16 lines
20 KiB
Plaintext
16 lines
20 KiB
Plaintext
//@name:4K指南
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//@version:7
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//@remark:
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//@id:cce2a39270fd4f72a8f53853533d9967291e
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//@tags:
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//@format:secspider/1
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//@alg:aes-256-gcm
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//@wrap:hkdf-aes-keywrap
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//@sign:ed25519
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//@kid:k2026_04
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//@nonce:base64:eM8/PuGVjN13+tV+
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//@ek:base64:Gz4w30M6E/wTWvVwS5rGAmuX3XMwIoYV2w8AfT6e/8CVOX9iFn8HQ8X/cTwN3YbT
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//@hash:sha256:e1012128d4826ef69a25bfac5c39b9dc6d1c3d0b6b6730607d0e0b32d795f6b1
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//@sig:base64:kOpYSZKEK5y8vu02/Fhzjt8qxKjksOtvjZAtT7R/5UEr//ySMdRM99QdupTMLRe/WTHb+3QS6mzYM9zzwvKjCg==
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payload.base64: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