So in this case too, the distillate moves away from the azeotrope and the residue moves toward it.

So great a man could not but understand, too, that the thing that moves men to sacrifice their lives is not the error of their thought, which their opponents see and attack, but the truth which the latter do not see -- any more than they see the error which mars the truth they themselves defend.

So we see that a specialist is a man who knows more and more about less and less as he develops, as contrasted to the generalist, who knows less and less about more and more.

So in these pages the term `` technology '' is used to include any and all means which could amplify, project, or augment man's control over himself and over other men.

So it is that we relive his opening statement in the first television address with the dramatic immediacy of the present.

So far as the existing body of formal principle and procedure is concerned, categorical novelties are not to be anticipated in Jewish-Gentile relationships ; ;

Again omitting recent developments, E.T. Leeds' dictum of 1913 has stood unchallenged: `` So far as archaeology is concerned, there is not the least warrant for the second ( shore occupied by ) of these theories ''.

So far as I am concerned, the child is unmistakably father to the man, despite the obvious fact that child and father differ greatly -- sometimes for the better and sometimes for the worse.

So far as the record is concerned, the Western powers have not acquiesced and should not do so.

So, while we properly inveigh against the new poisoning, history is not likely to justify the pose of righteousness which some in the West were so quick to assume when Mr. Khrushchev made his cynical and irresponsible threat.

So don't see yourself as a heroine or fancy this little adventure is an event of major importance ''.

( Note: So far as State Police cars are concerned, only their replacement is under this division ).

So many times I have wondered why veterinarians do not wipe the table clean before each new canine patient is placed on it for examination.

So far as I can see, there is only one way out for the positivist.

So far these remarks, like most criticisms of Hardy, have tacitly assumed that his poetry is all of a piece, one solid mass of verse expressing a sensibility at a single stage of development.

So it is with Great Expectations, whether the hands be Orlick's as he strikes down Mrs. Gargery or Pip's as he steals a pie from her pantry.

So Dartmouth is moving closer to the others in the Ivy group.

So, too, is the mathematical competence of a college graduate who has majored in mathematics.

So is the time of the novel.

`` So there it is '', he said.

So what I am trying to tell you is the ' why ' -- that is my point -- and that concerns the spirit of the matter.

So you can see that Gerald G. Ramsey, director of SMU's food services, is not the ordinary type of craven, women-trodden chef.

So it is too with many other spirits which we all know: the spirit of Nazism or Communism, school spirit, the spirit of a street corner gang or a football team, the spirit of Rotary or the Ku Klux Klan.

The biblical symbol for this affirmation is expressed in the words: `` So God created man in his own image ; ;

So, one atom of element X combining with one atom of element Y is a binary compound.

So to take the example, if in market X company B ( with 10 % market share ) suddenly bought out the shares of company C ( with 10 % also ) then this new market concentration would make the index jump to 0. 162.

So, let x be any one particular friend of Peter, X the set of all Peter's friends, P ( x ) be the predicate ( mathematical logic ) " x likes to dance ", and lastly Q ( x ) the predicate " x likes to go to the beach ".

So if X is a vector field, one has

In 2010, UK band Silvery included a cover of " You Give a Little Love " on their second album ' Railway Architecture ', and Olly Murs, runner up in the 2009 UK series of The X Factor, sampled " So You Wanna Be a Boxer " in his song " Hold On " that can be found on his debut album.

So if X is a set and ≤ a partial order relation, we can define a new partial order relation ≤< sub > new </ sub > by

So then, somebody said ‘ Symphony X ’ and we were like, ‘ yeah, that ’ s cool ’ it is that kinda thing, and the ‘ X ’ is the unknown and all the other stuff we do.

So, his son Alfonso X returned the independence of the Kingdom of León, but it was not respected by Sancho IV.

So according to Ferdinand Gregorovius ( not known for his sympathies towards the Papacy ), John X was the foremost statesman of his age.

So if X is a set and ≤ a partial order relation, we can define a new partial order relation ≤< sub > new </ sub > by

So if F is a homotopy deforming X to a point Q, then

So from the above examples, we can conclude right away that the categories of directed graphs, G-sets and presheaves on a topological space are all complete and cocomplete topoi, and that the categories of representations of G, modules over the ring R, and presheaves of abelian groups on a topological space X are all abelian, complete and cocomplete.

So if α in C < sub > n </ sub >( X ) is an n-cycle, then f < sub >#</ sub >( α ) and g < sub >#</ sub >( α ) differ by a boundary:

We worked out a deal with their management that we just wanted to play and we weren't going to drink, so they got a marker and put a big ' X ' on our hand, So we came back to Washington D. C. and went to this nightclub, the 9: 30, and said ' Hey look, we're not going to drink and we will put this ' X ' on our hand.

So here X = D, the unit disc.

So if φ: X → Y is a group antihomomorphism,

So φ: X → Y is a ring antihomomorphism if and only if:

So, agent A, when placed in circumstance C, will freely choose option X over option Y.

So instead of truths of the following sort: " God knows that in circumstance C creature X will freely do A " God knows truths of this sort: " God knows that in circumstances C creature X would probably do A.

Most often it is used in the context of a manifold M. The mapping class group of M is interpreted as the group of isotopy-classes of automorphisms of M. So if M is a topological manifold, the mapping class group is the group of isotopy-classes of homeomorphisms of M. If M is a smooth manifold, the mapping class group is the group of isotopy-classes of diffeomorphisms of M. Whenever the group of automorphisms of an object X has a natural topology, the mapping class group of X is defined as Aut ( X )/ Aut < sub > 0 </ sub >( X ) where Aut < sub > 0 </ sub >( X ) is the path-component of the identity in Aut ( X ).