Y = setA [0, -1, -2, -3, 1, 2, 3 etc.] produces no difference in value
but consecutively extends as breadth without changes in value. In
topological expansion into W which serves as depth axis, the values of
Y are condensed by the extension Y2 where Y2 serves as the second
boundary to that which is between Y and Y2. when performing density
gauge calculations of Y, Y2 must extend till the lower limits of Y2
are absolute in its end. As such based on Newtonian physics, the
density of that which is between Y and Y2 can be correlatively
translated into serenity measurements where the transistent quality of
Y1-Y2 serve as the firmament and bass.
Serenity Map -by Seung B. Kim (c)opyright 2008
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