| White. | (+T+N) | + | (+A+S+M) |
| Black. | (-T-N) | + | (-A-S-M) |
EXPANDED
| First Term. | +T | = | Normal ability to move. |
| Second Term. | +N | = | Normal motif of movement, (a) Detachments, (b) Exchanges. |
| Third Term | +O. P. | = | Normal objective of +A. |
| +L. H. | = | ” ” ” +S. | |
| +P. J. | = | ” ” ” +M. |
Hence, in the foregoing example the normal direction of movement for White may be either toward the Objective Plane with the Column of Attack, or toward the Logistic Horizon, or the Point of Junction with the Column of Support, or toward both objectives, with both columns simultaneously.
Meanwhile, the Black army having the disadvantage in Time is unable to move, and consequently is stationary.
Furthermore, White having the superiority in Numbers may move with an equal force against either objective designated by the Third Term of the equation, and with his excess force against one or more adverse vital points, simultaneously, against which latter movement, Black obviously has no adequate defence.
TACTICO-LOGISTIC INEQUALITY
The Tactico-Logistic Inequality is the algebraic expression of the relative advantages and disadvantages in Time and in Numbers appertaining to opposing Strategetic Entireties.