Compare the values so obtained and let the highest Strategetically be regarded as the menace most immediately decisive, then:
If the term +T appertain to the Piece operating such menace, let such Piece be regarded as the Corps d’armee en Menace, and the Objective of such menace as the Prime Decisive Point; the occupation of such Point by such Piece as the Normal Motif of Offensive Effort, and the Logistic Radius connecting the Point of Departure occupied by such Piece and the Prime Decisive Point as the Normal Direction of Offensive Effort.
If the term +T does NOT apply to that menace which combined with the term +T would be most immediately decisive, then:
By further comparison of the terms of the Initial Strategetic Equation, select that Decisive Menace strategetically next in sequence to which the term +T does appertain; and let the Piece operating such Decisive Menace be regarded as the Corps d’armee en Menace; the Objective of such menace as the Prime Decisive Point; the occupation of such Point by such Piece as the Normal Motif of Offensive Effort, and the Logistic Radius connecting the Point of Departure occupied by such Piece and the Prime Decisive Points as the Normal direction of Offensive Effort.
Provided:
Whenever the term +T appertains to a Menace not so immediately decisive as another menace operated by an adverse army, column, wing or corps d’armee, but to which the term +T does not appertain, then: the Normal motif of Effort is defensive, and the Normal direction of Defensive Effort is along the Logistic Radius between the Point of Departure of that Kindred Piece, which by the advantage of the term +A, is able to nullify the adverse most immediately Decisive Menace and that Point of Command which is the Objective of such Effort en Defence and from whence such adverse most immediately Decisive Menace may be nullified.
The second or Intermediate Phase of the Prime Strategetic Proposition appertains to Grand Manoeuvres; and the third, or Final Phase, appertains to Grand Operations.
However vast one’s capabilities may be, there is no mind so comprehensive but that it has much to learn from other minds which have preceded it, and no talent is so potential but that its development is proportional to its exercise.