More fun with geometrical approximations as in Part 2, but this time, a little shorter.
In that essay, I gave visual examples as to how the concrescence of vertical meaning in a narrative could be represented as an increasing amplitude of the up-and-down variations in a straight line, which represented the forward progress of lateral meaning. Now, the only complication to this illustration is that my previous essays have established is that such concrescence also appears in the elements of lateral meaning, the potentialities I've labeled "the kinetic" and "the dramatic." However, whereas the increasing concrescence of vertical values can be shown as greater amplitude, concrescence of lateral meaning is geometrically expresssed by the relative thickness of the line, as per these three examples:
The thinnest, and thus least dense, of the lines represents the "poor" state of either kinetic or dramatic potentiality. the next thickest represents a "fair" state, and the thickest represents a "good" state.
Just to give three examples applicable only to the dramatic potentiality:
A story with possibly the least dense drama-- for instance, a Roy Rogers Z-western-- would be represented by the thinnest line.
A Lee/Kirby FANTASTIC FOUR would usually be in the middle, representing a fairly dense dramatic potentiality.
And something like Faulkner's A LIGHT IN AUGUST would merit the thickest line of good drama. Of course, the lines would also be more or less jagged depending upon the intensity of the vertical amplitude. The mythopoeic amplitude for particular FANTASTIC FOUR stories might vary according to each story's content, even though the thickness of the lateral representation might stay the same. Thus "The Impossible Man" and "The Galactus Trilogy" might have the same level of emotional drama (even though one is expressed through comedy) but very different levels of mythopoeic amplitude.
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