diff --git a/modules/decrypt-node/src/decrypt_stream.ts b/modules/decrypt-node/src/decrypt_stream.ts index 2045246c..bedfb0bc 100644 --- a/modules/decrypt-node/src/decrypt_stream.ts +++ b/modules/decrypt-node/src/decrypt_stream.ts @@ -34,17 +34,22 @@ export function _decryptStream( ) const verifyStream = new VerifyStream({ maxBodySize }) const decipherStream = getDecipherStream() - const stream = new Duplexify(parseHeaderStream, decipherStream) + + /* decipherStream must have exactly one consumer so that every decrypted + * frame reaches the caller. outputStream is that single consumer and is + * surfaced as the readable side of the Duplexify returned below. + */ + const outputStream = new PassThrough() + const stream = new Duplexify(parseHeaderStream, outputStream) /* pipeline will _either_ stream.destroy or the callback. * decipherStream uses destroy to dispose the material. - * So I tack a pass though stream onto the end. */ pipeline( parseHeaderStream, verifyStream, decipherStream, - new PassThrough(), + outputStream, (err: Error) => { if (err) stream.emit('error', err) } diff --git a/modules/decrypt-node/test/decrypt.test.ts b/modules/decrypt-node/test/decrypt.test.ts index 040f3c72..e51d8dd4 100644 --- a/modules/decrypt-node/test/decrypt.test.ts +++ b/modules/decrypt-node/test/decrypt.test.ts @@ -16,9 +16,56 @@ chai.use(chaiAsPromised) const { expect } = chai // @ts-ignore import from from 'from2' -const { decrypt } = buildDecrypt(CommitmentPolicy.FORBID_ENCRYPT_ALLOW_DECRYPT) +const { decrypt, decryptUnsignedMessageStream } = buildDecrypt( + CommitmentPolicy.FORBID_ENCRYPT_ALLOW_DECRYPT +) describe('decrypt', () => { + /* Multi-frame messages must decrypt to exactly the bytes that were + * encrypted, via the one-shot and streaming APIs, for any source chunking. + * The fixture is a three-frame (frameLength 16384) 40960-byte patterned + * plaintext; the frame length is >= the stream highWaterMark so the + * assembled output spans multiple frames. */ + it('returns the complete plaintext for a multi-frame message (one-shot)', async () => { + const ciphertext = Buffer.from( + fixtures.base64CiphertextAlgAes256GcmIv12Tag16Hkdf3FrameLength16384(), + 'base64' + ) + const expected = Buffer.alloc(40960) + for (let i = 0; i < expected.length; i++) expected[i] = i & 0xff + + const { plaintext } = await decrypt(fixtures.decryptKeyring(), ciphertext) + expect(plaintext.length).to.equal(expected.length) + expect(plaintext.equals(expected)).to.equal(true) + }) + + it('returns the complete plaintext for a multi-frame message across source chunk boundaries (streaming)', async () => { + const ciphertext = Buffer.from( + fixtures.base64CiphertextAlgAes256GcmIv12Tag16Hkdf3FrameLength16384(), + 'base64' + ) + const expected = Buffer.alloc(40960) + for (let i = 0; i < expected.length; i++) expected[i] = i & 0xff + + const results = await Promise.all( + [{ size: 16384 }, { size: 32768 }, { size: ciphertext.length }].map( + async (op) => + new Promise((resolve, reject) => { + const chunks: Buffer[] = [] + chunkCipherTextStream(ciphertext, op) + .pipe(decryptUnsignedMessageStream(fixtures.decryptKeyring())) + .on('data', (chunk: Buffer) => chunks.push(chunk)) + .on('error', reject) + .on('end', () => resolve(Buffer.concat(chunks))) + }) + ) + ) + + results.map((plaintext) => { + expect(plaintext.length).to.equal(expected.length) + expect(plaintext.equals(expected)).to.equal(true) + }) + }) it('string with encoding', async () => { const { plaintext: test, messageHeader } = await decrypt( fixtures.decryptKeyring(), diff --git a/modules/decrypt-node/test/fixtures.ts b/modules/decrypt-node/test/fixtures.ts index aa20d424..5afe33c5 100644 --- a/modules/decrypt-node/test/fixtures.ts +++ b/modules/decrypt-node/test/fixtures.ts @@ -1396,3 +1396,12 @@ export function hierarchicalKeyringCompatibilityVectors(): { // console.log('commitement', qwer.messageHeader.suiteData.toString('base64')) // writeFileSync(filename, someVector.toString('base64')) // } + +/* Multi-frame, non-signed, non-committing (0x0178) message for verifying + * multi-frame decrypt. Plaintext is 40960 bytes where byte i === (i & 0xff), + * frameLength 16384 (three frames). Decrypts with decryptKeyring() (all-zero + * data key). The frame length is >= the stream highWaterMark (16384) so the + * assembled output covers multiple frames. */ +export function base64CiphertextAlgAes256GcmIv12Tag16Hkdf3FrameLength16384() { + return 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' 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