United States Court of Appeals For the Ninth Circuit . Figure 5. Figure 6. plane of an ideal narrow vein, comparable with asheet of paper. The line a-b-c-d-e-f represents theterminal edge, with tangent dip-lines at a and a-b-c is the top edge or apex, a-f and c-d arethe side edges, and d-e-f is the bottom edge. Fromany point of the apex a-b-c the vein may be fol-lowed downward in the direction of its true the bottom edge d-e-f the vein does not ex-tend further downward. Hence the definitionwhich follows: The apex is all that portion ofthe terminal edge of the vein from which th
United States Court of Appeals For the Ninth Circuit . Figure 5. Figure 6. plane of an ideal narrow vein, comparable with asheet of paper. The line a-b-c-d-e-f represents theterminal edge, with tangent dip-lines at a and a-b-c is the top edge or apex, a-f and c-d arethe side edges, and d-e-f is the bottom edge. Fromany point of the apex a-b-c the vein may be fol-lowed downward in the direction of its true the bottom edge d-e-f the vein does not ex-tend further downward. Hence the definitionwhich follows: The apex is all that portion ofthe terminal edge of the vein from which the veinhas extension downward in the direction of its a vein is not generally so thin as a sheet ofpaper; it has a material and widely varying thick-ness, and its apex is a surface rather than an above definition may then apply more strictlyto the lateral boundaries or walls of the vein, andthe apex of the vein itself may be described as thesurface included between the apices of its lateralboundaries a-b-c-c-b-a, on Figure 6. 13 If we
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