As you can see, in this Push-Pull Super Set the entire chest-back-shoulder area is vigorously exercised in alternate sectors by alternate exercises so the complete torso remains pumped-up all the time!!

The Egyptian god Set is said, by some, to have the head of an aardvark or to be part aardvark.

He is the son of Nephthys and Set according to the Egyptian mythology.

Anubis is a son of Ra in early myths, but later he became known as son of Set and Nephthys, and he helped Isis mummify Osiris.

Usually, Anubis is portrayed as the son of Nephthys and Set, Osiris ' brother and the god of the desert and darkness.

Set in 1485 at the end of the British Middle Ages, the series is written as a secret history which contends that King Richard III won the Battle of Bosworth Field, only to be mistaken for someone else and murdered, and is succeeded by Richard IV ( Brian Blessed ), one of the Princes in the Tower.

Set in the year 1582, the script of the pilot is roughly the same as the episode " Born to be King ", albeit with some different jokes, with some lines appearing in other episodes of the series.

It can be done by systematically making explicit all the axioms, as in the case of the well-known book Naive Set Theory by Paul Halmos, which is actually a somewhat ( not all that ) informal presentation of the usual axiomatic Zermelo – Fraenkel set theory.

Uno, Phase 10, Set, Slamwich, 1000 Blank White Cards, and Sopio are popular dedicated-deck card games ; 1000 Blank White Cards is unique in that the cards for the game are designed by the players of the game while playing it ; there is no commercially-available deck advertised as such.

Its main motto is: " Set clear strict laws, or deliver harsh punishment ".

In the context of the passage, they seem to equate to something like “ east and west .” There is a passage in Ezekiel, however, where God says to the prophet, " Set your face against Gog, of the land of Magog, the prince of Rosh, Meshech, and Tubal, and prophesy against him.

Such a computer is sometimes called a Writable Instruction Set Computer or WISC.

Set theory is the branch of mathematics that studies sets, which are collections of objects, such as

The Enhanced Chip Set ( ECS ) is the second generation of the Amiga computer's chipset, offering minor improvements over the original chipset ( OCS ) design.

A Location Production Assistant is what a Set Production Assistant is in Canada.

Usually it is considered to include several sub-departments: the Art Department proper, with its Art Director, Set Designers and Draughtsmen ; Set Decoration, under the Set Decorator ; Props, under the Propmaster ; Construction, headed by the Construction Coordinator ; Scenic, headed by the Key Scenic Artist ; and Special Effects.

Sometimes a Set Designer is also the First Assistant Art Director.

: The Set Designer is the Draftsman, often an Architect, who realizes the structures or interior spaces called for by the Production Designer.

: The Set Decorator is in charge of the decorating of a film set, which includes the furnishings and all the other objects that will be seen in the film.

In recognition of the Set Decorator's importance, the Academy Award for Art Direction is given jointly to both the Production Designer and the Set Decorator.

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.

In the mathematical field of category theory, the category of sets, denoted as Set, is the category whose objects are sets.

The category Set is complete and co-complete.

The Yoneda lemma suggests that instead of studying the ( locally small ) category C, one should study the category of all functors of C into Set ( the category of sets with functions as morphisms ).

Yoneda's lemma concerns functors from a fixed category C to the category of sets, Set.

If C is a locally small category ( i. e. the hom-sets are actual sets and not proper classes ), then each object A of C gives rise to a natural functor to Set called a hom-functor.

Mapping each object A in C to its associated hom-functor h < sup > A </ sup > = Hom ( A ,–) and each morphism f: B → A to the corresponding natural transformation Hom ( f ,–) determines a contravariant functor h < sup >–</ sup > from C to Set < sup > C </ sup >, the functor category of all ( covariant ) functors from C to Set.

The meaning of Yoneda's lemma in this setting is that the functor h < sup >–</ sup > is fully faithful, and therefore gives an embedding of C < sup > op </ sup > in the category of functors to Set.

One can use Hom functors to relate limits and colimits in a category C to limits in Set, the category of sets.

* For any category C and object A of C the Hom functor Hom ( A ,–): C → Set preserves all limits in C. In particular, Hom functors are continuous.

Well-known categories are denoted by a short capitalized word or abbreviation in bold or italics: examples include Set, the category of sets and set functions ; Ring, the category of rings and ring homomorphisms ; and Top, the category of topological spaces and continuous maps.

The class of all sets together with all functions between sets, where composition is the usual function composition, forms a large category, Set.

It is a concrete category, i. e. a category obtained by adding some type of structure onto Set, and requiring that morphisms are functions that respect this added structure.

It is unfortunate, perhaps, that we have no means of knowing the particular theologies of the closely connected Set and Nephthys temples in these districts — it would be interesting to learn, for example, the religious tone of temples of Nephthys located in such proximity to those of Seth, especially given the seemingly contrary Osirian loyalties of Seth's consort-goddess.

To prove that every epimorphism f: X → Y in Set is surjective, we compose it with both the characteristic function g < sub > 1 </ sub >: Y →

Conversely, starting from this equivalence we can recover U as the composite Rel → Sup → Set of the forgetful functor for Sup with this embedding of Rel in Sup.

Set in a record shop, John Bull asks the record seller ( Prime Minister Neville Chamberlain ): " I wonder if you've got a song I remember about not wanting to fight, but if we do.

For example, Robert Bringhurst states that we should " Set opening paragraphs flush left.

Set i to count the lines we are adding.

* The category of presheaves on a topological space X is a functor category: we turn the topological space into a category C having the open sets in X as objects and a single morphism from U to V if and only if U is contained in V. The category of presheaves of sets ( abelian groups, rings ) on X is then the same as the category of contravariant functors from C to Set ( or Ab or Ring ).

Set in train is a process of building a framework for future decisions that we are tentatively committed to.

Project lead Todd Howard had stated, " When we started Morrowind, I was really excited about making a tool like ' Stuart Smith's Adventure Construction Set for the Apple 2 '.

Project lead Todd Howard had stated, " When we started Morrowind, I was really excited about making a tool like ' Stuart Smith's Adventure Construction Set for the Apple 2 '.

Set in the rugged terrain of central California the heat and hills test their preparation, endurance, and limits and we are along for the ride.