Every time a pixel on a triangle is rendered, the corresponding texel ( or texture element ) in the texture must be found.

Every prisoner had to wear a downward-pointing triangle on his or her jacket, the colour of which was to categorise him or her by " kind ".

Every triangle has three distinct excircles, each tangent to one of the triangle's sides.

* The Triangle Is Right — A spoof on the title The Price Is Right — Every question is answered with the response, " A triangle " ( a possible indirect reference to the real-life quiz show scandals of the ' 50s ).

* Every triangle is isosceles, i. e. or or.

Every maximal outerplanar graph satisfies a stronger condition than Hamiltonicity: it is node pancyclic, meaning that for every vertex v and every k in the range from three to the number of vertices in the graph, there is a length-k cycle containing v. A cycle of this length may be found by repeatedly removing a triangle that is connected to the rest of the graph by a single edge, such that the removed vertex is not v, until the outer face of the remaining graph has length k.

Every maximal outerplanar graph with n vertices has exactly 2n − 3 edges, and every bounded face of a maximal outerplanar graph is a triangle.

Every nondegenerate triangle is strictly convex.

Every chordal graph is a strangulated graph, a graph in which every peripheral cycle is a triangle, because peripheral cycles are a special case of induced cycles.

Every triangle and space between include Qliphoth's name ( see image on the right ).

Every triangle has exactly three medians: one running from each vertex to the opposite side.

Every non degenerate triangle has such a point.

* Every object Y can be embedded in a distinguished triangle with,

Every finite simple group is isomorphic to one of the following groups:

Group actions / representations: Every group G can be considered as a category with a single object whose morphisms are the elements of G. A functor from G to Set is then nothing but a group action of G on a particular set, i. e. a G-set.

* Every group G acts on G, i. e. in two natural but essentially different ways:, or.

Every galaxy of sufficient mass in the Local Group has an associated group of globular clusters, and almost every large galaxy surveyed has been found to possess a system of globular clusters.

* Every Lie group is parallelizable, and hence an orientable manifold ( there is a bundle isomorphism between its tangent bundle and the product of itself with the tangent space at the identity )

Every instrumental group ( or section ) has a principal who is generally responsible for leading the group and playing orchestral solos.

* Every closed subgroup of a profinite group is itself profinite ; the topology arising from the profiniteness agrees with the subspace topology.

While he admits the existence of caste-based discrimination, he writes that " Every social group cannot be regarded as a race simply because we want to protect it against prejudice and discrimination ".

Every local group is required to have a seneschal who reports to the kingdom's seneschal.

Every local group is required to have one.

* Every topological group is completely regular.

Every summer the group gathers in Newport, RI for week long dance training, seaside teas, and evenings enjoying the splendors of the Gilded Age.

* Every finitely generated group with a recursively enumerable presentation and insoluble word problem is a subgroup of a finitely presented group with insoluble word problem

Every synset contains a group of synonymous words or collocations ( a collocation is a sequence of words that go together to form a specific meaning, such as " car pool "); different senses of a word are in different synsets.

Every group can be trivially made into a topological group by considering it with the discrete topology ; such groups are called discrete groups.

Every topological group can be viewed as a uniform space in two ways ; the left uniformity turns all left multiplications into uniformly continuous maps while the right uniformity turns all right multiplications into uniformly continuous maps.

Every subgroup of a topological group is itself a topological group when given the subspace topology.

:" Every group is naturally isomorphic to its opposite group "

Every ten years, when the general census of population takes place, each citizen has to declare which linguistic group they belong or want to be aggregated to.

Every adjunction 〈 F, G, ε, η 〉 gives rise to an associated monad 〈 T, η, μ 〉 in the category D. The functor

Every object would also have a read timestamp, and if a transaction T < sub > i </ sub > wanted to write to object P, and the timestamp of that transaction is earlier than the object's read timestamp ( TS ( T < sub > i </ sub >) < RTS ( P )), the transaction T < sub > i </ sub > is aborted and restarted.

Every year, dozens of graduates go on to elite colleges, and T. C.

# Every K3 surface is Kähler ( by a theorem of Y .- T. Siu ).

Every eigenvalue of T belongs to σ ( T ), but σ ( T ) may contain non-eigenvalues.

Every degree of freedom in the energy is quadratic and, thus, should contribute k < sub > B </ sub > T to the total average energy, and k < sub > B </ sub > to the heat capacity.

Every year the best pilots from all the squadrons of the Hellenic Air Force, are trained in KE. A. T.

Every cotree T defines a cograph G having the leaves of T as vertices, and in which the subtree rooted at each node of T corresponds to the induced subgraph in G defined by the set of leaves descending from that node:

Every year, T. J. used participate in the annual St. " Bald-ricks " Children ’ s Cancer Fundraiser.

Irreducible Needs of Children: What Every Child Must Have to Grow, Learn, and Flourish ; Copyright 2000 by T. Berry Brazelton, M. D.

Every author agreed on T < sub > 0 </ sub >, T < sub > 1 </ sub >, and T < sub > 2 </ sub >.

Every inverse semigroup S has a E-unitary cover ; that is there exists an idempotent separating surjective homomorphism from some E-unitary semigroup T onto S.

# Every elementary substructure of a model of a theory T also satisfies T ; hence it is a submodel.