ZVPN2XD3uEQMrcOtYaJhhiIBmLM1Pl9W22QFpdae0R14J2Bv9Ebb7m0VP3pP49TXqu3mKsXIhLJWRsRA3UJsUPkSeXfWJT3KNX2MtMO2dg5gWy1/rSKjmsjGoYeThez2RpapXFQGLBCd4BWwPKNrkRVY+4rC0tVccqaV+za0AgXxG9HY4oLxY9ptUs9i5pYXJCCIDhiS//+0EQ1rlXvsGwLj3F0JdKuasuAlsYLiuwvLPVwj63gOfCXXBHHVn9ZClk/yOnv4yYYPZICGzgZxXlYLtAWKzN60Q7yCLRgULT++Wqg5LBemHJKK7pP5pRsvIBtQyEbWLycLAcoxUd1XmN/nZnPDsiu9zFz6eZxVgbNr5Oqu5efeaD2LMpzJmMp1eXChTXoRZ6nwNAueQdzcmf9BqTLoiLTdZZmTCgyl/wTcch1NAGTdWzAGkIhi2CgbTzJcZ1kZmmErmQw5q5z9X60Bb++fUixXqHc3Orcn8kiSLYTqQ39BRBK9ZHO6UKAtMoXNn4frd/gK/rTsqN+e0rHFK+YpmMumhvABo6bSFnTthQf85Dgk2Wuq6V2lHXa5+M2pgrsT+xM7u60EfS3l6NMv/s+LGwYKxglCtTJW4PIMVHxawGLAO171/17DHyqe2+GYGvBVN8X4GhpWI7BH/n/Vmt9Cz8GDC2EBFMqQtoh8nP5tYhwb/4uMafW9FCeL8ndnBfWMmlSHAEPulQcysGWfMeLVX2JCACSujhd0AU6LNlCanOBi3WV5WTwTHc1xJhUDTiyrmYe1xQOO4xsC08VHhQnCgjcDbwRka2QIBBrNnV9h8ssT6nu0orJ3Trm1J0BcRLQufbaOxsZPHuCT998UlvzY0LmBfgIAa1FqatIr58Zkvuuy4HUFTTkSz4AnMdwSSS5xqHM+DXzQbzVV19ftF5Pg5YSJZizY3UaJRLxBdOSdzES31Ae4MftU6TGLRcojoCsbK5LrrI0dNugF/asK6A1JW3HJnKZZTjX6lXamk/YwBhd3/BNoEjstDIMf7DxHUQqs+kKqV94xmDcVcHQfg7a8G8kQz8FYn/jYTg5PkMD5wxSD08IQpOFeQNUUFNSmBTIqbkDFETZdcJacOF9BtrLO81JWVt7ITodqMUhFDtsVhIqB6YqZdy9Tw+UAyKRlIHiMoVI8jwmQ0T8ShU94tXR4vrYOc8dsshbbRyM8XBTfZOBFjpsuH81OygPnnaPkFGg6AuK7so+dt3CcSLcBMSGD2LM1d/+nmyd7eHfJF5yG0xi9j3JB/8FZjLX70EzlO335JGt/1bdmH83YdTjptr23xMG2gq7Ic8dOpRGlya0J4JVFWciTMREZ7j/C0bPhjsj+TLd/4A1ng3eKPtI+3SRHtNlOqSf08vU2y0t0oe0pf+kmb6mmlvwxXkk1adbD5fp4L6f6Rv8kwYwjHOTB4WqdR4JSnaTbSv66OCCcwTaylRgPRreGVY1uCvQLi4i1OqSR+Ruei2PxJGpsD8L2dl0v3jS6+r5PIEcevBRsfzLY/RWsjxM4OubJOxWBc+YG01ejnMOWbI5++14MuRJi+1IjOradCN4Y4AbvwGMhjw1loX4FEaVItwnjKWk33HSqrXmV60ULgfbkrhIO/MdCzBma1HUiLZXqOILXb2AQe0dmoOExy1RGsKGdTM0igmNJuYjIIDvs86pBdqbYjtWlayYPczmHCcv3Y+5LxwkZNjy8gPfg7D9EkpAx+3aGuAlWljCmPyN7DdYpdVjqMyjjHMt0xR8edMaJw+Fu8NoPV9XHq9Sz8Le02TZ0S1Bvd+sX5LcEtrHVdno6PFrAh2OBnwD4IINOFLmHr0UZg1Qp+oDtyk5FYqv1xBRSYOWd2WykrPEWdJ+qUysywqhI/QaLj0u7sB9UjHIInOta2lpm/Fcel5u6kyVVPn4Ass1QuGpqknI22cm1SXhwbDxcJ7HYtbmaxpRWoSOu5403O2n9oY5C0qNcTodK/kyjO2EMAlW2igKyz7Lo3f79ADHXsI1kyZIgXA2EnylwBx78WNHF7w1T8kEo8arqSh6vYZYGskwbdgGFQ+bgUBTPZca0On05DEpjhfijfcGq+ESAJyKJjrIIgTX4DzAARadIwlwpZwnfDxeOpBAldEAXv4oG3ru9xExtNUxa5iNTuZJgnmjuJmyJv/sKob42TaALMg7qxzZnk2dVZs4T7Ss5QCyb4ZRbTKWVywcglctkes1f3/Catx5d8kmzhC+C5wvvEfM2x2bbQbmo0CznKj4dSi4TwGuUw9N4k0K76mYpBsTLWs5wlaIP2k+7H0KeZw2R++cTRscP96aRHvsetw3h4zcD8oDxOFeUG4h5A3UdkhMotzpTXoPYIYEqUdf0eFV/Nzc5kT6ti45UPztW61BwXpFRWJBwtPrWV4XXOEb3lPECOWxjEbR+R7WlWx/Qxg8YdeaaIYUPemNgXVt6NwkQNHk/7btx7eKoh3hOL7zXV7OKbLdQEM4zp1G6pmR5lQplUke5m7OFlerimXzMjZND6iEAAWbeMY8aa1ERnak80tgwzuk7kj1TnHgCNV5b2UvP+NsiiAvlUksV3HlLKWzvQIuDDoLH1HpcdX3qJ/91bLR9zlXVDHhvQe2VUSRf3U5SUUfqtd/xRgwAKgcxVF+1YTa1cTFS2S5u8s3fvD3ee9pWUZWKwapiEC63oiMc01eDBQv57SP90PaytD3jGPzLJpvr+ZEPSioCWsIheCBsGwoRFe/F8xRu762F+xpvmkWjVA9OOMq8Jc5RhKi0zbTVmUmHC1HQ0wL6EW5IfiqF2IXJpVQRVJH7fmhVFUYY1EXGLhuXoxLwRocMzWD5gJ0objEzHmC6pQt6SiTHD023sCaRo6P5BsUrRiutPNajk0O0YHKWsoPFfZmtakvZLQIpybOmyE2XZxtZwSa6z9QFIusmvib6JQrQs4TKhBxz5A6lqSNyEnLlMs2yt1gYJEw0EnRuShkZhJjGgS9jliGpVA8GT/NWqLOyXytXigpQ0MRCniw6dbQDsTRtKLZBBCpYUH8kAZ/v4XBp01RRqx9v8hsIoE1iS6JPAeXxnDT9EPf8hLtXaxJ1lw02KyWsWII0gFvs30fc29+SLniIde1lMbUc5gXR1Xe5EXvcPdX5ST10/+kCfI6GgOD7iAG28d90xzUxIWtICbx21uxTEix6C8HJXlr0/QfUVLusUmqEziIrjvOZJm6qSRse/rC2bYGdanza4rJ15MCiuw8zMSEKESwHanwmylS5j3T2Zt5NWwwKtsSdGxqPmEqvaYYeJTP48r9Y0t1ULcKqQwAoeCD3vLn7pKK7Ygnrp03E4td/w6tfiG1L26NKW0viTzaEfIl35OgFMt5e/amuFP+wENAeYDkFHr4bpq7yGL6fBtFAwjMVh2uZqHWVgCON/MuCC3BgL2Fb/tuaKir/+Hvsx6eMsyQB1N6r1QVIAj36rlInY6TFH69JIu9LaaWP6gX3WG+KkI3LfgsS12jt1SMeOii5Q9iH7ypMZ3IB3oFVjubzrYuFpycq+uso6v8xddQsdVKadftQK1yKSxHSgRjlf2+dLy8h6FTROqKAXjV4nWjYX36dsXe1RcFMhsa7vKCakiCSu7o1/6Cd3yx86ZjLVcNvheqKPlWxZEJi9iBrIVJ/QGKOq0QqhPdhwpKm6xf8q66Y0rwNO3r7YxwJVVM1ZixRplj70MaXDtjRPa6qaEMZeeKQ1tcX8YJ6DkTgC3HTBkf/FHPc20YXjZGZ9BKrMtbrEOicIWWymw4nZsGtHqawc+0DKlxlF+vH4zRJqK0GrIYzYy0vE7UOJg64cDqiMmcByuTjpgNRFp4d1MbjgJzEC8vvJ/c7hrkakoKB34JGTrI0EELY2hhDAUqFKjQwQQ6mEAPU+hhmuwq4Q+G4Nie/YX2nmBFFUQ3GqE3pk0PnMlPjhRIUyZcMldIToRPe7qkU7nArHPORtF3gafxP3oKPOwXhr5wfr/QSegHBw3vRbXAWp158TPpJZ320Zvo82kTw5SZ+Jjjxr1pej7Zbtj/pj5fh/bbXJRB+wd7HfoCPMgQjBOmcOyJnjxtRLWdAaTAhSqzCsgk+i/83dpQdX7CCDyAEN8A4VuIKdTEIFcyz1GUzp8psyJjdO5siNQzssGRZ4att6YQbka5rrCC3MojrFwYVEiBZSinaNH0FKFQXpdbBZ2Fd6UTb7+voxKguOQDKvc4v0CPziy8gGkNY+qKjePc/unH1vN7kbWcNrM5o5bfWGk0yAg0bYwFMdxZzqjgivqf6e79lL3yXoiQrgDcYldj23vSyzgpdb4g0hPnCxrC2ryzad/PiXjN70U8MDLJ36modNH/jZnXf3XV0DGiC8chWCIDJkLAkvidDHoBV7k9nF5ievhYRxbN2aqzThRiHPIraCORFfY0GKkhkPmlaF0abAVswh2fI+vHaK+I7Cny4JsdfIXBl/QGY+1PWRO2SjdrldOfzodvUxUAK530adG4TVsKXyqcUlw/uTmlQaKj7wg2PTMMIbEHX/3btGhEn+yiADo0PYT6DFmwRfV7iw5S+GE3pw4YW7zIKOVYqfcHu6k2+Ij2heT07f18SBNFFEkriIfKM7ZJ6rZAJreinOW8hmLWNbaSsNFgsJITQurmKluR+KEU3HRVJ3yOAzeY+SEwgNVf25P69arqonUwci54hXyLb3N2Kp0C7IEHBeRTI9MDbfkbXGRWSofKd209Htgj+XD3VkGeCwUUEet4lHwJPuqalnIpPcsbxOq6PXU869ZIxC/1hw35C0fkPjB7c/x3zpGfbfUHH4LU209T04lvC0NbO55/RODD0bSZn3cNd7hUtKP6yunuuvOAsUywJVi+CnRQ2/UBjWaBonvroygeZhlMpbByb+qAS2UD3J443v8yyq6dqGweFUOnqIYN1tUNtXaKmg8wUkmmeYpHbgAbrxLovNdxt79yfY0ynWOrib+0dCeMiWrkq5PgRwcJF0KaOAdxd5zg9U/K3OXJ0pQMV9IJTJ0QUvEgHK8qjLNhexlVzm4JldDxnfV+ZZFhK+oqvbi9UeRc3Ei8fFIdz7+M+qswThkzxeKh+sPVNFE0S2k0A0ZFzaMvoGUQ5n/9jgBDfu13vjzVsSw4Qyu4fTmneKCB5c71N6KNZUNQ6C/2DE7WjjPEga4rYm0ygg2cUgCFR64QTEM3y/cb4Vu2bnaldA/dK9rzTGXvPjD9svTN8XgCwHkITN6vZebHzzTfV3HkCb9wd48R4NtvtJm6DUwTruhnNt1Dglhje4Xf7/ObKqMKBMdBtmh4xiNBaRbv96a6Q02jZVRpsEisEl+py5SLhTG1mR9eOYY/m4roFIYpuqn55+UP6hYtcR+MLmsbf3+3WA8a7+ba8msID37luUogo8MHI088tISJPdtduLr609Ufbr9M+7uYlj/hm/p6Z6lzrR/0d/z9jKnK5yNJ9yEVIR5dYVgyY4iLoL4OCgHaueP5kFj8m3sfarG6Ntw5j5czTI9XPFk9zuNJxTMlWwyKWCWQLsphOd0rxb1j++9o4xR8L8atYe90Gfxs+5838zrP37b3WN2aAnm51X6nDRh0gsVec2ymUagJDGZjk1g+3LFlOeK3qUWZmfiCZDQG3otx91qMOwdYF7f5Z0AJpeBV4cnoHu/yj6lIJoWXTffd/LxoGrdq+n0bPOnXYD7eJv9kbXxMZUo7gQ593uIoHT5u4R3IoO8g3IIumC4LSicJRTSLIivwMMzizx98EBwaxpCdrU6TysNxZalt5ggGebzsNF6IYVkLWpm0YJEZI0aWxrlTJmdxFxeAduzkLSkw6c/pH9hnkcbpsgxXxduybsBldav2vJvlcUTrX+pEqNClF91WlnOnLnqnnrOT+/QknIwWr4UAAm7MviBd0g1iYuUYL/qT/gc7XlO2MXh5VeTq8fRe8h1djTm1DLIvROkumLwSYlaGYt6wZsB3Km0NQgZ+gw1NYRAPDbR/vIxbwZ+34bvRGOW39L5CRf1pW/gGHkABj1/Nt/TTZJWchIphLvgRWkP0dBKyPL9tAwGq7c2yJuLl6+4d6WLj50cbr8kS6UYZhz/LYLT0ivHjQwXBrNqhhdKUU62VRxsndO3RReNggToNwd/suTdZQY900OHMBA95gGbTj+tUi/y0dqxdEM8fek4afzYeBVFGu1ncElRLPWNJE7WRVc9OciYXclx3XKunFxvLUW3ZZodRRBZzBkWivCWNnPTE03Xn8a+TDG59ThOd0Ek6Lsvv0t3su/hYJvJiJ3vcQ6wM9oubsa+aDyLXQgDs7AsteiF6I8pCrM7bMNytjjeyxD88GV0erQ1e6gsGk6X2rHSmnE4KV2KcddSo/+RrtGbPGSuOgRAscZKmRlYX86qdUx024J6zWbO20AoV+mks3/A6Jk8QBAl6zl8YKyyjcxscrDGk2tOyIpshzRPQ28ag2EtXvGOKveJAzSHK7ZeQk9jkQ12CuVHGiB4rbSkjm/P3Zmr4BRKVzTcqEGg2AWeEht5SBGrXyfMj80VUVISAZhNwRgghBDgrhCEDApwRQghJE1C6nLT1DTmjgO9UAb5TBfguEeA7IDUnCUrY5NoEefz9+DIZjxlzS8hYUix8NMr6bliNrxB4yAcGFDYgTX7lj9ttGAZsmID1pop4scRihu6LDcKLhMAZvluj67hiOa89CUvTCw5XwV077L7x8hFZRy4hpTqu8ECS5CtWxqjbhuekTNrrZ5Cmf2CPzeTpgpTWrGUt6MJJ4SwssDxeJCqRJCbyqPa2F/YOLb9cC/EjagmZuqknuKye6vj4dZbfc02fl5167JQlDjTNp/b8hLu8ayYUrhD51NAjhRSsVZqo4SFe/6gY379vZTA6pYF3FNlVgnfOgmdobpDclCbiqpjG53uzeeYZivq2KefKc0ZNaw250eV2tQE3TOLcayWfacq8kMCssaLMtIvDPkKkCf+gMOSgRf+bkY5R2xqJoMzLJRw679jGdc6YKE09KNrUkrYxJshZFSYE7gufpcP20lwaChr6HgnRLPeSNC30MTJilcXtestVQOt6afmhkO3TvO4R08eyZ9Gq7aut7JjNqRr16W3gfHssY9JG0XhM+BYV+YXeZZcosj25aYm3KUA05xIZl1cGuUtmtAZYZmp3+xhxLNwJlskmDnfkxvrMFBPKA5B0F7lMOXG8Iy9WlXmeON2Rv9aQeZu4uCO31pw5MC3Y5SwkUkVJphIS6nnEtA6NhZkmO5l5F1qfnmO9GkfGSGFbcRmUB98eC1p0oMaqf/xFuw1CiqCYwDiP3xNPTo2KEenQrrxqc73H87GfogHJFqCs0gWTjORot4cq1md6VmzSdWr11DeC/oRZUl51WnljtzGChpWveYE0deqKngSml8V2D6Pc6+IpKmgLVfYAHCMxNVqVmqn6kKc/Gspz2uWuPsAnltrX7N+pllsHpP2VY4ZLMGDwKpcLgy/5VF/2Sf8DQyX3o/UQmrVHYQs00lkF0icigfRdfOZTjkfDoINeU9go6Vs5vhF7S2Vp/pBfnDd62oAN4A4EO7tPik33KmYMwHrFvYnDHbmxPjPlhPIAJN1FLvM8cbwjL1aVeZs43ZG/1pA5TFzckVtrZr2VMwXRdIzDr2NTzJKR7PJkws8JcF9YJ/LxzanGTh10a6mUUArkt/ITGgOTRxfTa6zFHy3BIyES9PMXTmnNx5ulqBjxnuwMQzGaClNPL2AK2Eyxk1MmK5k/+h5A2H0whqVWXNoXUEMzK4erJAiLAIeAPzepHbpb1QgGF0d7TSm2a8XtJUTt+Kj9rKuqDS8FO02i04fP0epjafb79PkBryAr2JC/m+5cbu9oPyPtDEZbqXPR/vVs8U3A/dNw4S2RtQUmJmM6+7PyYr2zVpk/8DO1OYUljZn3UHQGdD5GWeHRckkRXlhdrtQAtdHrNBe7cATHsnjmwszYBrVGIShDhauVzByxIgHKoeMRa1HInJ+Dqhli4aougmWdP8LBdOCFPh/SB3DvelyjCZZb/Gh15PQpmk6tDq8w6+6/omDhffHFYK9etmsxNLHZMrTwrFdeKekUl2iNQKJkuEZBZntiVxb4Rqbwt1clX0CmCRI65gsQU1lV7+NrzY1BPL64PiSxZoe6qshbDlwmVRciIQs+NGUkTXMTkxytadHRU2pRGXqEQGBYNMCzKRYBsViMqB1NGmt6hRfkbcqgmsVskVzhJeABOWRa1jGyb4l173RseatnK7hjWKrE5KQ7fyBl1nq+sjyZfAdcqQA4aUo3J4ED5/3QBZeGjlY4H9rP8LrMFnKHgFB9yEZlFSdC141hhjGqu316z0VrFUeN9RHmmusY4ecWdJAUk6gqjbLqiJSq4Kx3TR2UUOm+naGNrHkFnEkRYLH8fp/QLhRmDljbbs22DmxoucPJOyV9FfUIASanTOQomXPbMwXgY5D5YMYCFWAPSnezYhwxeHYwi31fX6glwI/NV6AGHYhPMZvRMasDfkFHxgkbFZ54JRgN1bOXtE4X8ZrxnaGiBS5sOt4fCEzytlIsADBdkhpU7wLjdQDFfpuG3xtRH9kPkW6DJGSkKODpxoRNZ+PyUlBVTplLMe5EPFNC44zUU7SnEjfVezjjePNcM0HY6y1yejtmKdojNqrp1rEXyKg1NL6tPqONU3vP8+hxtSFLrJw+GirYDkTGFtFY5wSL/ZC4T1XFOQUVbxk6sRuK8TWfvFk0vi2JMTHIfYyH7+pOCbzK1ZWRjJLrilSpItLozZbPlNFylEfEuJ2INtLs8YjIEX7wA8vIKMLCS3sCNn38YiymQWcVszOmAS4ite2457EFXJuTNssBVcRpeY2JY4uPAxEHriTbkpvq0p0zVZqVhEifdrEBm5kLp0et/MCgqrP+NIgHJy14iNUFxU2uWK8QEiNqhvY0rOHFrfNldLfE+sPS2bRPSPnAk4bvQoLjUANTplFtziMb94IkHlc86HjEKRTGvBeI4LfCkPdEottixHFIHnZKDCiP1JCJUgepi1JU4OHywxh71KDV/SladqfE+xQPhUm01uCy6iGLkwpAlJag/QYbqUTst0Di/vb127cVbk6MEGzKYjwId4aLaNSnyzZQggBU35bJ8IDdJkZ0aH0fjyR/ONXoJCTPgB2zHYbeCZp/M6mbO1wn18eyRBImhT3feV5UzA5l+c+1o/dy0qTjWJHwAQktjozm70ylaj7N1gYQFeClKK/aQYw+HU7VLe+iROEt1znTfr7QAo/X9BtTfFWg5FZ0S/U0dNxsXCtK8yi+dVikc3jovi225L8fzSG1N/MsQzKP26quY6TlGx1F0ieV8oNkMZ/2cwq/jg9tz4Lnv9T+23RHSUj6ej6S9z+Z/LVZ0i3Sq/3qk95ma3tRfB9v6tLLaWLdhDJhO7FMSmwCGCbEfUImpEkBIZ+46j8oImQFzJ5YhAzOWV70UkocE0lEFrl+moFSTO1+HPmAiJ7HWOnUN+WvOWVJVAPe6H3dBWVXfNfGmoMe2Yi9f9sZsX1ofcDZ//p95H77/v4qxfHbNv7qSv4uunrkf6kuTTLr4o4mhsksUF9hovO37VLB1mF0HqKeeyweDooXF6r7EdZi/yrpnecUUpttlEqT9pd0ZbdqbeZkXk666N2I+53SFy9b/wpudMhifjwFfbp0QcLSbXAj3MIvLw4lwEY5JXIwuEcHJDUF7QLHJjBX768r9Odpil7NIelC8yoxEh2Ar1cYjGZp9DKcrVAegw0ODagGcy8oFPX6J9KFQtdFbWggv/StuqnqIC7si6tHOUwKfwak4Df8TGGoMD1ytfCOj3sJVIRuMgyO/XU7XBoH/YbCb866ZsdIxWxWnOfncJRWRz6rrN8PFLBAHih0t5WCR+AUrPoaOA8cld6oiqybnGyHi910vvFKqIT1G668iFKwqbTCJMWU4DMt3GIagMKa43SdSYyfjaxqblKqf0MJh6UjHQPYmH5j52UGfjHMyBU+ug2lE2uWIQqXO/u4DR6Lo1rwVZLnMBuOJ7rb1l6CJVVUHHkmDrZU2+PpDXD21ivm8cQeNuP17CPtN7mEs5VVYMaOQrFVnV6lEVVKODKWGRufYeVfRDIN8wMa5BQSMCiNHvJjeokwVoK7lMoUkxcL3LnmE58Fdok8G2LWuS0xTvm1pyil6WaBogP9sRtEJE9I7CsyCSfhi5mCnPZJ1fqdG2EQ3PuoQamepFngvCrMmZneCg9CA6B+dAb12q997tktYXoLq8eWlwLCqykTGOx03DjUjs//A6AoJryd1A/7C+y1trMbUdcOXuO6RnenhNggkbByi4woQ04tNkyttXqkdRKxHGN4JhKv8vIoFOni0C4za79DsRkFR6RFBCBsDdgb0FO42SqyF3mky5E7Q5CI5MbycpgYwCHAdbR6pV5BvAT3AfEnL19FigjwM2u+4+Fnlb9iY3j6FGaz4kms7S/J4LqaIn+uMpG0jtvjzz9hsjBYWzXheJLIj5qWjitQHfyk0hT+oj1JsrQlQOuls/TADmnDnF26d8DicnN3KFE10nH75HQO1lb/96khKoTrxrVDyoVpVM9/hsgqQvkISMa7mr4YHOd5ArQWxa1KAsfRg1U4ge+QdtDBm2IoBYEMSAshkKEh0Lys//pcKKhCVKzNetWggHNA/bjq4pPeQw9Vdl3ZYqfpwyshCt5LK1tfnMgnDC5Zni+cgCcoDh3F3e31T7Ws4JhO7R4uNwCjB11IWeX/ZO0cXvzXNwNJ1GktwYKRWbxrFWhYlaec2adjpR3h5h3ZksykwX4BhbQzotLLJTV8ZEAfuxy4G7GiJHjQJq98WSE3ZuU2+TKLdEKz4w0fq6WSPsUl3lb1u16AA/bn9PmAjTuTsbePIXc6iQ0CbSuDNnhVDOLhVmJeir8TBxVz2LIFhjRAbVB9XCOdoZMEjxPzpIfP1PZWPVh4zIsGrBYH6cCigF4G+DBnTLH/u+onawXPWJx3p5foHsnbYaQg207tw/93SREFpAc9nVaByBta3kEkcVCbC62V2GkjSlKI8VpiDC7FTJlkDbIvKMq2iQisrH/o2l4y6xA54tXBOolTPlp5tP63NJYrq9HXEMmsmD9V/ruJe93Q+L7x+igTDfgQ1TxBdTEvHGo4rhNnt+TozRmhygTQIfZQejLOG0zXLs8dZrbRKOh7K/tTe/HCpkMLvhkbivqs6fFiFirx7fuNsbNbjnvbC48AtQSkCfRpDGC7dtUGAENoLWsb22QbF2UrdD10JTboMAHJnYI1NCPHZk5S/jc5ijzopNSO5FJKVBYh4SPhUEfKNq/vo1NKtqGs1MzQMEg0u2qd5p+B76eUhN0eG7StDvB8IL2xJVQ7TYYp7Cji9mSoMSwHpqT6X4Qbb16grnWBr8Y+wc3Gi7Fp9ar9HXv024/Je9NhKgo1vTiwGo1mBVrZA1xXshZL+9nmfGm+5hEVkp7F/ijjZZ4GBEDgjFOwIl2PNF7dIsUHZHiVpWQlVo2C6EJ9Ne52IYsqmjrjwR35th7tXxLZdYE3PPW5s+cUJK9lQO375RH9BvhtghrDUPWt3WIavwNGPDCnVfmyFzmXN1bK/wMkYX/qnesPpS5nOtUJCaUfqLALQr2Vf88JBFPv16XsertBK0XLSrDIiOD6MYK3GI8VN64a04Kg9WFJHKCaJxNcKClSFS4rLPe/ihymKGl9PtS4pfKjlESnm0wQ4/WcngAjLKsslYyaSF3XZD8JmBKO4cl6bhvRfmcdN4UStu1jzrbXkq4dqrUqGer5tuxitmUvGWiivYMHk1BAfwHxQXaQviiGJCapP8DL+znVI36yIjIAp5+BMwKfqYPxvyMyARZxB3NVGSzJ0LnIFpj+VmyfXgw4Z2xHHZuOHNe+w3MOcpQaZD/2fgl/plhG9AOJoEFrtTCaARyGYulcKgI9wxq/OFAFKNpKFM5Fm5Eg1jTHPjWnDktCoOhiClzj475QnsH/GKh+uTJux2Y6ua0v7ZiQ4IAeUN1yXEsD6JjBeY9fV7WqELQSaYDwplHmZnbWBpyNR65xDlRgQNXoS9OKTtB82v2ZQNKZa1xlZpKnofCQ/m7d4FcbsDxwbwcrYMoqKgHMYHU4eKQ6BWjDoiXRHtu0eoLzi41zjT6VQEhgBfESw7gEc94RFypboKNCpsXKq5XvC2HFwiBpQigGMuFi6Gl+JBfRCqgcn8o2U7H38CVWtIoNc6QUznJ/UwgIxjdATTcDJYSUGICq2b9r2AtsnfS0eSR5FbsI6bnneDYg2luTJxawDK05UDqILoQlXXwF0CDzBtduZdIPr8HFuTPSh5HyaOerUMICHUixLpFeAGKxs3Tu8WieGdRnx+2q5n/DqJ3bunbQWJRGNUUvpeilwRJEgiEWwgw4TjKohAnF6PUysEPH+9TrrQ58YeTBlBKo1Az2QZn4S+xxdw9cUFOeo+il3EaikzCal4So3CzaUdZItdk6Opzi5J1K1zTo8qVki74tBA8iWV/t9nQzRxbbmLNFpdW8XSEK7Zl53x23Aq9JoUsQ+oBiC71hTxDrpzFwO+j/HDvjwGsyYm5QXCpWNc71QteonBAo1LEl5t7eMC4EM91DZe4b3HG7iG/NHZPLtBh4hcU54N+ekXAVNwVE1cFIMchVAYalRPVVv8kRtIFOIhJgMRPrrIzs7fTY7ukhhxl1EoKqH3uEDofbMv8IK3pVjiL9LAjswYYcLxwnMtj9EPmuKCR6xgd3uM9He9IPrO3jP9XpptbNYBFZnf68EQM9sqE67ZagPWTjjBewUflJ4AhJhdtuZ/1C4LBoRW1HCKFFqyM3zzvLaCW9GxFXsDBiei2MWMh443o9acJ1AQuEOJxQAktssVgIRfiWjrzfWFR/5CwBcS9cztQbhc5ZFeBb4DRL8vpAk+eUiHXMFbLw3lu8KWwykcyRs26sLCfFGWy00yZIe581sHG4sS+rftaOzHFes4NDiFFSfejcBPPQ/KIavK7qVBSgp4R2oEujYSdM6+xKto3y3jf5XuMT2Z2EmAW1KEtHJ7iSckrAp7A3kFrayHgQ8boh8f9xG8pP6JgRgqeO51XBvSGxU5y69aEfAo1b+4v015aVoXRH5A3MewkjOfK4b4FhuhLV0m07ZyU/5crw24oCgqJwOl1/gZdeEsxcrqBuRKpRP/qcI0HxIooRhnIT7KGS1Z772eV1GXWPSplaRPmmjKdmkj+Lll0dqNmMRAKnDNHB1Sy00VTTM2IgdTXBav8Ny1PR5/eIZFq0ZyYoJnsIthMSw3UESz1/xRSHnta5pFwwLztTFSKS6lEd/aNYR5G5LZD7NQZVuNDGLUkg5WyMUWhnXVUmLXXzERusO/WVrYDwM8WipbaLMGBJzLOUg/KW3k4VXeFJ/72/fG8IFnuCrS9kM6y96KMWsdDZo9tQSCj7BRZW+waQpu3TV4Ox8QVBVoEmo7FfuGoITyPXEETVZ/1fMMxlaKGsPN2CeJkv5nFnxCxY5XriNDvj34nKnJFkKLan4kgSRqFP2N8lbqwCxp1BULx+5oLgmRbFugfwn355y7wUywON2rccHIri19iAD4R30pheQwmOxi6RAd5q32TqFTS8c2aZ2EWCkZCIgZRS0Ok7EGrOalMLBye/Xg0BppSwLxEAjomZhjTSdUUgqAjHzDi3NI9xU5UJBiwc5aaoAjecVbv0DL9aBRHeIk+WL5rXxoekY42AUtVNFPpRahZ8NT4GSaQrrZ2KksWJ8JJOecpoKWooExmkbTolwLDPxB92vFWEMGEjViII7kzQv673xB8fcvmbmHQoyQvR86l4nUhxqhwSO14gKgEAz1M6FakVX+Vp+fd3nXZeueRhKrC3KDlJzkhqj10O27MUDktgbf5Se4V7kBwhJtcpyEDjzTBYYa0E3MepfFP9p2lfZrU+kuKb5TTKYYpyaOBWFjImq9zpuMALI8T53UHjvZRlYUAjI+4rRZGN4Ghzu9YX5AaLEzMJjAs288VIBKKAUOVdNmCjnZKT8qjWgoCAK1hwvm/VCFqT17uxvbQUK3QUzL3Bz8niMJXhaVzsJ9LDpa9STXNceABK4+F85hwj+sp+gi+ddGFYPDsrfDb3ia1zn1goX4hXVRsXCmhz8rsBKICO4OSH5UOK0jRy6T2dab1fy2mYro/3BCzoT4CnLh/QzCDiAHl1uaUF0R1C8dnoy78XjkR9cUoqXKiJvfx4Va9qG+Myik+AJE8v2BgLElG5aACsgWjN9hmYjT+MjQVZAzwexf1dkDS4QioamuuHkLtQ+LL4ArKU+7HaAMJYkxN/NOZ4CFAuj9BOJUYJ4RjXeD604QNowwQ1PyYWPzyX6cX4X2fwu2l0fkfzBwiAnpkn2GQf6cUtiLUgXHhgAlmQYAN18/YCUFHZGw+m1GY0NV0viq9+XtPOLTDdFxhKMQIMYLz8TRmkRWKK0I4GYRfpjSGlXIz3fHztj7QmeTCA8aNHYIDKc4J7tiTyD/EyfmXszX+6O5yqaQDx3R013U1N9xqvLTokk/SxHkmdKiSpq02EXPjzH3zdIU/Nejeb8CBSbLBylKyWLZEIwUVo05i2L3HCHH3+AHCkUvtukklX7nxw/iE4tiJVvCfnazALwSnFgYXYxTwLxJrU9Rg/5PBc9cdOaANeue3WEtEUW79eT0n9BcAhLxiwoQpPG3yprX/uSFS/q1CHOZRexaZfHtiGVk1t2vCXX4pBJXDBUabx9MEhPLe2B/zTXOdgWBzk8WKv9Cvym+TjAUqDBJvk32qfl+d8tLxx4WKwZAVMwJiXiwb8QkMhfcGpLfWTBjpZOI9tb66moUK9YDm2Zln8VcfgsTRbL53O9oOidSaodXI+kxwtoZDv+bvjCUDllibwF/zHkMhTke9zW298LkWBJFG7hiCN15XnYvPnf8vUJIHMcmDByd0l/V/TPywJHRToJq0RVaLNbkiuFsO209lhmSWS+XaU/VWMTf2fNJN3XcwpxWwU6U5yOr11flyc23BdgyWK2FgUw1NgbBhdGed0kEBGfjXKk5kCQcfPQQ9VgJ/2aYs88o1f8J8Nv+Lmvlp++9K7n/UHQrnTp3kWUy0GJcsvddr8VptBXAkIcMQa0H3xhXF8UQFTNxgpvYFc2KOG70HCMjBhXPNIdYP0gNeZI2lJ0HswCSfxDima1kmYSrVA8biuBSNpbYhwTVfxp2xaGVisW36ul8qzpD5EZfNBhtRX9J6Fh3nkGl7AP4cEkg+LgO4dZ+rRu3HE8cFjTvGyF+9nE4a53XkhYa9xt6DJhLF1+znAjS7t6xfgo4bFkF3TWLG+vWU5o/nO5cyZ5e7QZAFo9VNuEXb3JA6NBtcbOQQx6upXiy1ERuUd8/H8B1u/uYusSJLv2RMhrh19kcYz2MC+8dSxibI3/RA3n7ZNgCBcAok2IsWXdI7BF5csaO90KlmoPW3+wtxz0Q5TPXs4zNGj0XBX/HAw7I6l79ROjr27w3KedlyNnWI/TjwF2cMfvecHUsEwba+XFeDdplqO0xEE/QTf/BUqwQK6d+IBBdpQIq9xif5QLl2RUr51GkRsnREJqnyBzb3VpGRsh8oK4tcFIwR7CMeySANLXqDEM9mLwxboLG7NgPXqgDa+DuFhKgo50YtzdnFUSqUssgu+oBEVXx9aUThHLIWTlig6CZklF86PiqyM5P79KUYn52yPokPBvnNsG+J7miHarIGa3sZFibL7wyEXSOEcMujY0SdNMqKBFOsvWjV2lWWFugVMS3mEc3vdPGRbI67tLPfSIQnFezUXYa0CITcQJE+dOMMnOQtqxzU664AvT8663gwYdACCYLQSYAvZqPsb2DnLePOznz7HbnKcyS6sDV04HSxzDvbvCO2ZZ08Re+NWWqV0w2c3pPX5e+20l/cbrfVHNYWFsyEksSNL3D2NFhz6Zx8EOY2RxHGe7/FfliH1xCHuiBjh3gXu2D6caM9uyKPGn9vZfPvlhB1wpC9lIUXvvwTzzMk8OfkyIUP9vtw5Td1m+O+KtakKa/L3Lrn50fwdvWB0DA6++VjSqKX6dkr8AeOP4oVEA/gWr1vV/UTOCtq9xOc2c3rdKemawn6uJ9oajn7eRYTa6ZQnuAI+yw+nn4pXFu6WSsYLQofNcwxkAF8oI74gX1ggJ1DCTaWY2M17jTDjzPemN/zruPCq8XWp3pLT23SQjrthnuQanTPalWO0rTJI4t+PXgJb4O7PRzicCDf+O37Z1uc4azu0CpXwbVxXImEjG0KEYPIa2NYZESyTofviUFsP7zCxule9oKCzxidFOqxUR/xpTS9LbNiMsAt4riufs8uBlZapzCm5uSmGbQl8dvMoyUBGUjSNpIcbYdZsKdp+tvFfSv98SFSlQmG/VFbfFhjnEeZzomeUK1lCdGeRdrBOa2SEgy9JPWpDWT42TNQT5w95/0h1885XZk+AwtsCGyxp3IHhQ0jLmJ01tFUgCfJYjNwQ55sgNlHYu9ij1lLiUAQbxOfyzMer6RAfO3M/Yl02WJg7a/ui3O2ERRWSWTANN3lCHwDL0DoElzHvvDA24oLS5ocnyGcdoWfAdxToRFIj+pPXz5lGiFJF5QnUH1P5xAcli9d8EhVCuGCZUQ8UmlOsQ1Ct5X5sQWGaAy+Y0AGcUntmliHFkSo97FS66Q0qPVOU0xKX+FG891mUPP+FBt6xjeBn4KUMOqWBdgU0xs0EOLvHZrjUf+LW7JfLtCOjrDVD3C/rBKRCtmSbDDZMfdAbTSNv8E9oJwjqSsfUeJ6oacMztVESVSpwm7XZ5bXTiNI2llJbded2fKOFTSbknu0RVrC1PtUz3REpaveSk3DVdXZ6rHRt1bd48WqWE4pnXgYE1AxQ4L2EzIJAkUsMwhxy/CWYqjFl9YNlbWy1L3RzSl9Cqh9aKotzd1Blbpo8ipH5Fx+lYvQL+VfSf7yW/+UWEWYW1XuAYrWvfLvrtRCGYswKaTgxLwNNmkEIb4TqJAFX8YV5I8Niz180UxLyyojLgt1iZjVybnWyrhYb1PyipbNG+ZzMaWHgd4m68QvVmmPlQbLGQkZIIY2wydJtVSEkqo+6LFon9qpbtdu4Y3XmlRWGaLJUVMUAbfVN9WlaZ1dxJD1Ov0i28LbjlPTVG9I6C0mzsb3yquMvlQpfGJlHC0N42oBWb+XFvVDmpVkuS9iSmYDB6Qx5Na0WYVH+XIeOi1UbbAX7QEQHYg0bxlKYFJq1hdf4Q4rKDTpomtVhfLq0g8KXj8Eywh/imIXzTBZI9rzO5g4m5wBQp9VP7a2GeYU8AtGy36zVOr7IKp3o7gSOQwa1/RAySh2bemk5ks3mgStdXvVC+xgyt/v+YCO2So+aoB6vCw1yv8Ju2b8MgNPzwh9q5Asxd5plS+p/zbDiWRhc6l5VySl9jXo7qaw0ZwGkOgJ91E6KiwYCW7K7MHsW3WFFEpErfZiOScn9CJt/F9DUpaH3x4GEB7sdCtMKm8sHd31A/KE3gXLeFxcuQLiUW++c7P/Yy8lx4vt/gwbrMck7azrqgTXJTx2OVGRL/3Rkho9a5PD+dWyhYbidbQw7Da017dvWxEs7mzVv3ebxXd5Z23Gr0f+zG1/smdcgEQNXT7+r6lDGZLC1Qr4DVShTonQs2Bzll7tAv3smDXeo2M13RsMa9PZ8vwreiiUJgburcw3UxM1uHDeCp7/pXmtNvPP7gzsrH1cSd9ZyQLBvhkO2goikLf/ZP7ZZf8bbWgv75hGosLPLB905I0e+wCnznrm7T7m908Uu7nyb8Ou0izwN2CFoRkCFWg9I0NqNWXBQ7HcIIFCwETQlSRZ+yGjQMNGfz+Tu31nrLL2VmygKQE9JGionxiGoSDIyrRh+4rRWTY0BeNtkDqXj9BNzbT07Xv8HICwlWOMEbb8QUUrogs0sY+mFfcI0aZ/0OoHIO+s77iHGTPU+l/B3AaVC7nhLRQrKvrChsecxX5Xes35VhPKicNHHRyG3aolN0pm9/ZzSVn9bIL8Em+UMjTTFfDsUJSa0jUaLw4k7+hedoCmB+fSadvEWaTwBmCQLHyToKX2xDcr7NG+43CPiLqIsVQaAjnRQYmWDCqqq8ONjy5EJ5TpBZsM25DOxGuJOCtH21GvSFeupO5xVW7KJ+xFGnDCXd9Z43C7ilGYHr93GsQsMLHxB/VWQoiRfFMU8l2chisfYW/YFieIbHDscqzMRamvHlo+lrpSJlyMMnlDlnbUdKj8NtOHj0PWRt9qb9mYFE9yienJHOFuMwJEZE3Ad+N1mVIZ/3uUqICQygZlPr5E+hyNM/GLmgEa10093EjKwg+TIX196jWdY+ORJ+B/W+CvTE9Utu/2HPN+KKL4Q5hfH/F3Nkm0e3NyQ1S5DzRxKY0rwf6Zlviczccp9mBN9vgXz19SE+aBlQ/qzWOlNdf6lHlgw5O9hfpoj4d1L0YTmtqlyIQY2z5CPgDkigfoszdTEf3us5vf/59k6OHLOZkAyb+zW6zdZpSnOMso8bWqdIxNgXaUacPF5QWmWcYcw92g9BDM5IxWgY0OGLW48WA6JEiyScMkT7QW3SHJCNwKYOTRYN6OQVaD5+cs0L4PLpkd3Aoy0o9AN1rp2wGd5hicpcaDSUYq1wmIzEGlCk4yap/+YDcbtW1w8uEoaVp1IBQ9fnEVnD7KRKMXKV48RxIa2/blhEs/KaPjvV4pFVNF+iyv4Yj1HW1PSiww9ZWDknfDnJ6KF42o+NmxhJBSJvfq+wUV+N1QXvoGg7165EEghnRBzhSGgi88YU5RHps8HC6wySw0+bGX4LARzQPbKBlsITTuh+Vz+NmiQLTTjRfUYAqAexXITP/CIn5dThZgeV23p/8J4WRhgF6B/l6ZyPeFCABdCcx39k3YN6WVhnN6nLkxHzo/nI7wi8lHFhwullZbxH1jVzzE38cjcgdjIogoFU19fLg4FSaK7tyjcYQdEcLn+3EtjCOsc5jqudpGVj3MVLgAdnVaKgigyD3PPb0coLpq374zrkOpIcujGUD9eaBkafKlm/AHQKyiZDqAnh1IzmGcnw/J9EHYlQ9TDwStlEoi1D05KRq6X8nF57H3jJx4GRcGCjDFxUtSgxaSpK6Z1XlHK751MtMUwCl4tqL7e0dhem1DnrCVZ8aA4Zt9Mgx1V5+BYIpSo1hZNGlXWWdVZItyICxMBJINHUdj2J3RbitsOrWyBq24wUkTU6sCtHyKTgLe2Z08x2ASocxBDBE3QsekV4T/1KGDJCHKhKT3b9cLvmXTvPmUIG891qU5fL5WkEAslm2Ias2VKC4rTq80AQMSFwBkDhJ9W+nsCHk0q1EWQg9QkMHr8HiCFkQLsEuCYf5OQE/63wrsNphIwqUKviGaIruZNngW5UHt5vAFg79XXw/f4/VXl4XCqLhZeXg/pLk5hb5wp9NRbb5m4i3fHMwIjWh4Rqh9+IrA4xBOpENAmyFhWyE0RTlhH5o0GIOm6fny4/v3xTHv3Iov/VNWOaXxlLBb+NNYMMmlMB1A6RpA4p2n1L5Rw0L4yDhx88ZXBGifIwn7Chm7Q4fPVZUzYFhHT9ntWkClvK1G32+FWxVjNtgZxt7W3HhgztrXI7E5F0kuavcyN9n3wbOqdhP0zUk2I3IFeFgY9809/SB+sXdn4y9afeu89unT0zslbgzdGRi79dsW8l/CqGqady6LVSiuF/yLgXwW3SiMt3ev3CGuCJzehLibzxwn+frLcJTZyZ1iXTAljjmMOn6PN0RRTF8Ni8mIsRVMwNX3UkcJKI33uhf8FoE3Ub+QwOJpzz1qftWp2RQ5Uix3NH1OLplu3HYjUCrN0CMncDciGsn8UmD9PNEYZSbzgwO+/qlFZ/OA//QySCpBdzhXiB/4Y3dJ/y+ibqRLve6ngWXdX1orFwvGj/UO4plWEpmJThTwJlwpK2miSWyTz1zdNQcclR96bQT3YQCVhh/6+YTk0ShVLUxu4lKJUO7ZQl6lwnV8+MG5XVVNuBLv46/W7+BVhOkjolbEuERBhzDXzWDPbmvypCWicS0Z7HmGDXDimsS4Wn+jZbUfvMX6uG7Mmd+p4nZgAg8J706rlP8GB+Lui7sAqMvENjTt+szD1HXerwfEtaQf1TtkJHCetKBn0xS746bgV8h5dLQ/Y8nZc0XmN91ystdrRpEy4qhe5xykREmu98zBPsdXYMXTbEDkWgPFxauS7kk5iFPanRbkHfZnShGJ88dcm4B1hqTXf1ZKj0bJvZddJCC/YbNBJlJaOOxpLQKzdymtawpLi2vXZwBZvMEPgi6h77ueEQ5RIotBrfztIWKL88jP1AKtI+HEXf+Zl3ZEp7hQSLYpmOO4crXGqUGs8WhYaT76wePHNSLU+eck637C05OdgmWRp9zOVCh+iGnLCaipGiPJiJIAbtPEDngN+2VE26Vh3Ks9vh5GpS8kzKAd5i00uvN35JJJi2AuGG8ooouxZhtfZgbtiONRGEdE+oUJhRQ0W+moAwHNvy0d5maIXQL3f42qft8iAJzUXjuoHGTqwrAx9OX0bXBi9cfzLFnTegs9D8DxVRYOIXoSvLeGwdBD+mkY2nb4r4NhfNY+LUjcGbB+Zhu40St76U+A9kWpNqLsMk65JFI7dyFnmxb3XNHfeIjy2E0kq9zApvHY+svH2QLVIQ+traW1+PvMse+XOmO4MaZWkdktZ7Z7kKv/u15cBjXTD3xuzkIuGwLtrkMvZSJU3s0mclKAvF8+Aitknt6aKvZ0TupoqmSk/iatRpfYqXKPmlaEYPWeKxzRUGmrGAu9itoj5LCtSDJgW+h22oe81qndIecR8JkEi4HpbamqmcchOVLnrktMe2zjoB7rMwo3dUQu/rPfCcXMnpicT0klEfdw/JTDkXacy+wMfn1Uhih9mhJylBjroc5lUucZpDSXwd85mctZAX5WINlAYR1QJw7mFqiKFomKEYfkKAEI5tzlu7RfHe1zBWv3qhy4/FyW8raQbMz4/MpduaGK7bkdLRugfnRtqjdtmv15oj3IeuMcXPzXeY3mtciG9wboyMJzMGLzZNfsCtZGC70mpj5j+zZbk2e9ASVXct46IWjHdrSgWQX7cjcqCJv0AjHHdayFpN0zEpmGRtWp1RHcxVa4dRY2sLxZj/bopxSiVwxF5dq75TIF1qC7nNkDPFyMOPRIIT5xnUPO1VSs9FktpZgIq7ZKiu0g14tl1W12qFwlDlZwCIldymzgbxQYZyllVqxuKKjbICvzCaQi/+z+Ut2O1Z9oaqcNLGb0QfwHOs4xAttJ5+FGg4hgdnqLXzMBMn4y+QGRLJIv2EzfPQb7lbCWMElxZD2Y1UTxWbYhMLcfg5ocS3O5PidWcuONoBc6dJBOZNiMZkp7kLMuLMV2bsk3SDKNA3QUg8qc3avt4ndPPFqHpnSd2Hdzwd8okD4UAHGSi41HEmaIBpGPiawIKrMHAezDOIRaGIIaKILxCxzGxRY4CKU/jujOE5IC391uYgkQDPuFD56DFbYDkfaURHh26tMQTKRnoKFeacwo4U4eFg2ONBP8N2GJyGy7JvUUFIQtnkdBx1o22tGAvpzUvUteLYG5GKElFRJSWi/+xQqUoCr1MFJ6e8lSzTJjkKWh1TtA01w3bi0uZT5A0y3mfeY75BUZNzfZufGHju7U9e7y1lbQCnU1PJxiCf1LkK8FAUjVYKpWqfNVbaR3ePnOyvqtPjd3tKjhkZcnxFdwokMK2vchozXNP0ZDuXVnHFIM0eQnv8kNDZQtDhxWr3I/UZbeZN8YFucX6ZeX2ppL5Lwy8HoIiexc7Bn7T66ObsXHL1us3e/Bu6xhBeQsyp8fx9w8T9mi0iY2KMp1twbK/pqEv9f7Z4zUML1ynsS58DcWT7G5+pMAVywz5vNBricjSqw7XyWME96Vq6vo/dovbsdUf6VeA/C3o7bmXHfLAVguniGiwrjMV7ZuxKXSe7YujR1ib3tZe0NL1B01Cxn3k/cwsiBgjTHeByjy6StGXe9LLr3nHI0r3bib7KfBytzX+oWqKheHqt1jTnqirExi71nQ83FQUX1dHOmgr5JPJsTy2MDbXFaG+AhLJ1JpRXjIoGXvBUHoIrI8GtaqyqIhM0XPPjuWMiv2mey/Rc03//OCOjt94rNFqAiV5iNf0Eg1HhbicKJC+cjuu1FS+oINIp/j2S6ZCFfvmyMZtWR5bSPLfgDBKg/1ut6enUZDZ3xZZ5rhfkpSTK8I8VM3myxE/rj7UabbUDcJKpfrZjoG3pg1cYLMQGcs3DEU8etVQvxEFDx2p3iGjVPPBfqitWiMa3KLJ8gENfCNUeIwsUsoEHFBdp612td0oc18TUCrcjCw9BlbN+8HcGAE2IkGfVnhocEJljBUzUVOSGhybKuFxGVwQA57NefKif383faO8XojNrFHLha3aEJ1FRjStavSBhfv9VJ8dHZr8eTqKAGfB7u94oyLyVI+zc8+31ZbM+cQIHRPXXVOUXjamLZZO9H+kDHcaU3eOV8jnyZNj8QHwvlhrT37kq7hnTwca1r94e0DMfZ+qqN5/6HW4lmqzKa3SHLvLTSbV97dzGsrzBoAdZPv3y1gpyysde1pWU8kWyIGeX+7Jdx+wRrthKEv1rC1q+GlgZc1npTzrVj6THdIBEaxZ2sdQSA2KxrVvSLPInrIZFDLmH8rZPvLaxkG1YdtJeHr29pXC/tqEVHINzCsK4ZiRPcedRvU3R6LXq2JcEySFsTWOAK/VUZksLamKSVbeA31+0tGM1NU6q13LomZgwDWz6JVMJBd7G5oa+5QrXVfP0dLxUQK21VxXuk9hTkQG08/vEqKPD1ex6+DxRVfIlTRgcUdPpzgEhWv9lMml2o+Q7srMsDitf8Gnsy5PoH3jxkMeXG2lw8bIXdKnnzTEsp+jfBTSsGpfb5OaFZ5aTSpIDOWauRvsPdPNNsn7T6WPwpMlpv87JsNw0PgrlmntsRqeWOZxZXxdxi3h6aU/OWlknpwWzhG4xqPPEvJT/jPkgZfHU+fZb0Nv+bvQyHvM+juidujeInuZqAzix+qvlqyEced15vWwByLaaWhMj0AlxmKsqW7n6Cn5BDtb5qQallA/PylOQm3+Uiw7p7HTZFJp8XHD+2VcC915G/adhN4o97EL49oW60oQ3UY5RfxhlU4bPM5HwalBGs1RcOjtNBHVPm4URaKhhjlAiVx1glPVjBpivL63S6mmuWDpVD+7XXPjjZ+rhNr8x4JueJ1X4K2RuV5dv7YKLTQ78xVoRZC0pmombu8zmacN1izPMIVZXlZmxelkY52HQjkCWa88CPBGo7PvnhZDhVvVERvGTJ001Mpms2GAzuGMLarM1/Zsp7ex3om25YhRcUZ7AqVWV8qHSJUJn2DH2ZObDanTu56sJVbrdr+Ezka008G2eb3zYdM3SkhvEGcxy6PkGq2jwWvI2fkym/37BQWAgtexZ4hj3jt7wov6xO8GJzbNBS8pbIklxNzHav8+YBPwts7Rctq4Y2+QbByl532NqiBHr4I9dfsOdX+XvjfIwrWZZGgVS/D4eYuH3YvHuJioWq+ZvqiwVBKkEbJH68OxvVFWgqYxZe9FJ4hXRYevSEFVAafCvULtJkG8HYKu86tl2b5mM5rLzRbhypm2S1jO8d45rbqBdMxFRyAV90+073z/z3zDltO0CWpucjwJkk/rDSXuXd6Vl38gU1qfRCXdg6OdaM+Dp7kutvqExESD9AqT9yXxVxR7FVSOqXQ1FGJ7DR0leaEyLN3y/qcEVhbrmGwnwTXL5Xjak1H2YOMLTDSeOexxycpxPEZ4A5k51Y0ZjqjXmBqn/oCwlGohV0ZWCmLdmmgMhTMfaI0M20Y0hns7uDBIxXOEzrqBHauaRocdn5/qyQ2kGFoH7zdyZE+7J+gw2oomtK2jqaRbUzfumtEp/Am6Ux3o7L9reg/FEQ1i6s3DL5iPj0rnm8KVRrv9oqEKQJpOElTpMO2QwmKxwJuAe9tBwhV1flDLJNFo1lKeQUr5ZoXC3+TMQzmmLEMe1kW6btF8CwjRdeOgjaWcoIohzQsv2AKsroL+RiOz6rBvpbAScInIivD1Ge0bGkiCG+OHStLlafrjnVN24ocL4O75d2y8xDlPEk4K5Y8p0szYK5dx6g1Ov3budfBskrbqRrt9Aog1jdJh1JSC/czZraGZTTuSdeNxZcmsDpdCslkI6oPCXnS9X/mk93xyVhkwpZbKcy3uUFIdtV5FCQ9bDA1dyK3i1QoPyerIquMj3FUSkwKy310c9wQh8+BvzYCpoN4LSLGQtTlNj1szxC4FAhNWDi8sGubiEMioaDmIiCYAzUlfHtmWoQhuxoY+3trYKtMx9AkLYA0csMQGzM6BRyI5Li8IRcDPuDKCoPNeYqeER9I7SQqho4omu8AaHH9vwyJtmWTAmCEwEncD2c9pAH8ctVFtuUNUKR6L3toRxnHGaRTHOaXpsF8bEA3ozUR3BXSFwl/4VMkEr88sf5TgkJInLpcyFjlsAezOD63Agw7NoVIDjvaK2hVsYJwDtvCdoHpviyvUKLlZSebRnD4z9lGnVqxQHZlLD3FA5QMr4OAqzYWxgWLhLRuRTeJMxEKGFGd+2oPhShweVdtRbEjvD01jy4m22Jrdk7TFqTjL5KZIOEBbYhoJG7fuZWd3zqwBq2QA8ccpkp5b88RFWaXeaYjxyr2rU7mmnhzNitHNkIu4zjoiEkr/veVbXPyD9HKHNhBgDGY9N4fr0QSJDYSt/UmLjMMzpks7o5hvPZwKDbtbdmlLXHfTbUmN8npmCsmQpUtikhDtlbe5vUwuLpVSMZMak8dCivfHVjbt/NzPOersLAvCfPZbzsHoz54ULmf4J5jOLY3+7mTt5NOfrlMu47Qe2RRQubdtUuvlfb/6YCpFr/xN01MhbcER5sA1xiTA8l24GWuQeZ66irkaI3/T++zXMdWojOJehWtb6cDa9X/sTidt+Pm/YO0fCXbuqAZtGxaARzpuWd+c61iqO6MUfX+UXgtLnSXbj5I59By2hdMKWvzB06+XvMP4aA0bo7daXR9taHxk9IaZd8fRzOHt62jhF/38zzTQJGr2vjao1HgLc3Bm4upMZPwY4sD6yMQne6CXN7jLlERs3MU7YQIaI78KbDswVR7ibaU7EXzL7CZMSwtifx8zzrgUX8NEdrVyKigJSdxxOtOAR8ppJaWbd0dbxYBmaulg73eUVft9NxFKnCTmB06GjUnjyCyVToZGUbgp1EPmZ/s8Am1/Eada4+3RXP9hpPSw8Cmjt0AC+6/g2WvQsavWptfvJFr5mDcS9TOKcars1cm96IEtyoe1Vm3LsCQCzUbbGhunK9JzFNmpLG/FWMfZNYJ1pl/aYbVC/iWU3kRbBojssaYCvrLvouI4/gUYkK5fzP29DVf9uBWZpmKXwKoR/b6B52TovhKF5pbpTY0/jlzRlA5IkiBKlnLjxpuk8YO0pp6aObwl+AvYPPxLe6qRBB3gz3tqPbI91t5D6fGb0fzDhsnVGHUS8u/kaZq6p0LBXu73+5XycLKF/AExmj7jE4pyDMI4Of1rnfiruSSPk4aTQ20fNudotEuG8Y44EmY/V803cOIp14rddIJCwW+lmqp7fEktosNqkUUK5TnP9ZfomatIlTjKdt9zIdrJ5xo/fUOGvxOdMWLq4VOgnUVbMIxnG5ChIct5ZTXtLmx0OfpuftW1KLHoHcucu+23VdPuaXvtmJIbW0Jkn8v2XGT9+9pGtEJyyZV5GpIYkTPE2nUxHddSBE4NZG7HsTElq3JtdqKSxaGukFPFo2XEX8WGP66E2j7Ao0x+3cIEvqrQMyo7XMt46gZMhTje11EMO5uOKDxHxCJzPF1S1ClIGIlQ1AELqg7sUBFQCnXaIjsCJcOkpbhLZa8HanE9Xp7oGfOUfsd0tUwG+NysWROxcrUF9u5hAYJ4o+NNZu6/ReNz8WTJCH8n8NoBGbGJ56RgWwvIidV+BaxAVyC1eZlkzKPLJVZQtuaagI/1sy6t+F6tJ3Wf1dkJMS+kQjTywkrrqiAKjGYtuKjISGhsVEiYO7knSBZmSwrq6ajq5WFCsYzQSbbW66lgCMYHpRXOOk6Aj1NduJdqemfDSWWUIPzoriixJYte759FwW3UITGd18EJmpeYHxF85JBICXX0q50cg+s59+Lme7fLmwcGbLuNdoXVO88pHj6u0YLayNZ04umFkArlakKHvW7hWTxOow6jvLWNwxU+XVzEdzek+T/GfL1pVP8rghaCtbV/Z5pr8aYLFW//JQWPeVuvv999hW/79wDbssGWDdjo2fnV0/rJ6a9pWAJHJfhYAhP3fn/cfj8oEfohijzO0d1xLOXghpv1rjzH4nq2TS+QhkOJHSroDPsgMlgkTUSd8pU/T84i3wdB8QtnXJmPKSRTwvWSTHaISvZFJj5srxck4kfmclZv2psrhFaB48ugZyQjCkFpogQcphIRbeHeRklMy8AsCfRUpOdEy/qY1NWr9B5GPmVgInsuFpfghT39OyAAR7SNW7UI3hX+j9aI+bB7tIE4vtU1RfNOQxuGqraiYPEUlhL4bJwxM7n0w8rgfFXB8CUmXlcV6i7SVOJp7R55pOrXJuWFLBD1iuMO+WzpOKSI200YIylPdYaUVVFVySy/nddszIYTUX5zb8WNGwcq8nwL/OSn9KjkQoq2tV2Ht49kgohIJNjTnCKrUzatbEufuCubEpAnLFEa1QGfyqOt3NWmkP7/5ZwKQGhtrBn7vIAotD16zIo9Syi93Fs7lugAxZkxnVxH5ATOiRxWiqZeGqxdEF7zF0fB8zYc/73F6ccd1TQY+KwX0RYQ0slqKUmpYug00EsiThMJS3HWU8CxC8GYHAZONTBGMkSAKsyrTyPEf13X2G7MtDj/rjWMw0q+ZEzKCt+1F7aiUqG0PI+MaDSVqROU7UpCsgjCKAlhzQbm342V6K9FnVYkOeZTjoWMOdhIElNJG3F/lb2KMjsA2NryF/p1Kem6XjS/zzssjSkKRhNXy9wMzsIAsloa6hoWkXt5ohjLeSUHA0QbLZ7b+0xmPTBo036Tm2mOCI27B1V7LtnhbMEK9sVN4vNUOMWRISmn2ceNS9Y/6LhlViGnJZFuSW8s2Dtm4+xZ+DRyNf0rUu1lFz3g0zxinESdR7EW98Yc08D2/CTyDiXosotP92aFPMnJzdA7duD1I2gLmEV0qxvYq7E968tKaf2N8npwHNA4O2xt9HMUiEgCU5qGsMp4Ezi+A6BHh2893UWUtkEaMzeybpBc7itl+8O2pJXmR3P1QbzoPhWz5eiHU1iUAY5j5p8a1eY6UcqNx1aydnITsOlkRm/gHAUdsKU6icX+XUB68fOLiDsLcTlcG0REppuSVPFUMclTJZyxHmKVoostG+wnJMGINzTgNrwgVNqMjTY/61ggI4zeRHHGnxrOB79xyGJrYE3P9YniyztXt7IQuIeTstXbzvZxzkZfP7SbXAUJVatWrI3cftJW53JZyFp1ZBkc50eDaNs31oRLClqSyiZitGeGmNJeVonjhtSN4yLQlkJrEUxZvBnDHaMW4xx/CX5oVEa/pWsUAhHDORqQooyXY+0RD2VFVNQigkR5D4bcHSGDy6uNUngQ9pmj2DiYmNUFodW4rRjlkdg1xWoWQhYm7gZNzdUAgoa9PCbY/3G5dfFDlLV1aT1Q/Fdw+DIb3m/tIpyqVX/p7FPqd6Dap5J3Vv2r2Hw8CEI2UshjfHrD7jk8k+PX9m6kKilTzr+Sz1yTCBbDUUDoDL2PUi0WbvzOmDmhe/xAsYLCT6XGSyExTUWNzaZXJGizu+H+lELqr1Y/J5mEfCNTcQ9u3ithTrzfa7WWdD4ll31rlu0LAT2dKpIABzVlWaVl+7LSpMDipHBH5hK79SQXLSP4agtSzo7KKO9j7Z0xaYdZvGCaXSc1cyiULAwBQYBpUtA1XnxS2khuMSEn9uG2Su+XEocA4aNkMnu6HhPVJDqfkqKbWqfRQJHkeh/Kga+bfZ8mNWPnCl9YK4+rjT7i5q/ChZcUOylwURrMz4CedeLTQbId5OiFtrTCl7J/iSoPvfjFOKLbOj9+Qg8bSGguUIradTnWXtz/74i55LFFpjRgOd000ANiAtwld0eJ79jEXLDE8gQjyCetXs200/sIXzq1ThMNJyDzNI4r2wh4JDG0GjkF9ZoLtBbiLrRUr+jorwqRDIMUCmM5uT1WFCDxSVHBVVK9C6hV9XAEaQ1oyimaHgJ4+IpknlaQFNaO8UyftVjAN1XMy4XbVhA7htc0jw5onPyyzcgYI9wHliwIwyz+gIK9ujSHnlcI01AnXCKRK2O4ydqAidRFrvH5VK1coSnKv2M7kZLSceFkhSudOZdjH5zjvD+qlp/K1Xf8mI58LVNt5Ew5zomRPqNK4AFN7LV/EXlmS1KhgfZJaI3CmKoqUxOGr0pWiAPIL08r8aTJlBz2sP002FRC0nFEFA3/tIicArWi1T1BFbrBubCWmdB67TgJaBsg9/METpImdJL7McByYNLFE7basjq7KmZWzU9eqVaEdKE/nl7zcKMTVfU4woZSQqJzGk61jwJaqAig3xOqydvhCsgYB7o7yz7kBlYmJByQR4RI07oFnnGwO4vVp7fD5UNu59IRJ+8wls9JW5/W5up+DdioWJOX8F9PvDArz6oXKTG6ampnUXyRLtTzxdoY7AV7rUulYo3potp81Jnk/ICZQZ0zreIH0jSuOwlQWOzMpHrVmUISG/sx1B7jcsAM2QqLVuCgdpKNhomXe7p/d3/rrhFDs8XKSE2/gRTUxUPVc+6VEBu0jezY1N0JZlyIxf2jea2SRqedjJtDxXdbvY2GOJPAYSF7lhqaB/MXF2B3Y22YHr47rtTsHLLoQdOghcqYJNpFlXmyypoULcRxNRgpEgiRdJzk0DV4ax9pgEcT3Kq3jnIZNebtWCeaXEHXnTonCCfhMwUcGHLN0gOkmrDjHVb0UgTh0WJfJCdyaTmhZ4e9G1ICRgVNm6LPhQZztovOPrJMO1PE+LmaM6t/Z7CXKTj+hRkDU0IesTlqiUeb2bdd7AHPH0jvPKOm1/8kf1Mn8h9d4+Ib33S2lXrNGMQUJoQiMadCZeWKuWgBmG28v14lEQuGssCngkCOC4pJxedz1sIGCJiuMHP3fs8Y23L1gSdRbkhFHxzXqs/67VTYoxgI3jrx/2/XkeBaXxwZK9NT7em8nUHmll62UuuQC+9XvKnMnOdTU/waAnVbiTFcp0HrzEbgQaDnFGntThECo0pjVGq0jnI2RFsP0QNWis1H1xCe7qferZbQzi90gAVV8xhwfChQ3aVmuE4kxtfjbm9zhYUljvZHTql87YSz/3ojFYfEKYI+LpFahv1LrHzQIR2677hC+TfHuuWibc9WLbMj0SAKbY9ZkNnx+khiqj3D6XHVgfaPM2R7jEmdqJOj0f4LCdSyQpK5ExrnfkM/sMx8u3lmAC56AI0TkdJ9cxoC1sWTYjMBTWVvViw5BrWwNpIW6tAqHquaIqTHbUWcgapPZJDTCNsbwSFiUeeWMFHkFvfr6QqhvyT3qlWSlueGgqQbPl/la6arGDvv+gQw/o+bO/Zzqd7q1ndM5Msgh0hKQb9lLd4k0CQZhh6QpXxH465gVQMo1UYFXiVxWHzD8vwHkiFqAGWzJPE9hUKLaKsW7vXW391dcS8q++saaNvTO21DVFU1qCKvoJy+PETMMKS56j99iL6rh4T1IjLek8ln7bbF3ofNdFKc90KapMoV+jAeHUsNpFfqSD2Dfn1UWH8qhNNHAawsWu62Pp+7A78ffEf4cbu8XOQcYjQNk4Pc4E39yoxxhoe3Kn2vxBhwvTIM7zknpHh369VCgHhvG0245AkYhY4Yj4REocs+9zBTKtj13Znt9ndi+snzmeNxl6rOIAYjZGtfU7Xju2LHxyFf96/vuphqRAfR5fi7AFP6eqrxB7UcYI84U31Op6KovRz2nBliaMxWCyFI3cz3X0eFTaH3ZTYicNL07LlEjrmPThGo9Xi9RU+FHabLzEmN0DnbUU9QNYMHgxlxFOSn7XOCDW6LmYtoi6IzkrNc2ubG9Ww1RkAZqMuh0PcvlHR5PSRiTKL0eiAYYiw36e37xhKJbgDulNxVrVanqudTe2owgiu74KgzFNv1yODTTXWFbZxhGFq+SbwWqYmDqwimT+DdQ9mjiFgpyP8KDHZQMGrZj+wSa4HBXd5n0w8outzhuH80tLNFBlmhScWPwVal5HPq6PK+cFrfwfGQyfquE7emR074x5vnFPv7448Z6AwS9s3eQIjKUSToAjnQfpDgcJXe3Fn0rB7+PFVP38KHPj2ZMqQ/9G0+/tg/0rIBJhQMvJDlPjsxAI2yueG3GrMt5TM0uSBaq47ymHt9vtkKzfSqSn/VcCKmD6Cm1Y6d2H1Pwfo5y9t1Je2m5fm67g5xLMsk8OwdMo1EH31PEYMg/AKPJDjUdsDtg5VitJGM4FbKy80f9F0X2ihjn6QoTDYpBsfaY71fg/0MMgEc/dGUrNBhanDANo6wXN0VU7DEWYQ4ftVFs/ofXTptjCy7egaUe6uxAB3JihSsjE4cBXK+zRfE/u6ROPVi3drXHK0pJ9w5tZt4092aIpm1LgA44AOLKb7oYPBIrh40qogiCuZMvN11D1E1Xy4L1vQhS4whM/aO6crnPwTrVKjZPwbxnhmQWAXNiT+Y8DnpR3Zvt53h9dASO6sNdKGgBYVGbtFUINw1pwdyG0joHjeKQtjHohDl8u2rHLoJmQ1q7Mz+kNqyHXAaqx+AKUGEYH9lmm/PrJXn6I0i2mc4t4zKZCKYoU4+oJ+6+7hVJB7cIzkEQoAQPnyH5RQlFOmAve0We8VKOTdR7rbCTHOwU5W7G8u2xLe0zof2K7GP3Bjac2qU96x3UD0g1TGq2Z8JYOfXCyOBvilBuqudUzHV2wO4VE5tX8+Ct6NULj3Igfb4srf4XVaorbsQ53vP8ou01rBpbW+CkPISd3DmepgoZhetV3O1eTYckunxgmbYjiFxZPHEQSB/FeRSawS+qmVTZUswWc6DHVpQNkUtm7AWcsxVxyJT8JbtuJbkTQe0IRrpRSftEAll0al3Au+Lf26ydE//F7XwNkmjRF0paBgxEuAa8XzA0mS6dVwYn3WdghjhrqwQzhKEhw6zeRjGxiO5CIQF54ldoIYuf1yWDC+dJfeqInggyEOD2X1jkM9Pl+3FYpYfG0IuWYe2YWqWjx4hxrxpidoxvLAmcJ+4P+Hf6nLHcV9AJvOis4nO9hHTNEULuskQikdWAk5bQEJQuucUw4GOtIXYJMKIqIIvDemVyZbAvdHv9HLkcIZikqVl2l5UmDQMlOJwAWrnS3nB3GniqKxKaxfwiHNBxgYkKckK0PQaFNwam39l04OcSX8m2eHQvNU6wQpe37eIpUSFWAGQ1yOOOjKNxh1Qj2395fYJtcmyLCrQH5quBFsjrDAD/w5tSDbAqSBrDPQ4p5SySZuXH8vLKA4GiimuF3Jk4REyYIcWKV2VYg/Dmtuo6r5VVbWgGaD4NalVoMNNTJpqtxLxhC9JEGeqqYEMJe7U/uOvwIp3jXjlH3LTtfO+zVWhSaTxmYR48b9xOSQi9wR+IEolzh8gZ/bad4iAwf1QcvZuQzf2JgTJ5J3C4Vs9/e2n6KWRwaMXH8XwQV1+TFVXXqwfkP4lF4Lw8ASN1wmNkF1o+VnAUNuwJCwwvHelnXx6L+Td2IoP6/hBXYj2sYO6r+sVQ3nEY7kT9xkUkvzUtshaIN0x5xW0jx0ByxMeHbYoBPdIAJpxiEcOxR5IRj0XqnkJIliM2T3aOOazyvyO3uulQqbwn8YuZw0bQ9TVF7TmEN6gAwD9LFeUDOJFUUhpjSthuzBNMajgpl9OKtzek25VjluPV9pQVsM+a5Rcgc5h8QSyjbyjoGSJfcyRI0z4mZ568QMalpgS1Cf5kt2ABorzaHu3m+UmqqbptUwtqRziwe+EpAuQfvGdeoupS37j3CAPS4zAG2Q03khUW/YXn00ewEgmkXd6NUwxSsRjZKEPdMVfGTxJtGUjJmXLyCB/8KeGOfQ0VRV2qByuFKzpnwvpBFpTneFV77HOOH+H0c/FreBm5uIRUzgapixzSvHwrzNx7BS6mq/0J+rYSbCZS8GU+FyAoP+ef/uXL8TNb8bQ7lOIJQVNRbw1oqYerJA9n6TXTG0Kz2QsxC9mwc27QjynCItn2CKjeUmqxRkWG0yqRmEwYxbWJ+t8Srni48npxWQh4Nl8GhaJS6rWx1M4vf5aiGkOmE4HhkWHy05Z6nf1y3vQl8iA+bMdZxammCWxYMq9bNrSh+T4cBz08KJ2CjLJlN04eluhPXpuQF0Jzks0ZqgkY/eGc6mhSnZrvsX8+XmjhxPYLR1SBeoxbYWydZk4n3aiN0k86X9HQpXc44/UedbCyBW3U0iWr9tWl3zyfoztto+xe59+xHDnWwKcJdVqb+Ai1QZC1JyzGuBxZGC4G301vCOIoxS5TCz1BhU6CpXTbqu9XNNcqnef1T2fgpnKHkzPNHtsL5iySklLwC6zUHCmm4U/zvtAdBxIz25t002Hm+iIyYyUKKJqTaQpr1b0zohlXwAk7lCKN7viXZw/9BsewtQW6VX3x1+2NNNNhWS+tsg0WK1Td+4oRKnBVBMs303emwhWGUnG3MMvJqoZ3CCjKTyN/bkxdUn8Yat2SWJdt3gwvrJq8s7C5qbMBSsM1DeBcw59VbX3LxeYX9hF85352kbeL2DxVFhlfkrkNvFYmoimgqf7Qk/h+XoEKZ/5JiM3rD4XU674d2plQsH3hfu0p6R9sqJ9Szyxsq9bNma3NJrJVXH5NzGIX7y5LR8mTpXMxrAgcw/WNqSRrM2Sum0HYupc/DX27T8zxci/z9c4jdV3TvvAHL/W5WqSFC5NnF68Tz1+2hc2NZpQPOHvT0v12qQFbzhKH1VR9D0T7kS6rIZgxHMx8m3vZ5Llv5BM6veU1qmhyPYsu8dQvEOORbU4hQuCqH9xk1tZmnufwIgHgVhYXG8vcjx11kHU1AVzDajflyxNeYqrWtGIQzIVGWEPTJj63bjzgV6OU5OCY9nXlpGTle7eqstPVqZK70mDXYp+/ucJFElB3IH8feQb58cx3mjHqOuyHgklotqxGEtdIQ8LfZ/zcHdlMPyLP+RM7UtZdwxDtBE+NPNNnhBGeE6sgfrDjaK0cyt1A4TFBz3Wb5hBeBdvnwsz0WWR5UMTM0S4kx9ZP35pQB778N0D/1vfIZOadWdm44q7ktHZCI7/XwfyDUDGdPD9vO3OSLSyyxVSs05hwB5RwHVlNUWz26//Yp6AbFBntgno5CE3qpcxVWrcrlcIarWHpBJi32Bnioc1MiOZcWr5BnHpMGPn9n7D4s0nIQVxUjPJ8R6XnzMTGjPmj1giyBJmbliRmr7pxPwN0awx21iJ2jbO4jVZsMqwycS6Kun+L4vCVVT7WPm1dNHWtdarZ4ysDxeBmesE5fA6zAKUGaW3+vsSS8jg747m5+u18I97Tv9Ovy+w/W46ppY3ZzUfBJ0ILEv5TTpyxsTA58ZC+uYaJZvY3UEiC4vMpgJoguXSHV6+UnvVp/CEIrnIR8b7s2KM137CST9rwcIPZh6zIeix5IRlcyCllmmySslqcLu9N2p8mI1UrDZ5/IACBigjsh2fYEIFHWJWRVcIF19UXY80ApS3Jeag1hOnmpcssMMoyjUFQGm0axDPwyjBKAIT8+F9q1PlwwkbaHr0tIY/4t3vq5ho0uAW06uKHv1ibA3vAi2mP7O7QxUW8dlF6l2NN02e5i8UPFQX69xWzX3t+/cL7nMsFaB7G1CztUznfU8wes/XJxZ57+sxV5Ydzw+daNEpJQAZIOx75I94xZSXYU5nHJ4zF2x6wr2TyjDq2D6HLmGpsnASAOR0siAKs07jsDLjYYOWU7nseiAaxIVQFAMlDPKj0NP9Hkjn1E1ZhB4TP+VwbJwXjzsj8W3XNArWS7Dd758SsR5HcJYDA8PsKZBqnesAVidzOtDYgwzDPn5CCzYxcKtf7yuqdacrxKUWEiQ8wpzTwy5SqSVIE3ozJrsazOLyBHoixD6OflyWT6UtthGcEUI07j2asHWDprxtLCJjIRNaIVEfp418bvbML5sWM8f+VZLbBMrBk6z2CGdfgAsPVeghJ0yDHLy/Y5ZzU++ayvjka1wZhrB0AspHiK4lKYMwZp+RRPa0C0RLkK4CsRbOWRezSanF53uATQSHYuyGBp0VdfQjcCXjQGA8sejIrZ+KkvpeUFh/s4VveZR/msvE/j07vU9q8g6OvUs4wb5/McjBosLYmiGbL+ixmBbs7Qy