provide full name for Chinese Remainder Theorem
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@ -635,7 +635,7 @@ pre.rouge .gs {
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<h1>OpenSSH Key Structure Guide</h1>
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<div class="details">
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<span id="author" class="author">brent saner <bts@square-r00t.net>, https://r00t2.io</span><br>
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<span id="revdate">Last updated 2025-09-01 13:47:06 -0400</span>
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<span id="revdate">Last updated 2025-09-01 23:58:24 -0400</span>
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</div>
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<div id="toc" class="toc2">
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<div id="toctitle">Table of Contents</div>
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@ -1264,7 +1264,7 @@ ftSfkGNUzTzPFbF5iEukTvKm42a7F/I/ExMVgpN/eQxJ7+m5TOgja0KC1h5fCN4L
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4.0.1.5 uint32 allocator for 4.0.1.5.0 (4 bytes)
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4.0.1.5.0 private exponent ('d')
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4.0.1.6 uint32 allocator for 4.0.1.6.0 (4 bytes)
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4.0.1.6.0 CRT helper value ('q^(-1) % p')
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4.0.1.6.0 CRT (Chinese Remainder Theorem) helper value ('q^(-1) % p')
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4.0.1.7 uint32 allocator for 4.0.1.7.0 (4 bytes)
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4.0.1.7.0 prime #1 ('p')
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4.0.1.8 uint32 allocator for 4.0.1.8.0 (4 bytes)
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@ -43,7 +43,7 @@ Since plaintext/unencrypted keys do not have a cipher or KDF (as there's no encr
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4.0.1.5 uint32 allocator for 4.0.1.5.0 (4 bytes)
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4.0.1.5.0 private exponent ('d')
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4.0.1.6 uint32 allocator for 4.0.1.6.0 (4 bytes)
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4.0.1.6.0 CRT helper value ('q^(-1) % p')
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4.0.1.6.0 CRT (Chinese Remainder Theorem) helper value ('q^(-1) % p')
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4.0.1.7 uint32 allocator for 4.0.1.7.0 (4 bytes)
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4.0.1.7.0 prime #1 ('p')
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4.0.1.8 uint32 allocator for 4.0.1.8.0 (4 bytes)
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