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That is all that I have time for now.

To be continued,

Jon Awbrey

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| Relation L0
|
| L0 = {&lt;x, y, z&gt; in B^3 : x + y + z = 0}.
|
| L0 has the following four triples
| of the form &lt;x, y, z&gt; in B^3:
|
|    &lt;0, 0, 0&gt;

MW:  (L0-row L0-row1)
     (x L0-row1 0)
     (y L0-row1 0)
     (z L0-row1 0)

MW:  This says that:

     L0-row1 is a row in L0,
     the x position in L0-row1 is 0,