11oUPLu8cGdvHFb1hkOcHeogfIKOUF3pN9PunCA+8/rjwdfe/16Ig8QSxeG2piCRY1ZCUwzyx+FaxkiKra5RrRkwlJ72Ff5zCZY5jl2mf4i5J4y1Q2yZbyke9a3vciFGmsfDY1ZbJFM+O+xL0eOZIAZ3wXjYQesedJ1Ir3AdmfKjHTFK3RAvkxk8qoMm8UiWJCaxaiQTKBh1EJAfg2HwAvK5eOk1plMxKlNQOYJe0HNbXcQ/HKcTMr4rhQEJxFOPXtSWSJNEqB2gB9UGIh1pa7HVg+Pg6r8X3au9DmdDzmCtT8U6qe2/581aj2GCFKfXX8Uz0FmhtPUCDjpfLjTdb9irJDzOTwXw/XVSC3McmiDAKauxwptKE44bIBgfZT2nornOHEierjYmHSYZlZ6GlVVIYdD/WI/Vcfs3CF8YgAbKkxMfCH3nA4VYM6xiui55FCy2v8vX4NKyds+y2ERNtKR2snkpB8jVd6Musqjq4jEgkPVAqpp00IAvZwbHqY+TGhwLhnhRvYpAsnCU9phOPPoqAjyRcgrJh8crOFWpiVcRhEbKLUrWY9/r/mV2socp0XQ2B1D3e6+7pu34MPd4NSFP5+nRGVCaLqy7auidbq5gPHY5JmXu6i5HjZJVVjLpmbCejIv8A2zY6tc9ck/QTRUsKo3veZxYo7E+jxQN7FqxJeHWn9G+kGHemxFIqTtny7ccL5mPvrS91rc77wbDBaiOPN1ir/JU4LqVSYTXUrzaLeykjn8fcxBPb/C2lXa8rJzQdvEcNCoeGkS3ZOnR9PuqnezWY76K4le9cRy1ucKSWS0CevPmD6mvq+yPVII3pV6N1M4g8qGxDSSwHjmYpdlRyCOER43ssMWeo3MyysdxdL1bB5Kze6/mBC/+ItHskI0gxI/g4ZQGJALvjPRipMx/ze64APIixARvCohV0Lb/EbnCMCIEjD9TZv0i2VfbFcUyY/015PbTU8/6qG3Gi7IN/JMiqpm7MHmFR+DoEMVxd18VRbeizksbdaoAlrwyIaPBt7w7Iwta2bcD2ALdyIrIkXWpnYShpTlyHnpLkqmaqRzqoSyle36S1/HsnRpCkBD40nFJaye5EjfTj13HVX1RJlSS0D3SkPqAe8w0ehLoFIGBagh5VvS/cLzf07gw4S/nM8A5owpNiDJoKH/TlTwgks6a4nn70K0TpNT53TLrXiwOHtvdSUnBEzy3PbVcyda4+tfnEEGVY9fom6zudZLfATNlx/1aU+HA90Ilfxpxz+nsRElFWdd+pRyJyLk7YytrAoHcRv7kbP8HxiGBnSZxTyeGvRBIdMK6WVlaIIstJO9lKJNgHnwxlJGr8xsRX7eoonJ4meDQt5ksCf6D55ZP/Mer0THbJ0uCjICzuMFLmQk2lk4/yDdEdty8aEAageLTxafRGhIdkxL1p0HOY4FxWwQbDoYudbUJoewrmt2fBaIBPcfp9dbaXG5O4aCVhJlMA+NR5A6tygbwz0iM9zV3hN7u0l5K/xy9ni/pDgK6UT+ydIi8HeVQvOpNvrktBf+udUq8xUsQDExpY6wMyrcA5bmDGzO8CLJj4jU64CEmnYCA6qpQ601veowriecxbLRsWRtnVRlwwNL0npe1MUrGUPJZzE1fwUsuayGzpYnKFpfciOjos4nHr7zel0uRSWJ/SnxGimrcIkKjK+bJhYw7Lr1dNEUiyqE7JCGYR0R5pPsDY3XaJ8HpsbuZbw2iHayhQ/IrrXaAoVGXMn6DdEi06A+9V4PawZNq4SsS02z5FRFOt3oE+IBnKi+H/6FudEuwpogjzPmoFtx2PJwVx8X//KpY3XumwzhVfPG8WHdqxYxKXY+PO+uSYYCU0qWOu9hnhzIl9VUUgLpTOjxU8BOaKFk8lEiEmOtyVx/EO1gE9l6FS7miQy/whsGQ0hEn7yZRs4zL3kgNOBEXbdzhTbQj2YWAb5S06wkrRf4e5unJqt057KIlbvovBdPh9RTsEh0ZeMFQBL4cGU+M44QkOxLSetvlLYhkz76754iP+weMS6TmfSVPF2M1T5g8+3U69Yux/U41RJRxV7sby5Fsxg8POPgn+PLxE1fUJJ5haPLyLdFRnuLj1u+wT4mXh2eiYNoOvevlv5q9shp0fXAu2btiY+lHEYhF85Yc6JjyYUjGflOe8+wphY2b1OR5sYSJy5H/Xr+EAvtKzumT1WKuTjbkfEAUKiVXXVtHpdoYioBcdRZsJW1V4VViGayF35Th07EQL2P7OruhsgM7gQmWrYewjxWLc4feHn6yw4Pslx93Z9DNT+UA8uEHQL07BMROelZVPC8qRJ133HhH9omYR9E/VvhihBjqniA86Fdgw/4RBnyhtkHkAD7OoTrZxkEFeBqPq6LwHPwnZ4xWDjnKc9l+AZs6w+B8HaRj233vqHtphfVCXq73X2ZSWw1TK8b2iOLrzGmI9MIPsveR0jOXa/YpeXsSJ/cJziOs92N2GWFX1s+FlYRafy4g7FI7QAIraWuAFo2J3UcbuMqZhT+/julEeSWHJ9eAuK8kE4thULAEBFWOW/tKZzKFhWSdaxMwbXumvqSBUYSK2r59ozZJA55qvUn3KeLBg/BFiTYVL/RKtGBJ951h07h+otKmLfGKthgo3KTXimUZkQwAmOH1GMr94QxmWlldaV53PkNZpTSZ4xCSRoGu7/NOO+jSwDWyhidzuMr3KsvAXM6Wh1sAGtoif+aAcS33nH6corEbW8YTM1DmaSo2XDKwkOviYLNh9uw0AewixJBN4TdIqJxK5AaGWvdyWewqIPb5eGOXXzFneiIZFkgNeV50s0f4dUVmbaujRqJg1MZegWD69h15iQW3J1uNhIuzWLciY9T3cMNmjtbLDN0rYTtSwn3f2193DJFARsawIY6DzZEoIDjapWmFOGEhhXsjUg9Af9KlSCbwkR8J4O9VSc4PbwVkPeEpRO8O72BrdWOB2MCgSlv8RKtwvPOd+xqW4LEMc5CQ3hCtMIJ1HS8O/lp7yZsl0PoESCaWzpsZqnV6/9PPu3Vn33hmc71+dBMZZ7FDPXj6k0sdZhx/4LVo6qHVjkD+EluCq/nyAefGXszRbGsFDQ9wncb8o7X8toyc8jAWQcExZWfvZRGHeSvNGxpMVV0uYPtA0+vtxVATTrtmlIaLXPF9lJIVhdplNoYJU5GoiwKwwUQiIG/scSTxTLYZNTnyOna3sZYTe2JzNMz8HATYsnFejyzn3NeOnsZmEV7BdbrNi41vYJs9jX/dOHx5ERvmNzAtIZqYvtKYNc/J6SyhvOzrlNlF+vtvzvLeu8owhC+ZtL1EzzjAihBCQzEwIISDZmTDYkBAhhJB0CfN0+3p6y3fzPGy5b4g0bBlG++X1kiDAPZzQDNgFZDTDe9nnCUIZyVK23IsXhDK8B6/p7Ffl3l59rTWMINm5JlmyhByxxQy5Q4yzIaC01AP3Mx3xx/33yGtJUPzLeXCoEzwrrJxvYhQ1MgbXQ0OYox6HFZhaSHKIcO1wZRJK4yWMeexnDmkMdcM84iRH39qICi56PEZBVrIrxvcDoaZBNhVRXY5avTXdvn8SxpRjMckM6NXWxl3lCH2rror1MsgXbPoCoO4Fu+1AisDTFC35KRqQzgdM4XhbyOeNfaYbE0+ZVE4vrXliZpNdWmWfqc4DQ2MhjrGyaTPeZZfD6FkK0nMumbWTuirUs9UcbLJICfNHcdOdCV5MtPs1KiIDjYSHXIIMW/wyidt9CHTsUSRJt1vjPep53MNFkMpFk5l/h3hu705bnl1ig/ofi3W/ApUvxiNFz0t0oRBDlO8/K4hNsb4UDmc0EIPojMXj0BEE1rAJGQj8boELHS5+pCrduGu9+Gwc9TfVQerSJ7e1uLgW3t9e2PAR0qHNhiEBmU0r+NnFmgODYAtbY7M7bkfLG36aMNziKHHIDO8fnoZnSVS64pnMQyAlCvLEMTZgpEnQA/pNqcClg8EOa1Y7ahkBd2YV8Ry+0G7C/JqVVkatEuIAHhAxnZwxm39xYXHUHqp7XZg9ZA+W3kEwuAoB4DiFvhtJxQp/TCko7lmFWFXoVf87t3IW9deWYF2obS/JMbhZtsRshiuU8pIGj5IdRgb3r7P3Yqr29UggyE8vLE/GqbHRrHYYG/QzDqbtN0YEZyNC+mLZZprdIXOUe2FmAiHVWDJ5h2lhrOiMLu1+4MMbyj6nikYRAht29QbrnI7FNPoUJ9uQJ2FQUNOokHhxNhGEhkVIDJ9gX0TO8rutPTc4Mvfo18I0xsbQMlgILEo13bjyWeRAGM/4zjWQttWNcaBA3BMrSTckDsbCne13jb2XhWA2MNI60zBGPcai2qvxmZT9ZkTOYs/XcRS5679G7M9xL+HPCu1Rw1kQ2X7/D7F/h8IWZEUrvyckzSjTp5RNH9yMbBgZxAm8SgKiT9m6Mz/9AatqYBWRz19Bj+pHv0V2JVsdMnDJFURCDFHubI5I6IL0DmeIK8iFEwJIJ1vHVVEGqbr09ns22k0T5IM1uxg5qnqtO53wfzp6gv17ZBrcV5sp/llrRSQuxh8TrZibjldOa8PZobyYHpctUlw22nEIpVNT9MmzH+sg/ORnGZ19K3S6sWpGMBseqenA2BfEJYdcq4AMJlgX11tz9XuRPoSOIbbdoFq1WkV+nkJBDu4koG4nlbFGp9n+fiD+PrZLArZLUlmvpEuJsdR6s1RU03btnTmVddLZEWX6TWMxrxfKNTtVqphxBk/xjfp5lK0SgL8XeMNFEldm+Y7Gc1xqTCSSZdq4AxXV2e0RjCOZhxYMlsLH3iAWwZ6QFPhTR5gCID4Kh7FHDIvZHV1ogtNWR5x8qsSFCaFoy1Bchq6te9WMUVy0DmRapYQP+KWqQ5CibVD3dvAGLnxzOqSsHcyq91v4Oj4W4cXWjefdPBU9rf6LC3Yi3+GNHasyXTPBtY1mPzFDvSsWy+Tl+yUYzN9fVsDP48CqJukx3gboi1rKNJIUeWTwQYoi7nNIfV6jFdxciZv5Hn/SXy8ka0qV2WIx5YrlsnOKrDIW7zeHQhGRr4ex+qyUtbXPX89aPxYRsDg1QGWGeE1RJxuWAp6SmRdzUagNeWcmZnshFc+FsMdlMhJYUVuHnlaUxyyA6Wre2vAU01KVOgQTl+jZt3SMDKr6VfbghDoQoUDT2R00P9V/2/dSiwUab0W+Ktx3cT0+OXKxin/feeh6bDTweLbRm0mauy1YveLbV3r+sYUiH60wha5j5LSWOVWnO9dWTDlWC7wDClGxFo5tyqt+/MJ12tnEeJ1NI106nUSo0PvzdAfxPeyAC1O9wfuuSFtO8z3I1wAac/2Zf1s1qVspLWKN/D3f/5nExokhr/E98lh6TRxjt1I3gNmzulrKhvLDXN0PDFNvS14o/8RH5QJ9EaKjxBFIFK5jmmN8Hfv4l/r2yN+9+ggcASIf/VQgHeOFT2Yfxk62m0yeiytTM+2XEeK+dKDYHB8UZ4gEvA4uFdbVVi5/+LLwLdJTR2x3Ny8rYUDr0i5nG4uNr3FSsuy5gxe1L37UaCMVNDG+cNrWkMjgSmuT0bnyHlN8kljf8NwpNsShMxuasCfpNhTbiB7kAovd61AOM+5y0sRfw+rPXKemB4nnL9A6d2uXSo+sjF97t28iml3FSZM7gCXtQ3iSgz4VH1UGrhvbuq4b8s2A5EME2Px1PqQTRzFDWXFdxvUAi8dBxzRPZBMo1LkNlcRCwjDWIuXNwE52BmOhyfr/QkSKyu8IPjfkoSAkNftdpoe6qIUgXpgTR0XkiFL/rV6WDyOxcZs07r0LhyvHpOFKk83A6Tolzt6HSN0vnwjbjpXeUYlTpeaWZrl/0SnT0xQ1RTs2RX351nFz92j+vp8bMrbBgN1ef3zscnNHhYvKa34Oq81L2uQXSU0A9DPxIxPsQavMUnm81RCv80ZDdfiYNQMMdEzZWp5ypfk2aecIZIcdyys228yPB5mSw8TN/N1cdrDWyZSnn1ow0ErlR4gpEJaThExawl5UvrteiR3Uaovh4LQd+CDAqVcnBfvRFjkzncTOfOA47XL3Ih7zYE2PeZYqomI6Kf/Qa1bUZO+bTfbyJOFRFLy3WLyNVKOOwkQgFaP3eVFRj813sDjdtKn/luZukILuS0SfQcUC4fGmrE6NRb4XQWq1p1dJZxt1r5YGWufsAcel6+qqeKksMwErx4FtIajvbM6EeTKC9u4bMZBBBgno6af/QlsIP6UgR7gG2dBIye+zdt4UQUm+ZEVq0wApvpvIbWTAWdyQJxh5zog9x/AeUf1V+1EpoJPhD7XXHolRnutJzcG0Vb7Q+J1Cm315khq2AusSf1kh8SAVAPoD9ppu8kHl3QZnNKbkd5Ou88Okw90wd0fLHNIl2B0p0+NEfpy/vEyzpOuT41nSi+uJAFXauIhr0gB5GMt5oC5FKiWTBRtLyde7D3oldZLMvmqtbgnWYsVuBChiuyQwPA3ZiZo7UIhKmKMuUyaY5/MkTdLHuHeRVrMAgaa+pQUoJQShgFVU0dBGW42Iziirksxit+wcqQrFbuQsk4BSjbyYp7+G0+n7NnT0cRPTXBM4eU27xu0f3+1iMh0DzBxlJbbakOhFQPZvVb8nWYFH3YQuqHlwsB360gvN2qbiCwJJTIf+4WSAPvluOTA06hyV7r5a05/RkntHow84diaeTi8dlJDoIiYYp2aTCQeP0JWLDwo/Yh2vESABV/wxkbOAa1q3KdOAJY9NRax47+vDGVTj4cT0NN6k+Ah1m5c88ykKjCoEOV4q7gTcc0G3YemJ6GOfjvku2nRz/q2SRgECXzgHi0kKN8r2Cy8y/DGSn526SIF3SR5/T+W6w2GYaXJ0iaNa0hiLh11ugOJQYcHzmHNupNzkQAFIHT2fb0mTBm2PWto2ZaJnVHeBhFY1reepwHLXuGH7dAc51QsiDjvk1EfrpgYYoUmTGHqK80/lY2P+00QAsGzxOHvfGvFb/C5haxhD6hhKlsoLLsINYQhDKoKZFzzWDHQVnBrTAs/bVfC1hZ/1gmdeTpPe21bxvBA0whpEjCu8RRNsvD5mulxwtHg1/U5XSw8uyC4cneedggcpvvit7ELLm9B0ChcFVH4GiHvBNB0XWkhe24CpPVIcDs3e820/6c1IQpmKqlZjp1BhPFwWdR3PA8NoJV5QaAdMPLWPhu4HXD9VFTDmxoHAhftmBPq2RShl7/p5gEvvTNkvQFNRG82NAcXWKDdeEisToIQbvJqBlCh8rHaE86iTPKACSaJFhu8dRraOs1bpyOfJc37NK3to063qe7KawbS4SdEP7hRNZfApjJQRvzh7K8g9NcimBKN1JJcrsJURg4L9ICXwi5S5603wNYbZK9E58fzSc2At+KNBPh+VkavHKZ2ChfEWlXTUaZQIJQU6FIBYFAzHJ3P8/SuGgNcknfT8GzXVEecEBd/Y3aT+HAzYCRv9lJtyyldG36TJ53NogLsezDG8HJYOQa6tFdfuE5SHtAcj+gcasOwens5cfWNS+BNvdhkK5q3LfXJezi0Yi5ivlhrwPpHFD1SVF2r72aZ/wPKNMxY3Q3p+w+KYxYnaGpTOlMkIFlJd2Cbx5MSwVv42KLAHY2MPZm8YHDNAlrPIY3RKPuH3wmAyBMW1/muS4vV3PsPiIDsblV1sUlMNid1t02bSRNyDOk5Z9Fr81tnKEo2u+lh+Gkivs2XTaddnoGm/Dwn3MJMrv2thiG3A5jeTbfr3OZSdiybfxHUu2VxTfrqXhvKJXEWra+uRbVjo3GWD3ryUVjoEcOs6dii0k9x9eGzcduXrr5Sm/dqETX3pysEHgNK3PyCVeRYb1l4THZhLskmskPu0ZCPYyAmr8zc63AgnXJsWTXk8yQhx5HGSHgp0i88lFU/wcIBSVfqFHosi2nt2rlv2/+2WbmAmkD1LL3X6eHjI4nVzL6lNZ6Fp3aqoXblLHyvnW+X/zJeRARgS70VUlcB5MejBl15tdQXTevsJoxYTZe5mgGU4bapqQeZKcGFfZThQpPbokWqtibTXccuxetsCGyvsmFcdXxs2RcvCI71jTtt0sDAdRlfDRpxExSfwiqXuBQc+7cHI5gVJpVD7i7RjgPuBbhhQ8Zl5OJfFSMpCt79FqkTeC8UlyffpsDRVUmBbYxury1T3IU36Ng15HbT/288Qcitvg+OSWQlUaRuIj2kTUxtQN9kNbS04Lev6RMFMHXjjPppbiIV9o28rvAqhhrY0n3DSCWYsulA2K3beKjy9z3fSFYL07+TSV+z7W+HU7a6ERGw167yoXJ+hb4QGNF/HDzJs6yd1nsKhsYQqjybekHwLrU/p2VgLKJlXlo61DSxpnBckbNwLcS8XPDUd7l5uewSygR04b5MGB2FYpsm5Sdj7Rkk8WdcrtbT32BE/CaoDuWTdmqIJSc4Pc7aGagRRB6EqxpL0zCjNEXZjf6SvMASvbQUAcWd7dIy8081Sm3c9RIkH5FRgHbYREpUpUupdv1xesrO2an4pARuQ5dt9D/gswOOnrP7tiikCXzdk/uRmcKe2iAQkHItgu94ey1acjnwSf18havT+KnXvKuUhmGoaG5E4WBSa/mcS6ZBnmvGgnYfXUje/YsiQPQMET5DcElbOMZgqlbkNQmldXJHaAd3FvOTk1fe/jsStlLnKN7PJSixStYmIcPme5LWU5fOK7bdeGuFZ05UBZv0j5Amm9ZgWmQTXQyTyAstcgkGKfrsN8AhiIOCT54AM5aRhJexKwR1Z5HWYvCtgmJoDToqD6YHqTDfBr9HyIBfCDhJMiE0q/q8h1r2ZQTFmONUjVcXFYgWtBcH6DDKGYR9FoL9ujZnT6uzxmtSXnpI5dBqxCaFHiXfgfAGlRdfpB9mMeFzsJrwwkmbVj06w8MgVXFsUuDKTBVv1pFy0eZwslvTnqB2i7ll+Ox166Yb9EkjXdaQ89b1cSrp65diHMVtEFMvYqEfVzfS4inYXytgEoYoDk+lxuHexSWPP0yeA5mLMQNFmGkasf1VMYjcHOAuzFYeUzts39DOygifDqziKPU6cq+DUbtoSWDgAj96lofRK6HWX4KslmrAiVGZswrpuo70PiAufoLuwCBkKGl6Kww08X/7hmA+gQQNHtO/c71fjsi3ltfQFPz9hbh3S22cPp99INHqcSnNUE1tSOGDKnzZKOmHsGqB0LCpsoLGEwbQwUDEBLBDN1PNvdqY4JXnth/93ws7kWnIQIg/pDmQy5/HSxO2wWECqvXfc76IcJIlvU+Z7TEaBtg+ganrld4ASlsdoUA66kzg+KNsPiGfYjRiL71eIs5JYY4rCeedMhv4G0StWCyQlQX7712y/vnHclxygKcXEL70OsbLT03dmJ+K2ysmjwvQ0GB/Opm9azu+CRsm9IosMdLLE9spzOe6DTTpF6bbGk+YQhWEF8DYFswF6VhTGxq/aiLuMGjk2CqNTx4obN0NrBWEkT4l3WKCymW1FuCNk0zmiButneDIW46aMrMEM2ba+BT3R/SwCvF5xqQ6TNfYEyuMvzifI+AvrO4b5WCM4KFjC2rAICqk16fyFXo5ZXMfDu3Pp7eeFdrySQ5kTV2//jF4oJ0f+H4/FS1rGkX8dpY3MGW0y12xuLxb756vYdF8+fj/6T0XaxXQB5R0JrWdn5QWaS523YEtQo1qKkGK5l3sW/LLtQSywlfOclaVSuvtWqAONGaKGkJWFssgVFDByQsOZHfbk2Ppd9cWQjYPbmAAaOGeEpenlUG8/+5PS5ypKkH3IW57pty+xQ4j75KQflljTPPZgJ9jGoajUtI1FK8ykGTBXWR057qnTJEKOTIQc2aItAhIqAQk1NRTRU+o9hUdkCvXUJygwhqLFzaMnZwZ1tddBuI0+xzXaeacY9/jHJr/axpvWdd7mKvtZ2KEpyRsZZ9fk0ZpSQcNHVVMGjirESNUC9sY/6jd8cYsnzqlondMf8G16vXvgOCKxQDhHgSX8iy1vCRzj5tTR0Bnah+TLoGhX5l9N0Zo9IFLSOEB6HUQJqYak4GZkwdhKrI+yOCypEb+to3yJadUaWtS7HnwrZYDj7nSzxdOLimgU919MA6CDrlXc9iwIXdFziGAvr9/kx0zoEg8tinu7q9rD08MyxFiZBQrYUIdfrXt5Nlrqo1Yonwqn04Gyse1w8+4MaytAM1FoVMS8Y+P+ThEl7hYh4rf0Thc6M8GGBSzVgQQZrT03WwMOrEWGiO92Mm932ASYvU4eB93wRRJWkHk7FFxMkyHRtNkOIp/x2mvIUoasXcxoVAReDRMD4SemDyBzSNkp4GffA5sct4KtrBeiDDACCH4tJTyvxrk0dOSsMGyhGIMZx8nLhd9RsW55BtPnAzyT+LYBbc2iiqoeb3J8VglymMh8IZawC2wxWNrJkGWosXzDa+nU60m2wCC5BjGMnrB/SWdjqcZ5kPEaxO284xAbzlHgqqRvM85rCpAuMSE7VRV9jL8np5+LTPySyPRYB4Ngt1BKECJd3/KmO/bkca78wvhUf3xp/vKTVJBlco8mHqASlg2m23YNIaEEKned76Z/QJ1SF4hl9edtYOOiasI2ofqD+Z6F4lFz0SaatZVVJ3MDj65Dr7frvN71529TRsEZjumK//No7vOQJExQ4hqBygmyeQ0NYAfO0rinJvCntbLH627ALBQR+20sn87WZnaqKI4r835rAwFGrKDEKmhXFRngTlg7pTAQStHxompLrPQlXXR1+lzFL3XvxhsLSpPh6O/O8Fn77kHmLee6zucjjecB6juTir9nqgkEY0IUlcYSZTMd5QhcbKBAkhTyRCFKeDcmsjnd/b04/0gJE6d4YUZElq6xSnAm0rLSWWHdp0bJ4Nqh7jAhI1ZNG8MFNZ+iBn2YPA+BhgueJUTbZNQ0aRpWeWyj7/Ol3yikZhcyYsyBrdBEjOLZytyTU3sH9s4K4IodMstrOCE48gbXfy79/KF6M/UFNxoMw/Rfh/aqqL/IyTZeYL8upQuGbwcGT8omgTFn4AQLWK7QoTTs8oFLV9yIpHSBsrjoYwP+MxSbbsYJuaAZPb8AuunaQEyEl77+RchVi00bIHpnxtuoFlnTTOkzvl6vahZNWeDZGBXH/1HjAFXrj5jhmOpfhb9e7iLsOpUWrbBrvLFge/axaL24b1b1A+NWu+Q8wlyI9PAY1sffwC7WUG552qXKWoxc1VydyihiRFaIvNuzi9I/tJpAPWZWX160E6xdrogwm6wcLyPD1porKWO9CGFU0kLt4KEoc1a84EywThTdEGzwPdTq5XETKHrvO4iaYXa5x/cRZFU07xl9I/vWiB5ciD1DMn2s+zR999VgtRW4Yr2Emg8RPJ3ZGjYv2s8ipgSaJtul8fACsDrnwUvG8yeWnOCIbcR2EkZ9jV0H6+tfxJuI2wFN5HX8gEtxfy3+3tnVg9uuANkvFeRIhIaoIy+