Then Farel, who was working with incredible zeal to promote the gospel, bent all his efforts to keep me in the city.

Then he came home to complete his architectural education with honors in 1948 and settled down with Lois working as an architect.

Then by working cell by cell and tissue by tissue, whole organs can be repaired.

Then – in the only paid employment he ever had – he took a job as a telegraph operator with the Great Northern Telegraph Company working first in Denmark and then in Newcastle-upon-Tyne, and was soon made a chief operator.

Then the head of the story department at MGM suggested " North by Northwest ," but this was still to be a working title.

Then Edwin Binney, working with his wife, Alice Stead Binney, developed his own famous product line of wax crayons beginning on 10 June 1903, which it sold under the brand name " Crayola.

Then pass the working end behind the standing part and back down through the double loop.

Then in 1920, Chase began working as a film director for Hal Roach Studios.

Then we were working with Dave Bett at our main distributor Important on the layout for the New York City Hardcore – The Way It Is compilation and he offered to clean it up for us.

Then, pass a bight formed from the working end over the pole and through the second bight.

Then, eventually, it started offering three-year MBA evening programs for working executives.

Then successive Householder transformation of size are performed in order to return the working matrix to upper Hessenberg form.

Then reality sets in as Federline is shown now working in a fast-food restaurant with his manager yelling at him, the punchline of the ad being " Life comes at you fast.

Then, in 1925, he began working for the Workers ' Educational Association.

Then she spent a year in Budapest working for a local radio station.

Then Dublin's hardest working band is looking for you ".

Then he started working at SAAB in September 1946 and was put in charge of engine development.

Then Yosemite Sam, working for Acme, attacks the three and his goons chase DJ and Daffy across the city, leading to a car chase with Bugs and Kate being dragged into the mayhem when DJ takes the wheel of the spy car.

Then, in a bitter twist of irony, he was fired from Soyuzmultfilm in 1985 for working too slowly on his latest film, a ( presumably ) feature-length adaptation of Gogol's Overcoat.

Then in March 2009, Beardsley was re-appointed as an academy coach at Newcastle United, working primarily with young strikers.

Then in 1942 Cortez had his big chance of working with Orson Welles on The Magnificent Ambersons.

Then, after the Munich agreement, in October 1938, Londonderry wrote in a letter that he was aware that Hitler was " gradually getting back to the theories which he evolved in prison ", when working on Mein Kampf.

Then he spent time working and travelling in Continental Europe.

Then epistolatory me was a foreign correspondent dispatching exciting cables and communiques, full of dash and wit and glamor, quoting from the books I read, imitating the grand styles of the authors recommended by a teacher in whose special, after-school class I was enrolled.

Then all elements of X equivalent to each other are also elements of the same equivalence class.

Then the equivalence class of the pair can be identified with the rational number, and this equivalence relation and its equivalence classes can be used to give a formal definition of the set of rational numbers.

Then, once this claim ( expressed in the previous sentence ) is proved, it will suffice to prove " φ is either refutable or satisfiable " only for φ's belonging to the class C. Note also that if φ is provably equivalent to ψ ( i. e., ( φ ≡ ψ ) is provable ), then it is indeed the case that " ψ is either refutable or satisfiable " → " φ is either refutable or satisfiable " ( the soundness theorem is needed to show this ).

Then the equivalence class of the identity is the symmetry group of the figure, and every equivalence class corresponds to one isomorphic version of the figure.

⟨ H ⟩, be the group generated by H. Then the word problem in H < sup >*</ sup > is solvable: given two words h, k in the generators H of H < sup >*</ sup >, write them as words in X and compare them using the solution to the word problem in G. It is easy to think that this demonstrates a uniform solution the word problem for the class K ( say ) of finitely generated groups that can be embedded in G. If this were the case the non-existence of a universal solvable word problem group would follow easily from Boone-Rogers.

Then, in 1960, Pope John XXIII issued the Code of Rubrics, completely ending the ranking of feast days by doubles etc., and replacing it by a ranking, applied not only to feast days but to all liturgical days, as I, II, III, and IV class days.

Let be the mean of the values in associated with class c, and let be the variance of the values in associated with class c. Then, the probability of some value given a class,, can be computed by plugging into the equation for a Normal distribution parameterized by and.

The other class of Dedekind rings which is arguably of equal importance comes from geometry: let C be a nonsingular geometrically integral affine algebraic curve over a field k. Then the coordinate ring k of regular functions on C is a Dedekind domain.

Then, viral glycoprotein gp42 interacts with cellular MHC class II molecules.

Then a new datum is associated with the class such that it's best sparsely represented by the corresponding dictionary.

Then every Hodge class on X is a linear combination with rational coefficients of the cohomology classes of complex subvarieties of X.

Then every Hodge class on X is algebraic.

Then every cohomology class in H < sup > 2k </ sup >( X, Z ) ∩ H < sup > k, k </ sup >( X ) is the cohomology class of an algebraic cycle with integral coefficients on X.

Then every non-torsion cohomology class in H < sup > 2k </ sup >( X, Z ) ∩ H < sup > k, k </ sup >( X ) is the cohomology class of an algebraic cycle with integral coefficients on X.

Then every Hodge class on X is a linear combination with rational coefficients of the cohomology classes of complex subvarieties of X.

Then every Hodge class on X is a linear combination with rational coefficients of Chern classes of vector bundles on X.

Then every Hodge class on X is a linear combination with rational coefficients of Chern classes of coherent sheaves on X.

Then, there was feudal society, in which lord and serf played the roles of class war.

Then he went to the Chandragiri government high school, till class 9.