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The character of Baldrick has become popularly associated with the comedic catch phrase "I have a cunning plan." [2] The "cunning plans" in question are dreamed up by Baldrick as a solution to a particular problem or crisis and are usually ridiculed scathingly by Blackadder for their implausibility, but Blackadder frequently resorts to using these plans when the situation becomes desperate.
In the AHM 780 specification, the two-character numeric-only codes are sent in the DL and EDL elements along with the time assigned to each code (e.g. DL31/62/0005/0015 showing reason 31 for 5 mins and reason 62 for 15 minutes), and the three-character alphanumeric codes are sent in the DLA element (e.g. DLA31C/62A// showing subreason C for ...
The outer automorphism group of a finite simple group of Lie type is an extension of a group of "diagonal automorphisms" (cyclic except for D n (q), when it has order 4), a group of "field automorphisms" (always cyclic), and a group of "graph automorphisms" (of order 1 or 2 except for D 4 (q), when it is the symmetric group on 3 points).
[2] [3] The specific nature of the outer automorphism is as follows. The 360 permutations in the even subgroup (A 6) are transformed amongst themselves: the sole identity permutation maps to itself; a 3-cycle such as (1 2 3) maps to the product of two 3-cycles such as (1 4 5)(2 6 3) and vice versa, accounting for 40 permutations each way;
This group is isomorphic to SO(3), the group of rotations in 3-dimensional space. The automorphism group of the octonions ( ) is the exceptional Lie group G 2. In graph theory an automorphism of a graph is a permutation of the nodes that preserves edges and non-edges. In particular, if two nodes are joined by an edge, so are their images ...
Baldrick is the name of several characters throughout the series. Each one serves as Blackadder's servant and sidekick and acts as a foil to the lead character. Baldrick is the only character besides Blackadder himself to appear in all installments of the series, and can arguably be seen as Blackadder's best friend despite Blackadder's apparent contempt for him.
Blackadder and Baldrick are discussing the latter's latest feeble cunning plan: namely, Baldrick carving his name on a bullet to get around the fact that "there's a bullet with [his] name on it". Lt. George enters and provides Blackadder with a copy of the propaganda magazine King and Country , which Blackadder uses for toilet paper, and a new ...
This is the case for all of the symmetric groups on n elements when n is not 2 or 6. When n = 6, the symmetric group has a unique non-trivial class of non-inner automorphisms, and when n = 2, the symmetric group, despite having no non-inner automorphisms, is abelian, giving a non-trivial center, disqualifying it from being complete.