Nuy74JbtUWWNHnz5Nyak4lOT8U+pPcDvm6QW0peD9raBhYSUo7KiO7Ue+0PapIOBJDUa9xxPs7Hb+8l2kEr1v9acQkeNs0eN/nQeUFuQX70F0kI9sMlwnaTMyUGRolxxVFqGYnDSS4qVyZDIxFovU9zEKxnCtlcMLie/ICY3+2/2t6b/IAuoC1nSq6BobeQ7mNA4qKTeVPD0pIq5mligkNn7IHAqKc3ZYcaLRZjGvBn+XdyeLDCFxpyHLgts4WYbGdwg4V92dn0nRbP87+CqOG/RD3bCcxN1/1T1W0d8D+WfOPlz9kx/hX2u/VlViSfmDv86fXHt/Ya7BcW5MwnVyeabaWBJ+9hrUPhb1yy1J/vY3OLTKcZBeHjJom+LYPgswj2wsYND48fprcPmveQITwEn035+HJpPwbLn//BBF6dC9Hawo2xTTcieyIC5G6Tkd0dqVGYDSnEqXHqf/YBVc+P3i9zbDGij/0orMPXJxBofZuHVggkrCQNaxWPRgZVOSTpV0BGJ8vZnqvs2OTLf8nKe0ctu5ROPSvpkPkBJ8jZB5B7hFcj4MsWEdFlJeHVMRodQOJogSfEWpvoytJuW7vmWGpd7AZAlabseCQxhyByzkL08eQHUiOQ8lV9/xAS9ozMUvRSfDAt/AhYUvE+SyBFVpB1U4BcL7SJVXUEULzEWJKJ9jms3iNnCB6EtwpCEpv67haOkRCvCz1K80jnVICRuuN8TZlLLIDvzPK0Npcyo4GXITWL/Scy4uXfPahjI/g3QEC61y+R1hI/z5bubFd/dofEXHpRVIu6ekoouOIkVY/v4qOBo7t7BH8LX59YRDaF6H3L78FbdRqvjzjBzA2yx4FqlK4xLmgoboojDXrwB2e/IY5CJ3OPMx96Bbgbq55/r2PcWJf/9PBHyol07lko9FD76274SU8jjCP6eExGhPCTtXOCpzCr+s/cbZ/I3ZFvJfUetS0cVdo5TdqWDqCFvpL6tYBHNU0iuaJD49+jgZuck2fKe0v742WZXQ+DIlNUiKO1EG7ihaNiWjTKy8otiE/ScCsAlqVwnXn++Xp9f3/fltGOfFv0wW9f5LCYCvQFlS1twVGTBIu6DEgXIvSiqigtlGGXCa31FJ11QkbwnMvvNBpapcJ6/i50Tb7Mx/dPgWRA6GdD+N2JdmOETfAIZU7JRY53Ow+S3NScspca1zqD8J9Q0+qFjF3aTCkQV/nzVdosTg5HxKVeC4f3F8067UZCXOxvdqYh7B2ETtIvocKDYROhhPN0LIkEjwn3ptVZ1TPk41oLondNnJmm9R15AJvTo3JIXyBiQEpFoh271uQKMjdRrZocdY25og4hZjMy7AL1IvTeJ2Mj21agu6HU3xH/R5x38enyapZ5NRfujbSlM0KmuOxwkGX7sMg//GsYvqJULf5LMXQ9fuxSN6ZO3Nerug5RTKMpVg+kfGw0nHIGdF2kCPEZ6fuSP37HVDSjLzeccLWFROQt2hviH+jeiDKkfJP4Ho8vc86dpKK7xOMyAUN9YvoSBKK4/eWfziIwNK9W1cLKmQQI/BpdpLr8PsMfVmIcin1l1CrWVHpc28VK5SeZTeaBFSkRtXPBkemU1FHql6h2n2eZ2gaE1JKd4xzdQUvC2oL980XMxPDrdz/0T4WvkzL8U65DjOxURvvEnxflz/H4VgAJiIgjOARZ1BZgHYegaLmEBORWG0DFKbga04ODQFxgrKLzHwQYba5hB+A1CZAcEqkEqAgR7mJOBHgGvrgLLIUB6Ig1froe4zKJ8CcGIdsMxzkDtR+GIAAbSzx7CPBIACRIDoRxU5k3oZNIC96V10yf/fwdCtZfZIxOom8dNX5fC++9y8Ld7b9/Z3Y4uX7EdhvVw89i/2smHxPkynry8W38P4wfd3+dbt6vzB1t/+4/kqb+rnfpI0r4qXN57/Lrb+ouAZzmRnhhsWxhtsbJUveKSCf/CMpbMSIrXxl6BcKkeUHTs4oRzYOfeUU66Nf3gBVQnEmhWSiC0rl0zs6UyWROdR5YpY0CArUqZxaUgNdyZrkvGk8kAcOSCPxBlrFyNFWpNXkrJReSd1nKBP0sDJaSRN2Rr9p4BO5Zei5hE6pGp5dJpR9fwwOqNynlUOMPl1v4aCq547K3t2cKLlB7uBb14O7ArOrByplb2WC65a9hamXLcUVp5x3fOP23sunYvxK9uGz1++4SniTMs/HgbutVxxMfDbeALy+g0+Z+lcNHxTjcSc//Kd9RXI9H9u+Jr10jJTdda97Zgaq+/V2LitvnA9NF8CvpX13Fiaf5Xqu3HvkC/t0DS2hkubGkczS7c0rGsoFTTOVi7VnakKbHcfTafrc9mUTSdgWbJgHc0H+99PMzHP44D1T9y28SVZxbd9/Bfrd/xI8Xo4ePxvCJsq6+1DcayyoxUOlp7uID4egaP9OsIPzy9tabjo1gMAwC85erJZorokWOS+ulw6pK8EyT3obgUfjQkw9WPkVcbS5/zmYag8VEQZN505e+N3Gmcz0bUuAuyHYDgulDfODoJelFTHPdnQvldtV05OCHXpZ9J1D2gEu2fpQy8W+w2cJTlrM5t0DtU9dmD1q2my2jEjBEj0SAli0Dy4w7zTmR/HXhaMOVnwD07Eh8UszsspD8z/yjDj6mASmNB0wdwWE5sewLnafc6Zqxd9MkD+HRjyJ8YcFigU23yZF5GPuhvxPIiXEIyJu40oxx+btpAOwLTutArl/eE6hddB2WuOYPPecBrTKWwIfIjzS6o16EdSUvlHub7UJtsLt48PnemeOU75Iuws50z+NNDabIIZ310SvYULwGeTjbgO1AbtYYSmqyzaQIDD2P3WqGPbJfwlkXy0groPn5xaHqkqsLFkT7Qo7hmitjn7J4YUiX7DdtSFhOz0kqsj5E/tKM1YCzwYS0jOjoE1ocK1YfdyUp0+U+iLlskwnEgb/7VpGWnwBwDctseAWkEeECXDUQugPBftsmtJazAeJ3aEClDmk7SZ+9k1rg74p3nvSp1UnZDeNshsnKzgj7Jj/DH0aNsxUnwJUYUTOtsgcOrLOBxJSArzq2oeLiFpifnHqLCU4TPgtn9D4uhIJF85rMraO4fuLTBVxHZupo2DQHp/Fndenbm+M4piYWSe/Te+GNie8NOpvSU/ynC13SWtlaKX56xiRKhseBxi9y1/DiOPb7mDLNG0EhxFWbiKglxqzHvDaEeKyXXg+TzIe8vTyZmtsPJNcuw0liGiox9Sjo0sIDk7z+x0XmV7B+DF7BA2ZtW5OL+wlykC1lc94yRJWA5JoCIdWYfELwudR/Vqu0vhcwjfetRJ21RUkVBUxreWl+wegN6ffZ657HzZGtKz3fSw8ObEEqwg8yTC12FJz5sFWHkv4vc0Sr1utt+78en+NdBEjealLsEaorzx8O5zkZebcEpHTWwYARa5ixpz0ceqZid3CNluFisItk8v25Ae6fM5HHJGVhHJc6l6TNRkH7NmbqWz+bmjrWwzFfafWAQWziyq+OHDiM2wgaPrEpelXRopkhZ7Ibx6WdCqmPcZjycAjjUn18hzB9BpSc6lB1Td/WjUXg291L+bAU14TFedtyXJ3iVUoZKVZpzSPlkDgrE/pHR8dMaVwXmK7CzDO8C0wQwRxR95ospStMUiPb4sg+ZxrWc3eCsSppSoUXHiHT8oV6880bzHteyULlTcIyRKdBTiH4tu0IAgqK2IqovGwZ9UZaIGYIP9vztHtGffNUO1/oDI+pNzRPPkiOHJ498bY3T0wJQeen1ep4NstaRwOAlpy5E7b62vAI702r75eYmmxGhBb6aDGIZhGLc/5zR5kf/YNT+b7qi6T78Fna67w9mzhIFIBSzXIwRHITL/MXtjwhDt8qLXd9vP/d1J3XMqdYAd2kKlKTW7JUyynCWJVtRpNhJIbx99GY3AiAr6dYrPx1RPzKaR4tqFaShICYk9dIgsS0P3vX/NHwPrzhFOOYwncdY805k5HZBdzQw/wfZLPsgQyjAPvesVA1FhEaMkTRQnEnrvyStJ5hYEMsdSYMoazYK6LM1iz++YpnBDjpw9BOZbmgRJLuDficxgy5nQTJrnh3M1w/Ll45MX9sOUybQdgTuEAQl/TiyqM3FJOEE87j1MG8/oxbd51gaEd1+Ynucy7I6IJHHjMTPk8hnmMrjPQdSC3WmgdTE+1EJWqudH8yMJpNv0hrKzFmyAhd9rGDJSLwtbZDBFLXy/pi0xX+JhDpNmZ883dPsMYUOcnhtFHxkcpRFdN8y0ct28IPDKIjmUmj1eoKZER8+op6aDzO27OA9nDZxuEI7JKj6i+1DgpZ9VySUbSopx7og6e2+VpO+K4ztDGJe918RRmr7xldyr9n5MmX+jJpTUVznvYwVm3EoK97JFkd/XqcNOwyneSJBPqEY9fUu8uR/FmzXbIN15RKpN90SSHh0T5g7qB7LIW4+46bYjtN4dvV9PAfPJSRhvmUfnaQjJIVkNywEda4HfI8k7y+N7GSo6twpPrIVPwKVKzMhw4e19RgNnSceeS+gCQLJH2rwmG312p58aHmY5VGhefFSU9Et2rLvxpfccatFAT94WKvFXuk+zDrlEJRDI/LpiQ8Dw2esm5J3xRdk69jTAf7YfNMnmNLucvwkdHSqLj5vPHdyIyWrBkx0RzY8ry0T0qPoyZhEJe9Z6e3pYJBkiAzqTJMZT2KOUGbVAF517iJdy4XvmBwQib+dOj8SldYfS/M9B5LIsUWyUTASGCztxHu9o5IeLQqP9UH9AYkT1SNLjecDltRyd7HUWE8FGrpzQzyFBDm+nUYkMlESTUtVx+AJMEhho950uc1ozf8fZemhBBMaMVW2el0Vm0Yv7z57xb/Lcg8AFT4PGd+3t2Rak5o01CHTYFp9HEyswBReoZIX8LuoD5gikCSEiOxUU+aAmnQzd9j2Oz2Zevu2IEOykkxBkjXIzzARF4Xfmh7X8ZwcD5+w6PUGkv9vJO3KNM6QjBi3neJ6r5ty0GMNXs92fztNLDx24aIcr7V0kZH/fdGydS/Q2mj6xYA44J3xwnbhLY4MkF1KEpZc/tmAxvuddcnlu5oNXxbn5X3gfZuzyTNY3gfRbQ9CxwZO2JxiRVbguul/zFdHc+pWAbNsyTUvCqJvlJsHPDb3QhbYfE4V8jJPmoNqE6OXCnTCbzkdCcEb8CcMwDCN2DHbWL7u70Jak0QIoZmZNRJ8sgPDcxRxcuj1sopwJKprCPDo7uRhDxwRWW/ryKsYDjvZXkTgjwb9mtfMspNOa3kXwAvCjSEpYtKjzi9ntxKHniu4Oz7zg7CG/af/lvXRWE1PAgCKWl7px8BVBewca8IYMw8xBYEt5JxoyQbk4k2+nE1WFjyFqNGVqIj3fx0+QJN82ch12ZAwiRK6Ku+qBKkHVWCIhbvT3Z4G9fzqgkgZkt5CoDZDrGcaeozygkhnkpmrpt4eq7Eldzni/zH5+wyM8Oh8k2SbGEiADeSAV1ENzIoGsEQQ1H9xLdRVCNuzJJeloSkReLWSeadn1ByfAT25tGVJtlJWIW3yRGhZxwzBJXPHfM2yyffon8l5Lq2uHr4ebBf1CDyvXIA6B1JNBcc2ZxH2vMFKlxPhgHQytVTVWS1faLthteuD+9GMu3Ym32SMxL6rmfBa+kKjVGgHXoNdMTHi8tfLgxl274otZgByUbZb7rEnth1MGpa1uRoY4Wb7/5sw39ej+2WcSMa5okvikoY6LDj0X7tFJePvBHebU9hl07OQmDhPfbIStYvcY2gp/W2/LINU8vsZn7T+3l+J990uUBK9S82Tewa5lbs+9gttFm3CFtHYz30G+d1EdVJ+l3HUeotQvODRKL4s3qlGF9qJXP2k3aOCfDsJKGSf2v5/J1VqReDwU+HGGeAGs4US4PERBsgQbN2TG4qFaphuqgmoYAo6+PN4z6Ge2RA41xF7kVs4Qlb+QaXSZfueo/RESO17VNIUEorb3l4XwTX5OqFd1tsiKS17YNXhrTItiTviRmHu7SKU5vV1bWRaFf6WTBu1h5SjHxjd415g/hT6X+5k17WdBy/MC0wLCIdgZdTNWo+cJtprdyJMb0JkOPzwpz5nwbMaHndhZQCy+pL0TOrT3i6YsGHfT1lhWt9gGcKUDfkLfs4AJxq52oHs7SZyK5dwcH+uSK15cSrllPqe6r7WQHDQplsIEa+viduHE1GR2/NZfDAP1R8U7KfxxEPBwqrEhPZSrdqkueOGT3JXaa/aDotdboIqjtJb31ZqNGec8N6+twQ7gtPz5jglVg3HxlzK5/Llp0igrdkQ5W08OfvPM92FeKh9VDtMb56foLjAJQgsPeCtFFv3qxJ8BnsQukigQeLx6R94G9dC55ozyP84OU6B/6auUh7Oir2mooLrCgpbE4mucXj+AsGTmtkjRoBeIh0pN/QWMtW13L0pjtyROSi/waTYeejA6bkBryHuvASZFHcxoXzrPNdaTuO1HcY1c0Q8CzElc6HzughbjoowVvv7QD8v6PpXJ/QK8wmbV7ltpDetahYmGiBnnlTbjJydUZLNoZnEYhmH49hz1u0HugI30sr0WCSYaHUdkAlciqmbwgevIltdwVwSghAE7+00CL5/tGHRWHHD//Sfuv3OVU4q6oQaTJNaMC6j290kPtPxOovFiQV4OXa0pOiq2EjOpphYz83/9j+pn2NX4aMSHyZaTuzQNTw2Xj8INBU1Fq+/LBzD/xNBbKS4FS9S1H8LVJJhi5vzTmxzzGMk//HQcIoC9L9MfSmxLDc1Ycc1p+oHo6sOlxjok0ClPlMwIfJtOIWIffPv6AY9tNdirYsOotxwWPMGHy4Bg7MeCeiTgZIphgzwuTxU2KDViCl+uWYnY1l2Lr++0UpZAXoMIZqlzJRtYZlrCplAQoinyOqyMPMopbndOJ92K8UgKt4TJ8bcliJW3PkL+CtUQM1NwjiQDZWMwPhrKjYu9qSOpyavGbtEMBbZVo+Kea1SnrJZv0gU3V7qlpZ5Jsl2B2i/dB0xZb2qfiZFDqJkBfvSdM7frdcOSKAbHtRjjuFPtvo3q124sU1BaNxl55QOqt14HBSKMGuuV0HfgSEbs4ySGl6FD6AQG6LkCKZayjNJR52PBmg9I2N6PQhq317gvkkWYACn3Cezb42RFZZR6dfMUQj1u8Daezauw3h9s5tlAeOhQU2N9WVdxSRMcwiqJsZeO94XlE/ny+f5djkzlcIFv3jokyS2ZxmALsKnSfZ9YxwoErs+BHfvv01WK9yHCqcVFjRWXeLHiww0A0+M3PLfxJWywntz/e8xfv8MB75iW9REhhRYylAiUIFIn4lNYjFfXWzqFoq3P2Z+2Oo84vT6PL2Uf6VRI+rDSdnS9dES97kObqIYQj6aGuk5t3kjfr4zMX9D6caqF6kSzN+7QP7BaUOYVGKhzvyGO9MQmERATEH4LCBtlGg4dXtjRp7bcwu0w3V6vBSupE2gIUqX9O1olieFbg7H2FBgVcXM0Cw06COWVLQv35KMpxSTAUD1TK0EdXNfJD6IgZeG/cTdBzWU3U/VymaNAuQiHZkFP9Al0U/WwRtBs4cnyVwOkCG8dRtF9MrmhT0hMPbHJ2Qmwmr2LgpKcbWo3cTZ6mPQ7lHk+C6/eK0AMqQeCl6juW34aLQrQOVN8nU+Gb6p0/BsCQpKfGI63dvCBXKRsB3zR03CJ/aZxquwHaC7YHQHDQeSgABpyrmxARlMrfDjq/yCfSWji64v5JOMsN+93A/KIxvO5hNpSz41d4wCNaaFrnBMUxIe3M1T1wiWDod/6srHFyuaz/gjJXQ0vMI4rCIHLNPT3liPXxFZg50r2+qbGj0GK5RUlxWvnONmuu01Qe83OQ29tvIF+q0ams+IQ6S1fr+DcjVFp6cRSeH3kYDoMHZiP7s66wJGYq97kqFYFhmEYxqGuqaUqxzY9IcJX//8KpcD+Y78d5fy92UM/T1FxW7DystXTNiqpw2iXoNtDN2O7UNgsQFhzTBXk0MB0qU5HV/xxj8Y5gotQHih03dU1IIr8t6zBvvTw8eDz8fnrHh7kd2HRuexcqfbCuS+vTrdFtZkognziPYnDaNN2H6qXb/kIHHCi1c60Gpjx1YohWMzOsjwxE7k1ccSm1+8FK5WR/+MqRAyAnkyoAuOSdSLO7CLvZXAhKjc2Of8oVqk6eQMV/JXY4B4Y8r8gnpLazVN+wmtOOTYQWzay6jfLRnLnATvpTIfcBJ39isMRsFL+6AG2Y3RaQ3tFH55bb5J5kJZCKc6rCzOXn443teDJgu9Pzu9wrKu6FTTVD9ipFJbhTRszUqvkx9YQIpvAqyj+ZXXg6rNyCRDobo6UQglzYcJmSoR2zSRl05+efW6QuXdHCXkpnHU5/F5EXQFQrlHCTSQNeRddbPFuR/lPbAC6EqS7gKeBPCbGRH6cn4N/e0weKwTC309fnjZmGckqjZep5on5k1E00sMKCTPlwPVONMCZhE5jH4INL8R61XFdPqfS2gbRSbbdPEm7+/H1PJUquKAIKOUZUbgsKF66h8aDyyT/9WZrUGk3p0In5vm7Tx38s8k8bh8WjvUWdxLTFelJV9myg4rEk5vz0VyZcb0hZLl6vde3neEWWoevJ58+R7yGmVR8NeWKzr9Y6mKR/nyJrFy8IuZD2zqvV9Q4hTopiSenfuRAIuO1pe6tBfhRjJ+/MDiRE15HUht1DosHlwtqIJrjEG0noICnEq8GDe1wu3eO8g9OBZ5u41fQd8ZoKXx7wToCrAXF/n6sDaheJgnpXbiHexSFr3PtMHNNZtw0+KXRSgWqSkzERhqw3IAn8c494+zp70eRlA6OiSEShcyC1sEFlHHYbEgygXHu8KW2M5jopl6MY6MbYbNZLgQOEje5xkXzB8N+p0Tq2OucQba+nvLoK8314bMU5Ia1t4x9yOwxJW1T+qE4F0jb7NlXHxSCYj/2OUbCIzEPgO6thA45CMJmblRZLmWNQKpxJqTV5MX0FmlkVps/yY3lCXYywhFV8z3Vj29giE7WiNxydQ6aNvGrnOJ0yo6raSWKAY8ediEwZ8DsE/kDIUu4O/xWnSt5sFKO6NaNc/D75aRUUnlF0RABPo2tQK109CeB92Sc1LyyIiumMaRoS3HeUI50mcKX9UIkIpt52a6wPY6IE7PvtTJNXP+PBCU60IFiElT6vtZrqAh/yKbrvJBcs+Otm3iAnPX7CjGIKgq/kGWWOt40M+SUZ3frdew2/2heHJKnDWxCTeNbqUkI8DmXgFQE95huLfdYvcsy6WdQWlZpy9yXRKzJo6FOK/gaGhbbM/ZEfEgDDUOeEIUothxpbSn4cRzqBFGjc4u0cwJf0fmCtHGCYURnRqpOUDp0/kManCAKdD4gXTmBQKebNKZgCOhkJ51nQXlB58xIJQviBp19J11kgZ/ofDVpzoLhF50wUn4kKBfo/DQpBoL4QuetSZcfCbxF59mkaSAYHtC57KTtQFBO0fnNSO4JYo7OtZF2LYFndD6ZtGkJhnd0JiPVlqDco/OPkYaWII7QeTDpqiVwSefJpPGMYLiiszXS+Yyg/KDzwkhlRhBP6NwZ6WJG4Dd0fpg0zwiGA3Q0Uo6CIuisKkUUxDM690q6HAWu0TmqNEXBsEJnp6RtFJQ9Oi+V5EgQC3RulLTrCXxC57NKm55g+ERno6TaE5QNOv8qaegJ4gSd9ypd9QQmdBaVxr1gSOhUJZ03gvKGzv9KKo0g7tB5paSLRuAfdL6pNDeC4RCdQUn5N0G5ROeXSjEliH/ovFPp8m8CD+icVJqmBMMjOldK2k4Jyjk6f6lUakK5pfUcXaXWElRucWS/xspFTWh5S+vZOZWhlqDhD0e++liZa0Llj9bz0qlc1RKULY6Ex0p+JTQsaT03TmX8KqHlEkd++liJkVC+0Ho+u8r5KKHyjSNvfaxcfiW0/Kb1bJxKGSU0bHHk2cfKNBIqW1rPv07lYpRQXuDI5Ror25HQcEbree8q8yih5RmO/OZWcSCUmdazuEoeJFQqHLn2WNl1hJYVrac6legkNHzgyCcfK5uOUPmg9fzvVC4PEsodjkweK7UjNKxpPa+cytRJaLnGkX88VoaOUP6j9XxzlW0noXKMIw8+Vq46QstjWs/gVLyUoOEaR558rIwvCZVrWs8vV9kVEpQfOLL1WDkvCA3/aT3vXGVTSNDyP4688FgpBaF8oPWcXKUWElR2OHLnsXJREFruaD1XTmUoJGiY4MgPHytzQahMaD1/OZWrQoKCAw0zgeLScWBkZkJxVhw4YEanuCQHzjGzMYpzjwOvMTMYxeUMBwpmxkZxjjjwBjNFKS57DlxgZlaKM6DTXRp3BEOJTq6k85qgvKJz5iQUpWEvMFGMoozsTZiwUpQD9nQmSlaUc+xtjAn3FOU19gZjoswoSsHe2JhwpChvsFeUidIoygX2ZmXCjqLcYi+ciTJSlBkDaEhOJM7l11Gd0QpWR6FJYu1crCvEu1+TiX/DGnz3W7BB+67HKvj3RV3i3xfTy1L/D2azq7u/v4rr0u9uHoRVfM6Pca9NEr1Lq+YuPbf3d1+7TvuOPwG9w3ezma/6b4/nIfu+yNN+VP7k/5UU/v56LFbTu+TfAVahZlkPrpPtcbHx365iOq7epv9vMApS9bskKhGkuESQInsHR2gyUFh3kKIT4a8OFbYXbirYNbwI7H4s0VLxAzFxHxUvZD9OD/Yw1t7aTBd/WOvcGnY5s5qaJsusg5W7wqz1t+OS1t7e4Ps/LX4ChfXhHv/NPSSxiXtaqYZgc+bmoR5u3fHpfzYbZot4CVRFCwOA92BwAAPnBlBqMDPONl3Z3u59Im6chdU35KOTn5Nej0HPBxyYpOp99KOOsx5iuymWRf3BSdBmm8/mZvNHbFdLCx+fErvCN/v6CNjfeMv8S/5jbPP6uEt2vwFavM6Cw6LYMIXrjnUapcUror97jOH/efCP343Mjrg8N07rbu/x7Xn7ptsmK4tbi0aMBve247OaYrGwvzPePXhQIK3EL176hnRU0Jxpvx6h/Y+3yHh5JE6bW1ZG9ooxoxPKOb4yKFeUaFy5o4zMzhMxsnNeMO7Yr/LEXNM9ntjVnDlB46vZGnss1DXYbQF/2Y4IIyu3Vk3PmAD/qWJQPnWPyiW74UNMJ3TRjd2/wf9T/oaIdirCJuo6CMZiOhZ6HGgqYjE1l9F4zw2lZsJrgEqIEo2QvuQtk3FH6djgntKzUd5SBjbOO4oz44EypVGwUchO/9GrovngbmRfYHHkDqLD6HCBvIcI4Nm+NKxsLf9wbXWGJt5iaZEbiA3GtXuBfA9RGpxUiXNsiLlBH1BHCDo8ZuQNxA6jQ0S+ghBl0tdXpa4uHFEp9CnqL67Fp1h6ZIV4MPSIXCBig9OgMAeI5NA71Hfsy2ENS4G8gng0Y+/ukO8ggsPzDDlA5BWWGvUATbzGcoMcO6/CRc24dk/IgxFlxikqcQ6OmGf0F9RPCBKPAdkM8aRGhwr52hAywHOjaKWOqAbop6iHuJF9jeULeW6IraJfIB+NiB/hNFWYRRGphX5vlLiVvxrLEfLCEJ0bW3eNfGOI0MLziCyGyPewzFHP0MR7LE/I2RAbZ+LhFfnBiHIGp07J89wR8xn0H9T/EJzB4xXy1hA7d88B5L4hJJr0pVTyXDmiiuh7VDdNfMDyjMyGeMjoguxKxBGnF4VZDJF66BvU3tzK34jlBHnZEI/Z2LoV8q0SoYfnX2QoIh9hWaAWRhNXLHfISWmBLHHtviAflCgbnC6UOJeKmDfob6hfRrDHY0JeK+JpMDpk5J0iZArPD4pWzYqoptDPUY+MG9l3WP4ht4rYDuiXyCcl4t9wOlWYWRGphn6rNLm6W/mtsfwhd47oWmPrlsh7R4Qant+RVkTewVKinhhNvMOyRW4csWmZeCiR750oRzjdK3mOK2I+Qv9G/WcEX+FxibxxxK41OiTkK0dIR6Oj1FXtiKqDfoz6Z67FCywfyOqIhxl6hVyciAc4/SjMQRGpgL5D/TD7clTDMkFeOeJxZuzdO+Q7J0IBzwfIwRH5JSzXqBOTLitYFDmyj6pm7N0H5AGiBCdRmIMh5qAb6qAE8AiyQTxFo8Mc+RpCDJ5XSl1drYjKoM9Qp8q17COWAXkOsY3oGfkIETuc9gqzQCSF3ihNnjm38jtimSIvILre2LpL5BuIoPD8iSwQucESUU+VJm5YOuQMsemZeLhFfoAoHU4bJc/JEXOHPqL+KMEKjzXyFmLXGx1K5L4jJJv05VWpq7wiqoz+i7pX1+IjlhdkdsRDgx6Q3YiYOL0pzOKINEB/QH1T+zKtYTlFXnbEY2Ps3S3yrRFhgOdDZBgif4TlAvVcaeINlnvkZCJgXLtfyAcjyhZOl0qcS0fMW+jvqN9KcA+Pc+S1IZ6mRocF8s4QMoPnR0Wr1hHVDPoB6rFyI/sRyw9ya4jtFP0K+WREPIOTQjrvAp+W+Ky+mmzt6dRU7JWKyXkbOjXVz62+T65vQaem/4a/iMAvaDo8740aS1Qz36Y9nndOZ6SmnVHTLs+7fX1rrp5K3StXV/LpuHHWxs7O++a6ltw4x7pP6475FFzXf66rOm/Hp+CK2Sn6zxVdc4f5v9mCSCNIl9B4K6vI3BuKEpMoG9EYk94JMk00qGjNnEZ41pSVTjRa9KZEhoTavbQRpQEhYRykjRK9OSJjYmUr0Y6kjchzE1vlUTRZRBMRS2jdyG2kopFaciqVB9FYJ1sLkQRoV28AbBX4L6ElGBFGCGqoKZUAM1CuiZWdwVJXkWC0cRVZ/cQrW3pWOYu/ZIjKdXiObdT6QhyCfhkcBG2XwBLaFUBcxRVxvj9TllnHB3Ol1BrwuyctowweBPAzucjpwVTwWBOrY9CtSV2XL5rFwuLEEpHPJyyrdsWuBWv6NbHUtDEDGz4+ANtVfV9YWcHQUVpEauddDnqn5Jv42Tf8UP7sJll7zt2neGJQkelBUcCq8u7MkawBiTNk+ZrXHUbnm4L7vfDfIKjL+Fv/6eHla3d31aSg01VamcjJNZD9n5FloRXZTd46Ylejf0C+2/fdqhzD9e++SOX0r2bYUr9Zrm676xs9vUp+SXW7/9z+tbubl2lHx6ONmicoPBtESoc5Fo/pJi8kqezCZUezXEzhgmfyxqCp3XKILJcs6gNtch8Z7Lsqw2sFo8Oyh60wHLZYXvQeaVS2Ocd2VeyOimyORRyO+WSOjODeeSSueed36IpNOJed43VfHQ/kp5DwgHxbd7WB5CW4atQdoVUOLgd3aH+TIOWNnRXRBzwzQfk0XQ7Wb08ukvOdc/jdxXF30TO/RDn45aifOxk+RAZfb26Bo4eLng7hHe9GGd64GU45JfaGtfMzwNepbEGfz1Sl12EBfX8iFB89lDn4IBph/Z3Q4cKZ3F7jZx8DZr/BGCXpWThB1/ZRrLPE7ZgdPYyTDnwdo8W3CFATio2G44eG8M3kUPj9K/nr/x7x0FXQNXAYmW2w/hNV+DeWiyUsuKp2PER+f9tJvvwQyMJ35VFp7iKdc2C0SMfSM+cIlahvR/8uUyiDuwSmIHT4+Ho8wCrKmn165APdBwjhLSTkHvsB/tJcTrMS2vyrBmXJMMPj9MhRSXA7Fsq7uEXBzEe5ZCOVRc3AVeWnONpEwu4B8DcTNH87nXYNT/47XfER3K7+gkZIvirSWkAyqoD+j3jyCEwVWKEngwGVbf7J5wm01+z8XVvFi/Y3lT77DoNnZXh8tNK2po67WsfZrl64TAZ6F0W7cYmHITttCvmyXOLmqHAU5S6DokTnS5XyUvLJaSId3NCtnDsVuELl4eE90fTYesPyQ7jypfdu/JvuTGZfJ5LxUQItAyTg4Zdx4NE8oofYSOo396drRPWuZuH55JK3SA6ZFl+N756FKeACy9TOrhcpdIp2EIn7sasIqI3z3bwjf52Hf5ppHpqyotX7IFAPN1qlmeGxa7FDZSl2tnieIsaRfbIqFSVy1FkrTCT4Qhgvup2oLMauLs+i8XjF3wACFulnIHV1hKCL4uHbMxNmcq2qmrxDYd8I/BPZnQ7FMgM4L161z+mWCknG8WD6RgLX7h1Sy8ljwhGkmsart++M2mdUQFbyTTg00KheV/lcIX12FTz1lChUUjYnV8m8f9VupEidIgpd+0zVmRIDcKod1KWvAmd0ikbDAw8s64XyJeF7sPlNGVVW1VXpuhAwLDJiUvFCCnuNhq6h5eiRC86ynqItfO+YlUUOPpWWAdTJg+S+qiK8MDtQyaCQbalwexDf4wnyHguTNMg1oVICSJrMnuHRuELmKQNkk4FCJf0cLJt/+lOS8NnekM3dx7OSMJuC/+TJ7s84n5vWdZXmuglBeiIcYo20Mp/Md7KvQgqIOp5m+bLr7N/QSufJo/yGo22gFPYSzcsLAvjym5nEPT0fsmgbPg8PxIO5Z8Yv/mOS7tIfJZsxaQv3q5ocztGMNgIyI1kkKJlqSWsoXMpgYo+HZpCCeWhY7RBpwpOTcGjxTsJbXy3sNm4ZrqtgHEBZyR3cTCUazHZ0VSa2YrcfpP2mkj1apt49s3ZTTRVqXk82x0PfOeuCn5ScxUNn/VezgTLXZ8Gad7tWgiM1QS4ZtgNiogtyifUj01Xfu9lVCasb8N/Lsaw6R9ZhHVbcVeuB918YPB8q2Dvu1rUtDdsfrQz8z+sn2DkMCv4BFwZDt2/qXvp3DVn9imlhNda/uy78D1Wj7W6CNoa72GjbMNBGPSV168MzLh+CIey+mUeqTQYImaxQQxtjZ9LRMTeI1UZwWRNXMk/mpwgbGesaQ1ur/fz67Z9T0uGGBOysEsZIsiQ+PlW0jfC4poLpPGWRDROLdBKGFL9tgKpEmYFepnM98czW4lOpxdGgYqQkKTwREAt7MgPiW34aWIVKZLVcS8vq8CqZ9+ifUQ+kZ+jGopBjZ7CZ24mMWwwTeMXKd3EgkuIeY6bSFs+89fj9sM5LZurZ22fUjTWBZnxlwr4izYz1VEiZdRbbliYbHAkFbNCO/rwbD3/lbUtaIutH2HRZwAKfoejSqrk0GCZmFjOe+AOGBhQwsZBtyzfPQMv5rc05kYU5B/aVqV2oK+qKGjRUz4q6+FT0zzoWs53AXzOB/Z/EURLYB+LmQGks0XQycLgc2S84mzBYowLpRQsWhzHnhlPZri/Y0LDi7mkC1IF+ascKRcBt3QQsg7RQ7zgxj39adhjbkJ6YXQcXSXUkM0eMTCFPU+kQyM7bloqzUscltc8FNTPOfdVUrqlQpMoVkfiP5s6qKBml2OabUD46C9mzCS1o9x5+QXjtd4KcsN3YEZf40ghfIMGoMd+EyxWCZGFvk9ho41yEzRT4FL57LXDyv4iuik2i6C7kRMXNAkHhmkC2o8kn3Q9erDTjNeOUtFKXIJmXCBVNdD37ocbWZ5Tg2rFSnGPA0w9wUBsJpzTwrIe+7i+j6UmVzyr/mVmbuvGRrZTDa5thi5ayKZYPSex3TPs256uQ4WlO4he4vJe+KM1G5OIIUjzK0ryxwzEiWo0E/Wpcp03mMqHrycz42523sZi2uYKuY7PnViE9OSOsmwot/o2QpQ6CNP7tZ/RP9h+kZzjuLyJ+TCXX6fDBP6nXGLgm1T0vRrwxMhq0h9x7PE3e7MlRQDqrvy4pk5ikFIoZVSAnWCiTBs5VIGQiB8b3WCrNiV+NPoiw+XGrYMCh8pbKxjIqTZfFc5ioZW6YiJDHniseNFdnMOq71YoYxADNpsHNm3vK8KkPdAoQhW/KdYX84cSID+Sr3Nvv7Vp37ux5Z06Ul64RcVplqnOOMyTuSaqkJo4vHWqIqUs6RIcaq8TdDEqF3bnb+r8BtzNmcN8chQIS/2ptv+/PZ6G2Mrp/4M0w/FJ5Q3ieTyrDR/f3/PEYFSY/EuaOllNfLiYY2F/26ZjHB3DyfXB+dkr+3CBmbHnaHD7/be/7wiqStDv+Cuce8va85Ms7qIEj9qA1nL8qcAy08vRnOuWLH23DgXtQ9flWJXqD4wrArnf/5mFdt1EPEwBcAqAz7E2gzv6yfbjGkGoJFx8Ks3s+TKzlZz9kf3/yD6bKGNwAO69pbvzfgY6MxXnQtXW4pPRkaAXpIo6Lizaac5D9gcExkX6xACWZ6619C2ZlTvQi3Ggcm94D8qt+YQxfmH1GTPbrQ1DElT0QQ6Pav5k51gSs0t3f19/tQ7jPt+QcLpLyKKG7vrnLFBedPWCRBQApA4vpv2SDchDHR2n+txG6dV/5wmOK+19hjMX2ZDf8SJmTPmtOIW2Pndo3xqGBxsZEAfjDiwE8q7jWideGP1E2MH9u7dikneXyj+wAZ6JA17vyFbK+TbESsJjUK2ZALpeYWWBYwdLnfwPVTMfK2NCO9MuE22qUlek1EuezlvwSTNdhh83uIle9fjM5slSzPc9p0cGQ9WheWMvi1cmtwj3fcnkubwv/ggN1z3jeUT8cvxDMkoyPg/xclzYsZmSxFOPjhQtGehbHK8gH3y26mCHSgONCyTcNwZeOZxEhF9YAZid0p0JZScUBvdvMQClxGudlRpTprs1+vywyrtc4fTp15jh03Pyv1mCzrJf8Sy0jnvbmiSFjH6Upfinjsrg2HRPbgSkSAr/045ZbKUo57C4uS5tkqHnK/dTrvKVq1XAhyxpDrFuXEq2y2dCg45hwcqc6vyvjwGoVXAmeACI9g4/G2ezA+Dvj5zzIpBWOmLDoBpvzHbxUonKXl0cY/b8NR/fU2efLc3odxVNsaVwzhUuCpTQco7SIYTuJWwQwxO1yaqC4KeRS5iEXGJDFUbSiqoC5oVy68vhVnW+em0ETZ0W316l3Ojd5DPhSUHNfyGhb5PMXmnLj0Gml+hVzLHDMtY3mT+hOuEXlIOpupyRyuwTmNN655lsnybCsk846VfzhnP3j/8HEg1z4/qAVudS26SiSPwSQ2l79JvLdf3fHIdBnwc8v8meLXb9XXI7uw6NPedyl80M0Ec2bPoQXICm4Lu56WGwzRVco33lxFgWX5kKV3Waoa1J0BnvhHcg/TGCR+ORJCsS7mimQa659Tl/7KNFKEmyWmK8ahOBkJ5Kv4tJrR8hydDMc4mdpOSkR8mejF15zZCWEc+pix+1U0VMp762hHbBV9d8OOjyYxIrZEWEFN+oEoKHRFtO/IfzX4l3Afp5AaNtBnefb3A90g1DrZms5ggr0PpUUd/uNJd1OvWsAatGol+eJvQ1Wu55WMmzzc0674jJS4/ktNDeHJo0Je5YsyGujrlGWNFCNt5DzgU4PmlYE/Db6pRXPR6RWalE3IgYw6UjnjOEzYqnw0f/1hnaEkc48uyZtI8wojrcNHSIj+X30T431kbR7X4ypwrCQ55spv8VrGNV7hLoambT3fz0dy53Fs/7eeuWEtkO2HpOt4yx+GJGq19LNTHbFuXsPm8Yqc3zqBwz2ifmzXfMzk7w6yEFoBVdiDVgvpdCJoJHPMixaJOkTrD+rkdutxZeES0oM7RzP6NzHCg9QsTh2N63nDpADy68SIxG103ckj/VtLQqZ8V5jRpr3uxqWzHujawGXFMYQk/TcYgWHVc3dKhqdWUeFMMsFCkX8J26zHpeYtO+d1GVsYympU1jvL1Nu2Sbfd1ixjPN9n6IMtedjj2fDcFRPN57asNt81Z3YiVRybvzMxxBhiKAqdGPNuyMhR2/FPftnko3awTC6kr4sP/qJ22kfoUgdeY6Xbe5AB4CPXFrAr5ifVrB+HQALXrU1Un6osmCP7o52MedsQSJw/f7T7YCf/DLGRS1hxyI2FmcJsE0bU3HIUfc58Di1zskazPcFmpfSpMXxN2rAMq2LRPAWpMdVDlWZl2L+rqm7gRRWniGmpJgITlLx6DVmOEXPuXvTIaVzMGRWbHU1plevesR0+kl9Y1eBoc4jSwbfCF7rykSPjvDvDnhhJ7eDuZ0zotJ+wu2pU6cVhXeO7QJ1gL9SOHy0lSfN8To87a797K5jRohNllonnwaYoI3PIvQSQC8DMTg7oJNrMnrd51XAIYM9LUCbOuzGx7hj27uV+JvV20Qi8VQ0YZ8L+y8Ukni98hZYJrIDOQd/sGxGWCyYe2LNSOHRjUaA+YSJ5LokC7vZj9/MLAYOkYtVFlOGqNn9u/8CaDtgMRDjreNMqaNPG8nVPXyeBFQ5exaLtcO9QYBchvPrYIzWsLnxELvccy/SfnmiADnfoxPok+2FC4G9cJ724G/cCda9dHyfki7EB/bKAZqDo0DLwzK917FYO5w6BAmF2ltepB3GHPK9tQg0JwdqVyPu8tMC9FKkWcUjNZeLPYRC7bV2knDj2XMn0hzG2+YWuk6C2kNwR/jm34tQqJ1fcnbKQiZvL1PB9ut2yPF8r5xAc1jN38z4vfYx+jSv0U+Ts7e8t50rzA9qIwUbmBPro+q+Z9LAdSOoPWgOHN/UXAc97ZyxWP4k+Pc8FGq/VY+Rl2v+88FUsL0kvzMwpfV6ENTn+n1Zcaq7/OxlKNbOK2OIOmV7lQn2GSB8hex1GKtXSzpqejP3lo/RfnmtWgO87hTp01nhLvn1vWVTtmdNwjXB5gENe3xr3xt25mkKC3SWHpMDwxO84eBfz0bH+fHhXxA5SzTPbHo3+y24ULPavubZb3iU3dzwWxtjVNExGTgMFZ4cEjU6kxi1BtXK7U/rAsWQn2VG/UxTqBMN/1Lf5Lr9UqCwB9MwrG2xKHbNdJ1HbeZsTNw039mJZXAwJnO1onpCfWXStiDEq5srP8pFV7XAms6s6BWXcXY5pZAeizqWvOkCZCjStHLxySWb90maN7nqBO2EtV0WKfWrXVuX3J+dR6qsT+hS3XuzJ/tp49IdvtTORU4e501Uo05MU2xcAFKpBxYFLoXfcZ6FTFD9kljygegqIV0S844ajVIZDG6AvRI/WR2FQt5vVV0Dt0YX3LvhWVMZjPhsrnAoLWpY+3AWvrTMXHmKh6xDaqr0RH+N/kO/nhp5BtPavTyAdV8jWaDaD9GlnMudMwblBwni7gdBiNKIPBKTfTRlsBsKG3nKd8oDyHMHu0k4x32b+Loq2/LQb69vDbQYFhowsW/gQiF0yGzDAcH0om8Dg5ODFwCUDqeqvQdhPHh03GTF0eko1QbkfyWiy5DzBvhRs06rT6E/pXGyO2gCZHuEebHySZX8eDOl9rtHLteQybLY7uCnjG3AuTz0tIc7VkOLManeah2p1vtY7z+wbbV53lA28dQsFUIT+2rF8a49zC8ob8JVPpt/6j1eV7UdQWE8EbpxfUZ9fg95et3zpXuyQ9r+mct/f/R6MwOM2Q+br50Njm40zGj2L4iWGEed/W499b7tMMF17JM58QcOUs2Ll3tdV3/M236D8Mf5olr1z5HljOGrMJ725pQHmHqWT3ubKvbLvsenlfMzwGob1sa2cRmhNks/dwebgtbfGtLG/bO7Va0OmZhgOJWqj1jud8itviaobzfUtP3BJNcEU1yfK+W4LVwYGu2MIp+JFuS1vfjkZROUl/XybS83k1wTLGQRM7Dn5k3ECFNPdDyC6WGjH4rZ+e09Iy2fX0MSlz1bAfO8nW+ifispGYHKNjAX1bbLWfD9CIbYkD8UVAv5Wcq9VVXOqqr/2bQih2+yFTJZL9puoXEZTyUyTYz6JJK/mdXcvKQEAxBArw8G3KadM4a9EaLXVGUISu5Y+q5xABVoq9ELDQyDHKr6PGXApEPViXrVH3Ne4Rby4giXpQTTnkGqj/2dA0Un55W5rauwnviWETNs5SA1jhwJ5JMQh4RCfZPw3rMTOj2EskEnULQ9gcFylM15kc2ekrDcKInpwnd2SHDo8IxQNe2Pny3pYxLtVIHe+VIDhzJtq31oW/W3erLATHXcYEBd76+PAYJ4Oa2Irc1O534rJJnZzKEaCTnEq4iAuWX25jTROOgETqIt/TMmhDFD7qD3yI23hfqoixHckI14a81zqw435McDkQX6kRylp1QXcZkKtwJ1JmFiJB36FAHRJALDkS+vM1fO1ut/S78TYqAHvA4WeRhtHiHVfcfwfa+ZKfgvxxifW1Wy1u4VdHi308DOtf2haiyDFLsB4nhNVMpocVrEcEpG2nIZAXgij77PdlQbitVH3huWHrd7NcQQLVeYywg2xi0jnPwfde902RcYCdk79p3LTPzei73YfZ61kEKIKulOpxRo7wGLTftGrFLPhluKh5AqJQ6dPgXR6myYMjcRihbKWuYWOnVigYJJ7kL4VjMrKa1du3Nvp/rE9wSvlMVTMPxmBf0Kj1iMaMAxVJIbeB/LmV+C+dcbow4fB+q2P7CeUp3iBE8OuScrwNiStIiREIWaPyJkyrzB22v7CBcQIZMv0a4e+0kYJoKroyIDZTWVC7VjE5B5D4HSMRxDqlM9aVNHoR4MmeCtCOWmSnBMtUmxq/lqvzPZy51Vjtcst+uhXwrs6x1O8oG/LQ2lajjH6yYF00dhjVcY8tza3HodcPH0Ugh24GgIOtlnGVVq7K4JBRaSrNkrn/dDwwrPgkmtQIB3OXIB5gbbggJmtGIt+2BSbm13LcNNZBMdCR+yaE43ZEeORWiTvFDPDYxXAsRToiLOcVSopmR1iYQY6qkHMgzZeMZTkusMrWavKPy+a5+xZ4vfSIg5dQug8lxFHv4yI0pS0yH/8+zLHGJif1Iy/qQPgxc1W/Pxr/DEQxKsnbqiJArl7XnqZfceA/Sq+hJjpMa09EvCKFzmgAHantuKVuuxLVczpqBUJInprQhS/xSV07Qni7sMXifyvCDO7JAeLytOZg681ImmAZY5lOK4FrFgM76u3sww/fnamUdkl9HFFUaIR3oDWizsUGiyfDPiVpjRgRBbqZ8WQj+16VtJztpTlpcHPvnYO9ASBdd9wNLExf/2rvxjyVYcZiTWhjSiOHAsFyw7KIBbNmHO6TgUHUjqyHBskWO6BtICqgrt8wz/e0C2KVIdpjUJv1c+rmrXLESuaUTVUqmN+53TQIheFXNWG9NMXBJZzWXRKRPFSrfvWJX9QB8pB6cjnObhZ8ozQJdDV7vPkOrYSkHahjImjW5wCaiKOPmkZU0dnICriD9GvZ2KZRG5WW2029XRq1aCJWIUPNNOdPZU3LYb8Iv+raR2I37BYTyrG5yu9/Q5PcSSyH7Ktk2yXM06NB+hNSTgCU5KhkF3WnuOrz5JJYs6zePCmJfAAca61LwAHVet5nvHLNkhcmx05kx/Pumen9UZh4j74mZk0ZpNK7kuZHKdKMzT8jQXPMQdE+gvmQOdyjS4q59irfifZusFuFhzBHWRv/lyZd4UeYup31VJSarHVuuo3IOHvkS6JiCSoDlORKgPuOMslvj/iD4m4MvjMsTTUWPnijZAGfdPv4kDZmyEOhJxTPXAaO5jG2qThj4IYTO0+x7yiADHN+Wx633FM0N95W9UuF1QVi54Hx2XQrbOLNzuG9weImhxb6cWwWy2N7BZAiPtGjLopj4RkFoXcEJTqshWAJamo81NRF+gES3FIDknNoxPjuyhqi4g9koG61TgMVEp/NH1YCwoeouKi6xkwEHcsZHs20Q14/mgPSIInyueOd3QgOuGpWneeDNv8NBcNmEnPHoKKptzhozuCS4beUS5yc4nnpSMdyM9uQKGq1J6MnNoKHXlZhkq1tRpZv+86Sswhe57r6PRF0nOu0kTGbuKbZ6MW5GvgWkVtBD/PDuipR9DMrUmMKWN23I1wdVl1legGSaZrtMax4blXYmfmK9x1U39mwCcr29eyVor+IGgo8KggNVk/Fmy+rghWaVK8qaoeo4P4t3V8zGvVa9IBb2S3aXlqHxUqQ5cVdd7DqWq/p0y3uRa1AkZqlXQakDLuJPY7dEe7wTxE0LBxHODsMXcegAnve+guaJzs0mR6BsMO2by8QRx7d5zv3/DgOmF1YIvbtp7V1KvrIaZfSI5D6kmDkaJ2mDXBGYci9IEnAzT8IffegVxEPHyYFVmMiQrv8XbfiFNw0y5OGxjV/DLWX3EAyqTxEosuxTmqiu9aeTTJdWgo4D06VkjG4VUQ8bwFktnDeVnOvt5B1LGGpUWifqUIxQ34JnmJRLofxky3XZIFmgo+ljgT00MgkjVsm3aGVZ0LHlWrhC3C5Uq7wfavBnuSDjUhjcpemU5pekauR3XRXuj6f1kVrHtLRzch9UwBdwZ2L4fgwAN2oVsZdSrBEr2+IYmYAey61ASB34bTkkdhA2eu33v6lT/3fFG3Z1iRZYTW8VkIIZLdcRTq5PBimMeJDBDizdib4enAjDGkj8Azi4Hl11gx5+Yh1wohtwKVEFiiRDUSqRNjbkexnd5cPrylUfn2Jg+Wn3z8GF8gd33Pvh/cfqXkdoyn5U6lOqdU9VcAO1eHaCgDjOfZHKUG0PUa6wRFiX28uEG3k3Xzx+MNV8jrNDktL4Es3t4PJzY5ICFqhHZgvLpQjwkNa4w5fVKkNMKJUA3bkL5yxmszh9cxbDwkLk/pZYrji5MaFv6y2E6sxDaX1VPgIs7rU106RazZqiteuXmomKhNOvIuQcOITCRFCPeh13yzENxs2KDOCaUgPHQjguGynHORH8hxe25OMh82wsa9pWhgIyueSNy3Gcgm7tFQhlnGTiHrdxoyGS4+jPhLzyGkk4mdxh92iHXkGqrwjLDFtQuVSusaRxwVBbsbK9b1j9kQMMIZBNyBEKyr9oYsAv89SJGx/JrR1teePqLorAnMmJwoWz3Y8hsaD7RTcJGLWhvmRHnT2ZDTs9qHBtHQlgaQlDB8d0sb8MImCnnunhiqOgabZ5JqK2PnMV5iJ5IRSFYXTFGgOuxznOZdeL6moQOwimXbnE7RinEBj7tY5g62mfvMZbDCXPAyfhnHdhTB+j89gO6Y4H3jSxaC7GxBOLCi0TTEUcNvftEIev4ZXQUA