X-Git-Url: https://git.distorted.org.uk/~mdw/secnet/blobdiff_plain/1ce2f8bc69bc1bef98b48f450081d96e2c29cc00..5b5f297f9a9d47ee7e9804d5bdaa552f1953c6b6:/secnet.8 diff --git a/secnet.8 b/secnet.8 index 2bf2250..48cfaba 100644 --- a/secnet.8 +++ b/secnet.8 @@ -434,6 +434,17 @@ blocksize, 16. Must be have the same value at both ends. .B padding-rounding Messages are padded to a multiple of this many bytes. This serves to obscure the exact length of messages. The default is 16, +.TP +.B capab-num +The transform capability number to use when advertising this +transform. Both ends must have the same meaning (or, at least, a +compatible transform) for each transform capability number they have +in common. The default for serpent-eax is 9. +.IP +Transform capability numbers in the range 8..15 are intended for +allocation by the implementation, and may be assigned as the default +for new transforms in the future. Transform capability numbers in the +range 0..7 are reserved for definition by the user. .PP A \fItransform closure\fR is a reversible means of transforming messages for transmission over a (presumably) insecure network. @@ -442,8 +453,15 @@ It is responsible for both confidentiality and integrity. .SS serpent256-cbc \fBserpent256-cbc(\fIDICT\fB)\fR => \fItransform closure\fR .PP +This transform +is deprecated as its security properties are poor; it should be +specified only alongside a better transform such as eax-serpent. +.PP Valid keys in the \fIDICT\fR argument are: .TP +.B capab-num +As above. The default for serpent256-cbc is 8. +.TP .B max-sequence-skew As above. .PP @@ -520,8 +538,13 @@ An \fIrsapubkey closure\fR. The key used to verify the peer's identity. .TP .B transform -A \fItransform closure\fR. -Used to protect packets exchanged with the peer. +One or more \fItransform closures\fR. +Used to protect packets exchanged with the peer. These should +all have distinct \fBcapab-num\fR values, and the same \fBcapab-num\fR +value should refer to the same (or a compatible) transform at both +ends. The list should be in order of preference, most preferred +first. (The end which sends MSG1,MSG3 ends up choosing; the ordering +at the other end is irrelevant.) .TP .B dh A \fIdh closure\fR.