Among its findings, the NBI said the NCMH should have disqualified
Octant Builders during the bidding process of the project since the tax clearance it submitted "belongs to Rowena Manzano (Little Lemon Children Warehouse) and not the Octoant Builders, the bidder."
Octant, according to Cortez, 'has been monopolizing' projects in the NCMH.
Vihonen, "Determination of the [[theta].sub.23]
octant in long baseline neutrino experiments within and beyond the standard model," 2017, https://arxiv.org/abs/1708.05182.
Figure 3 also displays that an
octant node n can have different states: free, occupied, or unknown.
The particular relevance of this page for the present analysis is that, among this array of classic projection geometries, da Vinci includes (at lower right) a clear reference to the
octant triangular projection, tightly coupling this evidently autograph sheet to the conception underlying the mappamundi.
The discrete directions are pipelined so that the sweep along the next direction in the
octant begins without waiting, when sweeping along the current direction is completed.
However, more recently Gershwin (2005) established the genus Alatina for all such cubomedusae, characterized by a tall and narrow bell, four crescentric, gastric phacellae, four "wing-like" pedalia, and three to four bifurcating to palmate velarial canals per
octant. The taxonomic revision (Gershwin, 2005) resurrected five species of box jellyfish from the Indo-Pacific, previously synonymized under the name Carybdea alata, using the new genus-species combinations Alatina moseri, A.
If O is the origin of the x,y, z axes, (t) the trisector line x = y = z of the positive
octant and n the plane x + y + z = 0 passing through the origin (O) and perpendicular to (t), then the tricomplex number u can be described by the projection S of the segment OP along the line (t), by the distance D from P to the line (t), and by the azimuthal angle 0 in the n plane.
(i) The equilibrium point lies on the boundary on the positive
octant; that is,
Calculation of a sine-cosine with any of angles [phi], which is in the range 0-2[pi], can be reduced to the calculation of sine-cosine with angle [phi], which is in the first
octant of 0 - [pi]/4.