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a Web Encrypt API (Decrypt)
(version: 0)
Comparing performance of:
CTR vs GCM vs CBC
Created:
2 years ago
by:
Registered User
Jump to the latest result
Tests:
CTR
(async () => { let counter; const message = "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"; const key = await crypto.subtle.importKey( 'raw', Uint8Array.from([ 240, 177, 43, 175, 196, 28, 171, 18, 163, 22, 239, 213, 108, 230, 155, 68, ]).buffer, 'AES-CTR', false, ['decrypt'] ); counter = Uint8Array.from([ 148, 244, 182, 151, 107, 138, 65, 198, 4, 242, 242, 118, 3, 1, 195, 119, ]); const decryptedContent = await window.crypto.subtle.decrypt( { name: 'AES-CTR', counter, length: 64, }, key, Uint8Array.from(atob(message), c => c.charCodeAt(0)) ) })();
GCM
(async () => { let iv; const message = "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"; const key = await crypto.subtle.importKey( 'raw', Uint8Array.from([ 240, 177, 43, 175, 196, 28, 171, 18, 163, 22, 239, 213, 108, 230, 155, 68, ]).buffer, 'AES-GCM', false, ['decrypt'] ); iv = Uint8Array.from([ 148, 244, 182, 151, 107, 138, 65, 198, 4, 242, 242, 118, 3, 1, 195, 119, ]); const decryptedContent = await window.crypto.subtle.decrypt( { name: 'AES-GCM', iv, }, key, Uint8Array.from(atob(message), c => c.charCodeAt(0)) ) })();
CBC
(async () => { let iv; const message = "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"; const key = await crypto.subtle.importKey( 'raw', Uint8Array.from([ 240, 177, 43, 175, 196, 28, 171, 18, 163, 22, 239, 213, 108, 230, 155, 68, ]).buffer, 'AES-CBC', false, ['decrypt'] ); iv = Uint8Array.from([ 148, 244, 182, 151, 107, 138, 65, 198, 4, 242, 242, 118, 3, 1, 195, 119, ]); const decryptedContent = await window.crypto.subtle.decrypt( { name: 'AES-CBC', iv, }, key, Uint8Array.from(atob(message), c => c.charCodeAt(0)) ) })();
Rendered benchmark preparation results:
Suite status:
<idle, ready to run>
Run tests (3)
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Test case name
Result
CTR
GCM
CBC
Fastest:
N/A
Slowest:
N/A
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Autogenerated LLM Summary
(model
llama3.2:3b
, generated one year ago):
Based on the provided code snippet, it appears to be a test benchmark for different encryption algorithms (GCM, CBC, and CTR) using the Web Cryptography API in Chrome. To answer the question without knowing more about the context or requirements of the test, I can only provide general information about each algorithm: 1. **GCM (Galois/Counter Mode)**: GCM is a widely used encryption mode that provides both confidentiality and integrity. It uses a counter to generate a unique key for each block, making it suitable for applications where high security is required. 2. **CBC (Cipher Block Chaining)**: CBC is an encryption mode that processes blocks of plaintext data in sequence. Each block is XORed with the previous block's ciphertext before being encrypted. This makes CBC more susceptible to attacks like differential cryptanalysis. 3. **CTR (Counter Mode)**: CTR is another encryption mode that uses a counter to generate a unique key for each block. However, unlike GCM, CTR does not provide integrity protection, making it less suitable for applications where data authenticity is crucial. The benchmark likely aims to compare the performance of these algorithms in different scenarios. If you need more specific information or context about this test, I'd be happy to try and help further!
Related benchmarks:
Sha-xxx
Digest Sha-1
crypto-subtle
dsha256
Web Encrypt API (Encrypt)
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