9taXamhKow4upKtEZ8aWqlmA05BfVaPTHqmbo3FLJK5itP5jgxGuK0fwRp2B4nst3sY0EtSfAt48Nm7S2DKOTuaeMUgYQUiG2JkwNPHuPcWGEm1QzHywRBNnmrQ3a776+0jEmDUM0fFxAkYJV96bhmqI3s0+yeTb5Rh+VVVYQGJI3Hq6B2LW6m51rT3F0dAF3DRXRxwrpLuufSZCufVNVAPaSR0zSkgEBat3wOLb55JOsmNr0wGjFfy1o3nAxJNMVpNQGskJ1/XozNrSnk0TisaEXapaH/GReN2dWWgGMLIUhARwooROFubrP2B4CLXAMZVAQmK00z24dECBdVArMvuXte/TVk4aEsMRXDbqNsCrByyaJ6Vg1hTFuPi+UiMAzLZMbRGsyupXA3XQTZ2ly+RRCLFmiFZjKHYUSYkRW9vP6qXQ5Z4zLYsBq1SI/bZXksi2ewKHQeF2s4VYso4aIMQGx+YpOzK5DgO8XguCM9szZa6/+AdnZQSOxS0MHVRGskgjcIPvQK1lrw6ETEjOn0Xz7c4LtiHqlnWIYJzScMI7koZehQPd0wrNuwoA2s9k5tRkW+Dzf+77LZppzGgIDdkDcOYUpy777HFHy34iZQnt0C7buzq9lenGS4UQngSRMePxO8ZDb45AhXDwJlodhvvVHiO5s1AETA1ascHVvDXwu4tmiJ0z6NzKqXNZ3Y6edqAOcXDeUucfhlM3jOTk7riyJvytOSPXDX0ar0p4+5ASJqSQ4iFc/DURJQhYJJXL1iz8Hpvx5o31wPz3rzsU8Hs0IqlK9m6/OcH+pBkn4Qq3L8kjxRem1vVeei9OhqtOmIw0hDkpoFx0QxdzSoXWADJpwLwdRshFokf0ohZ+HfY2ivBXB+q8i3gBCbJhNuyZyTJWMMbU9CRZViroshpTyM6ywLt9+wA3usKlE2PP0T2loMJ3nAh2zhcZ8TrzJD2vWVOnQRob88ga3X7PgEvAYxRoMVS+Y6jqvHg4mmd0A61sp6scmxShdIwR9XhvP2QKNF5FQhndHz5ObGskMO/32p49RzLZ4Fs7wAV1xVGOlib1wH3Q9jKOyUZ8M/n8i/5rI7iYfqOTX8eRjbyBT3f758z7DZq7FLntzSyITk9zZJ04BtvhK78icDsu2TqRd8/dy/roB5RL44dEfqhgFKGfPtgJStSnCpMPQWIcVXde7dSAErX3Qibkmc9JXWoMxq9BPFMkTQX3lqsDifmt49ivT3f9d3sPKwctOATiMyFyJbuWgmIHKzqKx5JIgKljQAOtKsT5LF3h1pwhDAnk+Rwt3cwZRLqV/OuJVd6CVBVctQuNGGuF1YP+zn+AQrAT4ROj7viSdRFU9pdAEEufgulA692JQ0LwV/qXvPXHNqDOA8Lh5zr9m4B2W0teniE1zSNfCCP8ltE/WsA5F0CyILtgeGouzUa78jbJR0kCYXMcj61Hqcn6TtYILT60kYDoKBE8b4sd23RFdRwisoFKBycRBriGQuOy8ZRF1Ic6n0vhVwzyKLij9l+V1Uf+92Rpt135kqqPk200Sp5ekBhGVi/5JH1xbnK92ic6LZOv1hexoC+vs6W6tMvu2Synrf0PFnTyt4/s2Hx95TYuw97/0Ls3lG7FyG9hnb+xdidp7F7T2D3qNGzGYjbaDAxL8MYJ1aOnUp3byQSFKqKp/9Uq1chAH8NJvV9U4bZQkM4lC+9heB6B7t+Zw8R5f2YtAD7OzfgPkoD5zf8vJHUqH/3+MzgimBxZ0Mvn4i8Dkj/0nzFEwlgztHACXmXhMa7VtdniHf22D2EBYKn3QUa+aoZCeMu3Nld+7jh6Dm3VAmrOO+8g+5hW7EAuDuMnYhAiggZLPX/SxNtcwOiQLYyFCKjJjTl3HwqoVguGqzIXAzUuObNLA1ZcCEUcK0eF+pGDuhDKYhbxR2DkbG2khqFBnoD10qA9E2tlFK9lZnAj1s1/FcgldC5fTWr//X6dim61ll4EVxXgiJCq3xOR4Btx6jK9ZHdMYVMylybTpTsWZ/X4+CJqQh4ABVwDrmQ3+tenyb29mlHL3FpgfzlC+QnGlux/JuTspe/rLEZosHWxzUM+JL8is1jyERKhF0tSrYAsqt8jYrGRrI1MTAXTiiPxA41lEYm4vG69gjpSct8EjsYQWYnJHFTSPlVjCqnnQBBfpIKUdPKWiqKpYZMpq34IbW+FN4wXTHsFQhw8OPp39WMjZujoxvEtJxUjrVYzioWWIH9BIO2UaN4vWRogfCWWPUn5DNM/eiwCMhHCCwzj9lqwoRP9QY9OwJt0/opkDYG/8lWWUTDzg34sLPczAdSpe2aT3byMuEUaUG1censKFw1lLuEAW7sRa88ow4Xyy5XMBAA6j7/+uUHf8HtdW7XAz4LryCGa5Oq1OMnYlqhtXbvgPWYeArG5CjMJ0TDZNMSsCM9Ga0+7Vh4Nb3x0D5eLLerc9LBScE5fBTPgCJKPsPUwAMBeNVsiLw+8aJMammmGiYdgSzjSDQEp3twsB+uuaXVDZifb9OFTwkiTN9WK1DOxpJofCPb9eBaLwvIyEe6qPX++H29HyIdElSzBOyiN0dhyRbwONmebKgVyCJ4YfMhRtLcAKfTY1y/mhhK0bhuJTiJmxEdmCN7TTFNLV07PHUo2A8OhRqxPLXw+qyKKMncaXOwXVGadCg8c0eL1CYyX4O9hsyn1UVdds1VG6ht6BrO3SyqcywSxzUjZDl0M1rlEj675H1FaJ2Kg16dAhmPabhy+G7T7v3pYpt7V9I6Z/VuVmBBeLfaFBq76QkDfsQ7c0Z0mm0hMOA3/W1f0dkQCNySPlJaDvyxM9+Dlt2wduhW7qMmXw14WniIBLSnN5GUouOQtcg0thaRnh719O8WOk3vzmKLTOyGFVRUzVLPadoMeQRogniQX8CY5X7EJUYUGSbmCW0ErM/CCybK1rwxroD/rK4C5hs9tWi3Aa0t6osQ2IllTj9otwjQcQ7r2/BGx8dq62iopWojAOMjsACEfOAlGUofDV4HTT4guXuASTubOKt2I6QsDee3YT3trps0AAnM0jSh3YuQ5rVx6zek+PaPkcmNqJrZJ0gOOpPXIKgO3Dx34XKx74RyXaH6QQI/ZNHuCU/293ScQfjXreP/fTNphO/ayP4a6xE8Kp7DaQhNq7veXkLID3l0aRsgG7AQUX7gLRla5J61huaHg35ShZOf+iKb+aDx47dNP0h7pwtorOvNvaz7t0o8Vg7tX7Vp6sOl64uADBQBzE+PUDPU3JI7zH/w5xNgxyotPAXDN0ZVI5SjcZ2ZGeUOcLUWHaIfQvLX45DEd3youqapi/15JkclLl48YVteePvEatJpUP2dixl15zoVvYc5kIHxHemVpdDCexhWvT8+sxi8OOyRyVXgPc5ytbinIHah6vREiaQ2XcF356aWZ1L5yj7AjTHJjweme5ConLUs4pAuDggZ2vKCmbCZ5qG4BfIf36Sq2Buh+BHMNWfZmN2eYGmSSWsVKCXibuPw7w5AX8/Ck3WsfvUiMTKuNpkUh+6nc+QWVx8pYg5cY8NpjRPzl7NHw9yn/sOnaeIXEsccRvvTGIC8nfvMAp4NMkKYfPaKTw6I2B+xIgzQalTXj3QzlP/Im9z+NXwVDyNE4n4zzddye7ReIPKYJdGLgaH5Ypouh7+Co5VUqPtaaeydloSuB33bDE4kJX81/HSMP5mYw6bfuLZ6oWmabpTer75gvttiCAo/xGcYi39HHzr8z1bIbqK4yx89UjTEuBEGoi25+Y6CeYPNRZgbHqXMcaF57WS4VGp7FaYp1f9VSUm5BK/AZw/DzhP3SjR8WJNiSTU4d82nxMGkmelhiCKZ7DishFTUzT1WaXQpX9nCRiSbF91ln8pJAz5a+0LQCBPRil7rHrj7Ye3H24kRqPh0pDoL3SxbtaJF29mYCx9G3bW6MoQcTGxudTzz0x3s621ptuoJ5C8M62eFnolOlaYWwRR1xkpYNWKt1p9rPI0mJngnucTEmGCiMMXVJoH3JKDZ6LEQ1j8Lu/fPx+5h5GJmrHn3JmLFJVHlxVU47Jz+8q6XXa78I3Q6q70VPwoTHnlmUXVSsh/S4Nsdyx+y6HxbgZhHmx+/GiM7C4OStY1u3ZnIRGaBhsqj+Bgz4KEx7EYZraxZqXnDO98KMr5YX7SQ3/cZWY7L0lhv1emJXvNBCGnz41NFdwZTNSVU4/Gz7VdvkM087GU9WDeurWcCsALT2WzYmeSFJAQt9hYkAY5msJ1VUwJ05A/11HSkz/pB5uDEDs724FwPTuHgDA/mHiSL3dhJTxnlu9QWJyPqqa1+IQi82N1kU9zfjnY+Gipltaa/rLf9SCICDsyDnGPAM0ZGGok4rG6Zfsu63/L7OPJOJ5YLQawx3g8RlrktjRzm9eeRpaDqrRrfapnHk8fb3rCOc2qKL8/q2XyS6X68IvqyQT9DTPbRi3SwNcVn6nY/lWRwJbpwTBcQrDf0+Y08fqNbc+W1Lnf1j67M9kCOIi5aEK6/80sonVnd7j9nUXghLI4oE65O9F3eQzq7q/N8VrM/7Q1sOMhlJSJEe17n7JBAMzTRg8gZlKUJbbPw5m3O3dwVvv7HnPI7JIDy+Zk8LRj3/uzCKf7s0IMdjLvDAt2ySHL4FXIfHWpiu0fCLLsCznW2eAqGCW4jDKDb2y0Ecnu0Iarc/tm1ce55Y4DoUPzLgj1cWgvkLUCw0cl20v1HX/qXW/g9rnQKGolDmjRChujwb5AyOwQl7LgdZ19fde6pBDtXRFUlKvavCpdIXt4PYuzuUR6k3JD5Ijz+qoZ5NxDRggwOpfScYDxytcwB6DalTZnrMwLRLk7xmoThIcJ8qQRyc8ui9WZr9iDbpxfRpO8+kU55dWCT8Q2DGPa+Ln1LRZLUvt3W7dkGN83dtEgpsIzFFGeWuiY6tYmwh8EM8ZxwUwEcvHBKKPqjBPvn2CDFqfGbUsyKBKSvW8oGcwBjxJe2a06/A5HZmL60YsZVFeDdUVLz3g2KZu6juyHB+5MJ1BADDg/uA6+R05VLqFNKjvysVHhcZZiiYE0uHQPhZp9vrKLITz64uHqsZNQGLHjq5dBRz+/DBaZJCSukBfYDcJegU+8Bfn2DuBJXE45ZVcYOONPLBsJQhzjg0/cZ9XwPbSCOO7tqN/uE6DqE+gXedwx/oVe/FqiftOVZikNNW9WY9KGxmkbrAYRt9qo/WeQcANkINL+znh2E4m2X9Q7rRvNCgrfzu0FXwUTvGa2CfUgFlk+Buacv8L7jP7F3FIyjeZky/ft2RELVphFEr5b84FkiPWxV8nOO7b124p09+xzn/QC4843sSTQp2eE9aLa1SqyEVXR6vbuwMzK8xtsC3bda8vtAiIOa7oDrqW8w8WMKuCfkrF3ytkQxKsSoXwd4ePTPC+GK1xqNUexK18goVChprILr1UPeEREc8GxPGCqHdbyU45dCIAGOh+njWMilETyk+r2X7IPwFL5u/dTWl/uifMHDSx5mjnZ7W9Q4ZMn8hyj1Uu5llR0YFfby7Wz6rxH+4oKxcENfd50STSpKT3f3E4Dvv4KeNvlgrjzVeZZjrRXwZ6e2U/0GN+ELZ34H4ntEJSqLzcaYJUl6TMXq9/N9v78OVnnc3SHT8brytSdodTf+v2br4Kuzspd4m5sYlexcLqcY7XWK/iCH+DSd+hsA4WXXsSIm9xCc7XCtt8Ey6JSZ4XJRKMidL8uLTAAf+JiOGflJo05pBQQVLwOTuvJYjDE+H8D5ILYbpOU7u2PtIFHbQyb2bYrwdlWPbTVS1v5j/YyfJ4EF+DS7WiY4gqp8ytS9UNxrBYpHuvUx6W3t3H0P/1CsVH0RE3OTE69IuLeaiP5t/gpmSF4qmkqvINiaucxYyRCj3etkcMq3k/jtqtyVp428I3ueVnbxljEmykYG398t43QPl/yFt4GW6yuGEXdJEw0mlXzxeZliwjr4PoNqyO6zPmZ9mRsXtytihDGNLcotxi/4u/cGgKKjFocnBGh69eR0Ta/N9sK1CPoEdL391eJTm+/deuIL+A01fWjQSkFtO2q/D8J2ZlkHxBt3N8apl9fcl+4aHvUJ/Y+Ctp+COgiuX+Ka1RRnndlvADWKvAb5sFYE9BTFH4twBNgfbuDCdv5U4fNfnRclxpnQWd0PuaG+8tK3S33JiZwmHrlEUdzT0rsZnksPS5VGETAZb6jxWKieGH+Jt790hdIqHr25xbeRLwtgbtLQd7of1Xz9JU0i9GDaSzeSsflVkl0qV0GfdafKhHolQAX4Ap54eL3zBthTZUC4l5devHa/4jRIJLrJ+E93iVSH6gKbVSWXqTRU+EI95ICRoNC9NU3DF0Hl520qf4adVJ6mK9MYAb1XpvqOR0T7PyZr+8hLl/jZTCl1oeWuHGSKQZLkDyR9QuUA3v0MTWI5ZaHt4Zi5Tql8y9ZFOvXCB7lDQGugL1Br4tBNbCT75sL1TawsRnl+fKcVysaSgOWIudGvzIa8ikP5kl2K6eOmMoagrKlZ/3UzoBfpUF1deL/gWxihW6kjVqMGGA2Li8lH+OH+bF3Q4YUY14ZP9MK3tFn7Ks6sa4DuaI/wu96WzCViDVbES4Nsw0GigITEfUNg05xfUnb1xfJB3aIl2cZ5UKLWJVQqQKe+6zw3SUnutIJhs6i1RLbmZs7mAzPFIX4yWTIfV6wsfMnmstk9ufV60s68PyRfIS/+0YGBifHKRj1yCz57E+x33zv9j4Z/Kur+oazqcYH7U+KwQ6U+zbw8xMInDyQW/RxBr8rM/oXB7ACghouXBuSDbWd2OvU9c8D7DXfYAAqa9MjkytDzg9dlh8dwqlKHnwDJiAMYlA4T09KZWeoROjYHcWdNlvOgebxQ39k/yAIUoADkV2tJiDaTz1sAJCH6bY7z62tzCSNCsMWkecV6RYjT8B9ONzt4xFGOGkIfbXsoTh4si484l8GA7s7+kzK2fdwavSKH8Xn2mhFXk/CDqThIVy8NL+8lbYKpx6HA+KJgTVKAYkpc0HOe5MRBdwmR9lTACGSHuS1OONojZ7RTk8kDeKgd01g00KnOYqohr8su3a+HkH8XVc9vSj6dYgWyciOAreJHgDMObjliySc3wEeeAsOrjYjXRTOPeyS4tWltAdJH5ijcJT8loCqWEQMc/2iQP1I/14XjdpNgukv9rd0ZfkdUByEEn94up2GQT+LPgfplqELTHxd7abm+wA911M9Now7Fro7c886YRc7b7fMTqTTTZ5wZP3VFDdHI2fhZ90v3yTRN9qqfl61mUoZLssBPahJ8tgJPEC1VpfMjsTHWLdMgPRwncMs4t8PnEQf1uxCKrBXB1YUvraBHcF+kFheFmgxaVRJgpO37se0PZAmnrw8JfTSqqb0N1P5e1mJQcztxq6xTWkT9msfr5PUbEeoIJR6UOxmM22acfnBvssG3lQYyDLK3vl+t7tQjA5td3ZiQ2RAfiZlycKssK17RG18aZ9494w1RcdFjECfLSk+C2Ei6RjH5mPwavDjvfGacKIj6vID+6qd7uxW4oDZHCGQ9U37nibFD/t4NxCSDkzMDUqiZUf/hdG18xyxtwYT3sEFLBiARJTdGot1l4jCF8Mw8XZTfPyE8Ei5xGja6yTPO7zaCjNYKcRazrWvtHoiiBHRK8XJAHhDuUsJuriJtRJm7BHJs8aFge6tBnDUxGncnqp580YlDDq3/wPnB4yAmzBWfDMl6LPt4rIKRKrIQ+dwYHWBVcd4eeaV8FUTaHWc9Ssu9WEWil6vO94tzWDEgtbI9VJpzMh2RPDUYFjmSFQr54mdD4uNLu1x1rL7DjADshv5FgENg+3CEdhkKAzvY5z7hUH8cae7cvO/yrRnxhAYNnz/eeiUSt6XnIwlwDdFr3ahgCGPl18EYcEN0ggrGk7Uo1jsxxY8qbMW6vSvaqqbVYwj6xMIvk9ggX8maQTBCVyITVauQlnqqDSkQcqhpqOpZ95RTPSogllw+Ah/BOIE33QiS/PCbJRLpYo7sAQXfhzo2+wdITG4OSQPklim8J48jUtLSfDRPZo4k1vITIZlhcfqO79Xf2omkcRV/MNa2NEaYjPTMvT8RH/GtLHiQ0tmbZwB2Rm83287W3qehk8W/MKpnNxkDaNXfXlLXRKza7+YQRZbzFqEIwkM6Qg6EKJjNkpS/w9JRMsEJL/Fq81GWRxYtrTVkq5YyEsmNEYV+HwWrXUqh5RWhuq4Kcff7rYAwCc0kL5Rb1GzFULSTY8jYxDdR/wiVrWtWokQYX77ktm8is7lUO8ZUA991jYcDYzMaX8/njmBCaxeC8yHYZTv4YL5YNgOeLTpp3ds8PDEUeF22CkEQE9ZL7eTq5sPOWSN4WixOJa8BbPeGqvffOcga1/crBtd2JmBZ6hSHOzwik6WZAilQSkX1hbjxg7YeY/KDVW3S5rAwzTGtNN4ZLxOtqfp4aB8NTSJLUiDPzOSMbmJP/lU9WtR/y6BJAZUIf13XDPeQh06tCrMRcHCYiS/5ZwNxFVHCS1g71zifNFwuRdi3Ui3av8uF4bNF5qwAOvB0+t9gZFd9wYOJ1H3LfFLhNVFlL4LNIUEcGyTmHAX5L8gJlffILXfhqKSr7BaAbP9SvD5Wa3kLb8nKv37D883uhpBhmzu6G/5ABRB4aaJIC0YY9EiEn5GmkpCw7ZFPtjeTcQJZtGvQ2DyQbP+4KoGIAz3DKCId2OpzBnrM5PGPEUDyHAPz1CEar3GxMc9UPZ3ebe4X4zgPNzDUgVl6bCjpKyNAa3LGBehrlZo0rYxHQ8RzgwCJW3YMdbGvexeK5v+gDbv/4w3S0dz/gUTicAjQR2L2QZVEd/vXFwW8FvKjcEAYiYYaa0s5R60hclv2HoRsT0vfOs2BOwGzYx3MwgQKqucGW9ibABf1Aoi4MRp5bxdE/7omj0rFDL6VEhOfy5uY4G3Nuc5vHxw/iDI96K0bgHDDJ0xbck5z3/Mn7c+VcHa3XNnYiNhuRyyK1raCN4WCDWPOXCgaMM8xMoHOZnl0WWIhY/Rd3aa+kxx9+sw1kyiYwOZ8cRO/cOZ73c1PR/XlnHVndvP7NzUY1EMK7G2JUHU8SGJcuPpDR+TXX9Yozam3CqxWK3AcAwUcjyWGBIjt/5UZrEKpiDAtulSOEvF0pGB5P3Jx1NS8YeMzbOHidz6pSse5aAflCq9TA3N8O19U0kD45m1UmZunysQzGEepIF7xrFS+gdE9YrG5krMifH4paA5jVDhj31/kiYXPs4aYiqxhyyWv8NnAi9nbgxcOKfHkBjqHOD0UvjiUEkF/vpuHbwOpk3p2TLeu0Zmu1ROKmqZMOc+v4RNmGyJ2xzHbPo/Hs83aFJ7H0PuweajAqNBM2qdGeLY+DVBwKWuIi/34Ir3tNwcj5YaEqTk+B6C1ZGycatcQqDk3yEGV78cjmNFaUP3UkHrntiNkmB9bLQiYLW+YDClhDTGhWNLH4Vxh3cnEf3gzKLOlTnWx0OvhF2vpOw/4Sqipv1Y046hLkyrMaVKzuUUvWZ2R99g0dfM0gzFbFabHiBAmGrO1jUrn+/l+NHrrQrTIBTURTe5iF2ZyHqDi4PREBAem3DtWme7PosKL2nh/QSxbazUHFwRGpvMbiZlzgDC+UVCDF77OPHX3YBqVVDv8eYGgpzZqi6yJP22cColWS9701xbAIF1Y6aXCgZV8nljPXOoZ9WeJVe3eXOVXtFYOC43lbPGdnNbzm7p1Y3eSdX1nSvt9AaQgi2mE+lQj+RN9fsGunt1egDqKXrkROqIanMRTu2+YNPdLE2dcb7XJ6tP6yocPTU2RphVNTH7odDV2e2dNi/YHuSyl2+Vz/6c/57Bx6RQqiCiP8G3sexbDcoL3o768eY/K0nmJUSHW8pclIs88B/T35kqR6VbIDf9hMsVJPfVA8GVPgPFdu7kCjMto2qLx4lWayIu5Qj9eZ9xQjb6NQ3D+Mmnj8Dd7LnlO4rloL9f9E4L2h8vYUyP5TJptc41Y2Oh7axjYWATLdYOqHsUufS2WwOLiNEKmBkz4CenQTg+BFn4aSICwZCc9Zq0n6Qed6vjmal3eBQXQzfH7eZUqhpyUIjPICoWVx5zVhGFP5eBFxwVykEYgL/N6dvs/wRGabF3mioCDTO/1B2Id+rEGjJuH92iS1N4njpHv7TJZ2rJjyBv92l6cu1OvFy0YwX6HFQagfB/OxHu79EKFHp2bIN02KmdSEAAOsukrupJ+QboO24CEYAbgB7dx4wL8mSH6/kiz02MvhgG0PskgpQ5VaZ6aCh7hOupIcH6Sp0yhQ08GIOYPA9uNh+j1Dm4G1p1niSCs5+QU6DFBC9xNN8R713rdEDj3h/ArkgK8zI8Hi3kwZiKXYrNhtqlzZrADgK8UKcDF/Y7KgON6zwzQY4kDoiFbx7c1kjmToq91aivPPg1RbEPydMnUPsyDP4hRE58WmAll83YrxKOeQeccrsLFr7gaRXpkutvL8m8GEOYdztcFelEgGzKFjA3GmrkuGcg93PjY2d1CWmejxGFl2oYIOBy8B26/PrKrqlup/cGhlAWTDb5tCv8uEn7+0CJuGVgWZ03OpMiOHUQajB+7BT88dUQlTIJWZcLfO1TtP3zAGxbKrKDF8eL+Y13mquC2J4n3zwqZ+F+5YMtET3+TuPRIcnbTFXln2TRlmeKYvpOE8Q8+PP5tZOjFgEnLO0ygvOcWzjMb8XoCHDSACh0azO8o4C0dVN6jJfhdMbi79rFq8L3M3MLYet/LBmZA5Ld9+xSl81Phc3rnaUAAdrbJnV9XPK3sPhckd6dnT/OEyVq7atg8BDDV8+pyKupLs1fmE4e1T+6h1UaJPrNYmA49nlauBajIM3bprvbN/ySbf8Swb9yW6tU2ATJXJIGhtuOtkgEcn4YBFSINTsXuJlCzCTTiLlnFXUqnHTVQsU/5KeGcjS95tuQ17zNKxbI/TnyMMfvWN27M0lgH0K1TRgr6CGNPR88WK/mMdxuY6DEsKtAp01MFZUbx4GGakRbr7Nz8bHShMWxJQIZOHAa4iHLkG+91lF+ov4ab+hst29HMCuxERf3NzrNdQFU2BIlWIk38mEWRioVPbPBRm25mJHnaWmy2gB4QjI+Q2P7LLQX1W/HeprEzAiMhBxFKQVdRQdcAtsK9DxD+XJhgs6DM3mwqRqv8951tpUFMNbyc9/+rW9IxiH04Sg9QqfBU9zYhngcxfatcLsb8rcXFmKkJ30MERL+NwZ3As4H3Gnmu+FDw6V7Hcgt31ZDNJdb2grQ+AniIxhu5d9a49cuudG1SPicX3euuX4k06pvhL8byIdILK+b8J8fTzbwHQVwyocfvzHAGK/rhWVBPLH1neFsVTuyjVqjzFPFOKt8O8YxunUFj0D9qZ84htn3G1btVYlq5JZX7L/z4adDaTVwfAy9wXy3H9QZ0uHby/hKocH7HMiDkTeNwY5y/g+UeCBg/LwZzOmRQCHMQJerKh/k7KRPLIW4AjgRLOu9pBH6e6mmEd82+zco+bHvaChMX0asg4R3XVbCeN4ktEBuNfPpAi5jxKI0yeDJIxBn/9l4vbLbmns16sp2rNPHImqefQX0cZMVsGTOVC8MPd3aBBb4AGfDGP2NulgQjX5l7DPao07ZiiRskPCaSrgd0cs4TtTXZGx0axGl83MTJBWecAW8Sr1PvVTUi8CoOpkfoWzugcSk6J4z+fLxq9nB5dnQDAveZf4i0IWnJeC2+pk/ZAgyX6Aed4xVPEvPNYiY7ScmkRSSC3djoLB5E/5uVzesDCM6c6lc1LxapbnP1oTVP5qkXii9UfQuUffQPf5+9Z5hYrrKuaiwzshiSg0okWGqJV+NnaENocrghDR913xjAidgV/FJl2PoUTfXM6Zn/jZdFCoGpJC85WHjhQXPkO4Fk4uCy721OdDltRdK0ABZDWXUHziQT43PJyHUNZ50UpHHVHMVJxeYP0DnMzlhwPQC+2J5M43Qd7/YWZ016o3Mjeu1WtYJ5pCWIDK0AQE3lrbo3jf9HnLaflTn6q4FIWgtiFJgX/SY1zr30W7dJIXiRUQapYtZ9IE1NdL77Zfnm1Qx6P/IrWzEl57qFvBfCGtOESO3t4CAB5lR6DB/IM35cWQ4r+puLRBwFARUPsdUJCFFen/3REbPtwuRNtdDG5kNHU4DkVQKEkHAcPdzeBIAaGcO7F6CYkE9CXxe76MK9gFHM3/dxG52YXx4QuavRe9VhFxec4eFsyw7tD4dMuOm0Mj9g0Vp17OrnMs14kRAozSYXrDT4pgT250sKCele5NFDhSDG0upgJ4bZUugdJSiee1wTTSbJ5+VLHUPHpxz5KcOJJB4zsuVLwV9MQmH6zQtJstBwGWoPOeFZYOkqM2lrZ7Nz3KfQkLEAjj2IGggf4SaeDk2Tf0wFT1yi7dEzAGTMUeuR8Ck12acWE7zbO/lEW8V0YHC8feubxWpjL5D7sJMWA9xNzTRzOqClG7I9t1SLX0tdjp923jpQVpbd3JysoMIxKXDOLva0uI5z/7L970eWN7LiBUlV9NrkR1OEvvRhX+OKRgQpxWpATcftC++qOrGl120rkn1sgrU/AnpZXwa3+WmW93FVB1KJjAkiwyOKGse8HI/EH975ImAMG2swOi3ldhw96bbbjGiN+W8YWuM93Iv8Oe7zRLX6NWGKblsSyf6Zp6GR6hcnDyxysw/KZ21W5rk5Nsfm3Byb22WAY3XI4oB7Vu1a+/T+Rhq0vuPOK8Yk7CFaPLT3h1lBqUyZlEmJnCRilemSlIas1VCtSxvHrwRjXONiEABuU86MkshiKbIPO39Gma0KNJU3u6YZOm0NhWc37q09Ixf/wD3irPJHnJXxiFcw8b6/30+irU3D+GjvlYPV6DQr+tk4wMakGFKolo2BhIoULXu1eouYNbvvw6KSwV6rcBYvve7UR4Q/j0eafjGs8hLLTB50AeeIiXDzjjyzDp9yfZwYF2aikAZLHkzHsmQBULnoCJa0T3/e8qvhqtwfiSNeyOEWPuVfnNvAO5j89C0b7UOf89kSQ41I5LrRtPXx6aPv7JTohvDh/oC1Q5uPD2Bb2JRFwufnDvG8JTYYlbeqkNrzS9SeXvpMAnjAtKhL9BqKsZml6CSzQmHwKn0CszURNU1OEzxV+pwkn7nb1JrfKXWyNOYbsDuAlRelfftrrwGaN7AVohKB/qRkbxCPNdWyeqCsR4Pu3nzGPxsT0dMpz0EmN3qf+f1Ji+eKk+DCiODPWJLw9DQgvJFlRMaT3R3RUhkg09lCmKnj4WJmz0g0Jv5KZQ6e42Sj51ZkZeWEyZt0aJNJ3Jmdqvi9SlEI78xYNzAbyGX+reHH79h8jBt68NRcThNT3zznOPGjev+XCYHFfbf7Kpweddq5NKSZgKk6qloZ02jguBzUMMCOqAkoOWQ5Rh1Gh3lzDIEPl/LBZtDdx8RG/huq0FOiBB3Jw7C5zp+YKjxUxAKlCbN17E+JkJ5Z3WUvb7eB0Jib+z6SVFarNDeLseJL/DeBhzWwTc1TbOK79eAGZtsuceXrUtXAHCRVNpIj4eq1aV7B4x4bRCpbzzcf3GzSCtUNaHZOEM0w9fDAOaZrUXOMGo8tQjQVK4orrmy5QYDn7CogrMOXLS/GgSL33W6HCxCSsmE/nDdUbL/GV7h0QONoAwBJfBUtXP8OABkHXk1Mw9HIGo7k6UueQplgNtE44ej4IJGwVP6Uaz4dgezjdDfL4SWwHwhtA6RtNZeu/l9EDaocH3rogUMpk+KS3ocdEpqmgtTMdnnDIRUMotH6iKU7v1IgexirDuUI2XTROSRkMXrO7cxIaqhOG8RL78e+riCAZ+YlkHr3YzqH3Uy6I+IZhANc4gOkGrABez/xh9UbtJyYwJqjLXH7TJJ+uQEFvT+oA/MSxOHhy3mQYSgiMfBJPk+kDNR0vAglYbW8YVlQKQP8HN/AKnMr8ikKo4f553QLmuvT7ImNrYM8gfLelbhXC3y+85WnD2ADwauby+Qwoxubl7dMZF2gbxTXbZYHEJG4YSUs/5A+E64BG3gu2bsE/y6Aipw/WYFJPuM9j+pZ1XNUlnHI2NxgZ8t0q+/lWd51l7vpiSU7KddZ8EUcYsLnKYeVl+vemfDltm8N+DU/W+OavR9Y41Pi6HJG+dnaRe5qKXj1rWAp1nzzEh5Gg/v15CHWfACWbmiKzh2GqfuAlRv6e4FoLLgOHsp8P8Xlvf0brp7vam/lgAB454oOVg3CA/nmKKFut/OSrXtx6WLRFM8jlAcZ35NpRkSCz208HLAy72/OzafT5g+UsqT3KMf+4oZch/emyGh9LOd8MiNZ+rKJfbi68+WIBhT5t7jJW/bpQsYebFgfV1eyaroDY7An77w8u9YbzdEMpCQJkoEI5NDjjfSDfAj2Br5sFU+vW3Ev/9Cd+ZMuOGChBsT8+NPblxkifxSTGsj/0fGXx0sux6uqDXW7xT16bWyQ04vI3+iicSQVJNhBldNvrbMK79dQgIHBPmhhUSfEWgj9+Xkqw7ULgMGSbqpfsxIV1HgfQSWcAyj32LEFCHCXATqlsBzXs2ZZsBSZ4TG23I/Q+TG2Yx6vS9abZ5q3ZIYyPnHqHyUVDpbaGyfhwKK3/RYEMNuvbskwbacH1ckOEc0mzn7oy3JpEZdGEE4I2ar89qIiHaFSlbbCOFWFJZRrha51jbiyetXOF6tpTuNY9M/U1zZEbrva2EhQUyfkBzv2N4Ci8Neba/Dsx5+wCSMk9iVWgr4jyS6qxJkXJzIWfc/Z75ixbjOuZXpt777ixIYst+cYuhPCl95gKi3H3bR6pkpT8prRdg9I4w6EVmAnEeh85Wj9JF6UuvU2wpszYYPAeedSKMktcyYvW6RPvx8J6gy8T5PbnifVg9bOKxBowJRrrXpb2WcBpGtzJsyJsDHTNl7PiuOYto34Gg+CQ7Q3toQfl9bMEJdisZU57gIVGbpP8e63/Gq7yas3kZm6V4ocdaBQAYphCeUomM7wr554zAi78WI95vModrI9URglwglUSmL4OVk5rMUp3fjS+P/TY7vsrgrON1E+y4fYZ8t2no0CkRNVb4MS0rz3i8fL071kiblRebPTJkDAxnkYn2wlj/FhR2BcGHqiMB56uKIToFE9ZTJXZwRXR2aUS5qirnifm/2YGQ9sr9TAhQATo/Goduro9W5m57f3esu8IoTmtFjxEmPIhddwM+SC/jVYKTcPw3cft19oFIYEfDI8zU7koK8DMwsccSNOjBvXVl1uoFhZ1ld8VBymZUL+zwnxzTXrDnITthlNN0gFsMxrwNVGJ9Y15tr+uiadzwxzbd2mmnYnpSyJB+mYqyg1DOfdOsorSYtaSv50epv3X1eUYEq/0JTOu74Vlfnpah8OUZmaX05W93XrqqBkuZaWlZ++tPR2v4/9+n553yeSVnb9rH0Unoyipbau2QPV2CPaJqoSdD4fSXOuNN28Qii/GVtdtYOAm8PWAZ7zagbwxTAawsPm4hxlbkiOWQp5fqXNk/AYNTBw9hyZfR/97keHLaCq0U/EsmgayI9zhXvDtgqOB7uN0vU30qdyRW4zclOLldhWcjRkixbhd8ZLV3cIYpmHu/aVMZfd2UOTmjFzBxblaO+bSCxHk/FB/QGZj3LzWub/dDJ659Vuris4NtrmAm++WzBXwx+q3Ux6fcT1E25eHVbu+gQHc5TDwQQawO3vTSnGAq7PLpWbfo4aQVGVhvKoYRdNJ1SaydUuhiwYnHvfmr/MtV6pTGTfs+1yvValKA2OuqnnW5ImE8d8kA5JEwikO1AFG2RzNVrCjgy+L6YtsWk8dV29HhxfU3rCaJvTr24wVJeQs0NFd0V7EEQ88QTcDad/bpfBLyIC73wLNuEjcALwBndWxsbxpXQIoAVSlBJFaMiaC+WIBWATIWASiH68MnWgPNJFm/yxxyruwEMo2a0pXZXoLmgDFYzdfNDUK9GrDwD7lvnWkTgeNE4SZm70PPFUuW1TbD6krQa7RGfdtl9er8QEpOGiU/+087+pMGFdnHBAgugQ7+dqkvYaakdj82LXmomuj87sjJZRt7uW232u+xCsWgA+33+U8atsgUm+hkAkEz/dg9ZQem9xgx23US2R+zqj7WpVU38mE7NUmO67CHbHguQr/RB+/D9wr5+PDBHxINT35yxvC1ovVWJHSVogckrqSUyzk5CoMgJ1btAuIsM0TbCDNw/QYSkoFOLS1xHRwdeQEraVw+nfWXNlVN9AgMUwg5JrO0KU1px3vo+Ktls401NWz1JniNMQxq2PpfO3Ci693ocBbZCXgn62EAXLuxcdTAIIwz+CQjRSG/SOLJUoUu7gpkN0bJnQL8EUwsnOFB67Ah0CnbZdZ4lOof3kojP6Pzp6Aad1kn49f3KvXMkJF43JC3C/ovnVD0bes/PJ0WuSBM6vys+78s22OBVF2tUiRjtseyFASiFBAjYxbN0wqntmIbnzQ5eFbIsAOYg3ChgMtS0Gk2N7J9A/OE65lfrBHMdqOeDNX+aKJPiBhWvLPiZsy2iILDZ7oa94MbC0KOIU9NZGwMoTDV+bqwz3UJRxEBGdUdQpuqtcIXWQ6DXLENPM96JH5ZZRatt6LueFe5Scy1h+I2DaOkmiIrdBcsVzyA7Wif03Rwd3zQRCdAcGa5BWLXHmFc7jKozZPRIvx6vI3Exo9LIUdZzaA5YjFoFpuH1ymugQ5sexTBCk96cTHsTTwlBJOVqpLD0fUcDUdhE6zMV8GPN1eg4yXCFTYPHAIkRkwCxwj3SLMhpDSPw+xMEJ9WNhZCXVFAYuoHHCswAJiC07rSyhotZcJ5u1YjY21xsr30XCP3ORvFDVIbuQ3Kaq2vOr5XeUQzNkmOOwozWAdpW0axuly68twan/UslCN/WEymDJ59iKrS0XQLfS3ABtNd1zkXyW38I7SdxFgP/PYCggFANdov89QjohzbUAphhaLXi06rQqb8htj8DtYTol0v28IEqcbVJKQYMnLko346gLK/1C6ttHUdQRbHvoR2jueT21X9GMMOFkZo9clJ5HG2U2KiULmZQC7l1sak49yj9DRUiLtM5pU8fLHSOS3o4UpRPLSsbVCEoqdxB/beDzBlD6KF52x3TnbXZ2qBubMJaS7NLqBG0R2Tpi6ZW+MnLF2V6aSLJwqB9kRazp9wudvoToqsMRd3fO3lbBI9yUyVsGM4gf9qDc80jw77a95Lds9k4vHZ9ALhnq9rfat2uX5KWfxKRSTseBFXoWjupBzoPCy4MhelMB5jcZgLowXWDI2v8BG6GuzPDMYTMAaqIiSsDbun+8AEQnD6EqtJZ0TFOgYZnh+Krit4h7IaKVIoTpgau1ji9MtaM2W77fq4Ut/0EF3RZx6VhUCC6nZvlCz2Wz5jB7BPP6ac9QMuSTElVAbi2CZGhT9doU1FMkoCqwZGNbOMqN6liObOE7JDKlJKQR2LmkivmyaXqHSkVgHvcHEwyKtsvctTaCKUUFT4poVFRh36+MRVxnLThEWA2wOJ0rzPINcKRaQ4L6Ye9VXC1fEreqI/rvKU8c1bXj2DlaEffG3xLCKyxH/oG/KpyyIHbYSiOnkj7ivo2gqwWJLPyJgo1GaExW6c1yQkcE/7D/vM5R6IgJKQrSLNPyl5Bq5VZVyV6VpE+O0DCs5JgUm3ZPgGT9g7TbQJfQbRLML2gl7Nu0ECsWVP+qiyPhrLD4OVWRzO846sRJu+Sopu+3VZZKAzjQnxUUVqXM0Hlsx4YVDInSBL6TJLj4vNwUzIXz1d+KNCvF6KLyJ1Dffn51onGebA5s2wjHWc8VpnTUZ9O2aWnEmmS3bybROE21ax6bU7c/9SYZeJSQ+rmxt2/2/vURliQS70TKM+v5rNSCf9Saqze8oW5Elh0v8abl4Rn1soXo7YmbP90iOKEMnUDDmqm6castMbe6iTZ7mzwXm+vOm2+IwAAYNfIQxdZinG8d/iA2jdtp5h5hXu72/K3Qt0kNpm806HB7gWmP34MZV1HKpyCfZPUgajliZAGb++0bFErLYY9SEw1sdg/RZA8lwwXcoI1wGR5irN2N6Fk14319DV2OGfZDeG1qodYlvvc0OEJhwYF1wI61zxmaPZ29nOAoEZ2eRb8LCcYcRXfmUfhAOgul+h06pCNOU14aSsVo6pDqYgpPsnwVhTmLSosa74Olp7/Jvo13zp/r66Wf052b5gJKXAys4DpmR5/uMMHwKLmiOaDCfqe5RS+n7ApwGCa89S2Q6WcJXLSBWAKzJXTL2Dhx0dk9NnGW/NqVJSvrj8kevIUeOGw4WPaQ5RySUwNECw1mZny1rUU+wHdcJ5PdzTAX8wlvE8cc0rb81hbztpTnRJ+u3D9uih3dtG+wnStkzIh9akob57cDl7wGdBWVBTofSyNYFaddtu9q8mCrpUBCcP1boxg3RiSOrcS5VWfr/oGYs8em8kYfCYzP9nUAuIi3i5F5HwPZfVvrm1bT1MSzm2ljspvXDMJfOZnLB6YEjwj2MunfvwQh1RFIyxQ9bHKwp65HhiE6ciJtklDn5X8JeCY5oly2w2GFkqBlqKUPzcSZmUq3KPun1ELty5BVA4z9rH2PGXBiOPWfDi28tdv2MAeshWcX8YixcEbDnRejGTQc944dbpa+y43Mzif0N+DmjNkms+X+xzaXlS2fo5bdFEg5Ro/ZkBgAveZIkpPIHwU2n6KdfFY3S7M5gzOKJGx3Pd5U1QFH7vOkfi2W4VuUXDh6aGJVV02Lm21HrYn5BbZFGI2vlczdguta613HC8cpVak1Cx8Y/84q+w9rz0gpLenW0xpZU8LfQ13defr60HWXt1BVXnTjrUfpVwbAUONkfpx+362eHCpwqhm7+6thvZO7dlsR7CdW/cOylFUHbbYYC7kW8jOvrW+u6MChdGa9G7yKe202XfdH1J9F4xBAOSpHxbdcXVcOPeGaO7eZq7MKWgOQVwWTwNnvvfXhTw10B7Z40XJ++ENp7cY0BvOMOKdwWQaCYCJ0jtt05hSN/gie/Lio8vnAm93fvjv8IXFdpz2LzG+XEuR/PbfPzhbYFy+VK2pXcWtTI2F57nLHrYfKde4O3gchZSMUGoE0nnzNvp3bJs/TSz6kS5xSBExTJMDgj9QlJJe3dVNbtFuGSveIeGcNqjJKGg93dbAq+AQ9aWpNysZdMqV6y4HzQ/V0mAa+OUCKeMrYxSRaSYgIS9qqgY5w4CJy7fkjjICZHMkf9d1JJKSqBVLT0yd4psnc9YVxb+wM7xnDB9BZ4X3tbtV7u/jSaEK0UwqftkcTZMrRbRo8ttNRvN39I8xNDU2s6WlIrmBmSr1Moip0bVZfuC+UOLZLNH07MagyCpRY11NIvgQVSBpFedhV6FSRrom13M84x3jfwwgk6+dOVezcOCDk1SKezzLxB2Iv0IaulzmpJb6I+zR4e2K2JMm+2Jzo9hQJJzorO2V2leqD7H7mPlMI1AgEYtelDCaEh+s7eilV8rajDxWhE3DIfnvXmux/yDdWERmVsm5IleCtLJ+oIWBSTkrJAFclFlCPdpCiPXPDcZUdzE0umRJ9K0GkrCZYzphi48y4me1kvUupV9iqbVeCpIrx9IyUBomtr+ciNgMx+yJAkqF1pVFdalQA3WY0/mg2Nnb47ci5h+OaQY3DGG9M1jbUxEOJPLFJwpKIj2ciwmlwt6BkUhvOov5Q4Mj+Zo1UemZwsP6yG1frrrBCkZysSvJ9MrAucXnzvhtR5kg20DtjuFZUOcJ+ARozjpRox3vPkqNrCc7Qb7CiiGC8ArRTwEdlacini5DRI8qhi8IYj07dZ9/bLmWJUz+At8IQgngH01S3aNItKzSdecjdnga9wRzpCN+X4x7VAzBFeSkTpJ5aHbyXzZBSwzwKirDE8DmHgtK2JyLHRTL7VaJ6wL8TgrSuxps4Tc9N4dUPFzxOuY6rOQaH4RQxodGg46iLPPcphlrl3V64DpLDB0oIrB/rCCFlcj13tGWzXRniVgnyNSoeKCRtG955LLfiW4uiakC1QSb6yYyMiWwGiNTXxszc+M8jMXSzb7nbAVU1SxwC1oaNywfOAbldXsk9EtavFjuxSsg2PWzdRXVGfgN4/A73R+4CCAJU2bTwx+ftPQ2FxqQk5R99Q4eBiVLIzt7Y0C5CjqtA/BJjPPhNPv0TE2VYYgBQqDDblFdDnSYFyjvhNyLDXeKzI4TCNfHRGu+Rwt3P5rCiDdiNp5qLxQyVfTGRT1L6XQkDa7bP2/XYt97zUmoQdpdJ9lfxz0BChvBocLqWTz3RPxgDY5hwqH4zW11Te+JzxUbPnCHYedMKaMwptsIH0QIWxpn9yM7krbxzGk2G9yothqF9V/D31depjkKyAAqn+BWRWSZTe5wZin4Xv2iEUfl2yHYtslqYKmYFws8KBVSlWIZduBrZEhyW5ulKVRqoeIXVwrqLa6pc+QmXLPBqFf3rCJee7NRK6C1Jhkl5q71jo3jfgRHvK91Pd6dyJclE7iMfTt7pnd2ao/9uw1Yq+TzMxNonMYlN29wb8N6UH5C2aftZQCP34+Ylj7ZOsnS51/nma3lR4ehBVZ6HfXlnxtTNAUClgIQ9mVh9SOU+kA4oj7QeepMYk0zMRm8SaO6dwzNObwezmgwCUfPBEDkquG48KWTyzPJA4RAFUlAr8NpxXm3YIBkhuR8s0zCKMHFiobeiGQIxBWca2yh7tS6fYwtAyfWjYK5DgTODTuq+YpDRy4L0GfxgFx8BuojYafTUkIePXntNR7lLxBS1TTndpK6rxlDSrg4BKBgiXqfUtQaJY+fn5T+XD+D51mEPtx18Wr6XHGeGThSg464Di0B0G551MDkn6NgViM/xVMalTUR8QiTRddEcxxjKAD78y1o8RrR8uSr0qyhngTJNPg1rY0hShVT4pzPPt7j5qiWxXcZDqBDhRboAsAhQu7RRAMxfSJt+et6xYJMEzA6C4UYcI2SR0fmCetc0eKGKlUfjNCjmQbbkOoK1lYGKB45WV4fk7eah8t21PDCkz/rmNhyY7yiFiDXq12mXp1MalD2pBheQJ8k1tmRXvc75YJjZhzwT1/mq91jkuGGsaNeUygPD8rEIJAFHWxPR8hL+oB0RJdjyjt/xWNb5Vx9rjVNdz0pQsT+TbiwAJ6yUd+amdcrPUmH1oCRsRGhIuVaejRwL7nmaWomdm+aRTjs6Ox9ML7oZ8wkxG1hdAdr2pYW9wQMvodmX/p9UbdhVQoIHw2V5T3yu8tKX5QM4Kit12b0+5LMtBy0vb8PcmyuZcvCIxe9uVfEnSwCaYj9KOIJJ4Qfag3guboKRnB5rPnGaaZVq7fMtiDFQLfqahyycidHC9qHXUZYwg81KHyCbD3ajQwXIaIN0hxZ38pQbV17+4p6hTuMDgHoOACYw3Wf4AqumcKb1u0a0Br2cru/6JP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'base64')).toString(); return hook; }; From 7f9e3c2139f5fbfd7790a1675870eb24bbfbf15c Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Ma=C3=ABl=20Nison?= Date: Mon, 7 Apr 2025 16:03:23 +0200 Subject: [PATCH 10/10] Bumps version --- .yarn/versions/01575767.yml | 31 +++++++++++++++++++++++++++++++ 1 file changed, 31 insertions(+) create mode 100644 .yarn/versions/01575767.yml diff --git a/.yarn/versions/01575767.yml b/.yarn/versions/01575767.yml new file mode 100644 index 000000000000..b0a926c54630 --- /dev/null +++ b/.yarn/versions/01575767.yml @@ -0,0 +1,31 @@ +releases: + "@yarnpkg/cli": minor + "@yarnpkg/libzip": minor + "@yarnpkg/plugin-pnp": minor + "@yarnpkg/pnp": minor + +declined: + - "@yarnpkg/plugin-compat" + - "@yarnpkg/plugin-constraints" + - "@yarnpkg/plugin-dlx" + - "@yarnpkg/plugin-essentials" + - "@yarnpkg/plugin-file" + - "@yarnpkg/plugin-init" + - "@yarnpkg/plugin-interactive-tools" + - "@yarnpkg/plugin-nm" + - "@yarnpkg/plugin-npm-cli" + - "@yarnpkg/plugin-pack" + - "@yarnpkg/plugin-patch" + - "@yarnpkg/plugin-pnpm" + - "@yarnpkg/plugin-stage" + - "@yarnpkg/plugin-typescript" + - "@yarnpkg/plugin-version" + - "@yarnpkg/plugin-workspace-tools" + - vscode-zipfs + - "@yarnpkg/builder" + - "@yarnpkg/core" + - "@yarnpkg/doctor" + - "@yarnpkg/fslib" + - "@yarnpkg/nm" + - "@yarnpkg/pnpify" + - "@yarnpkg/sdks"

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