Then, with staring eyes and lips drawn thin, Miriam said to the young woman, `` You are ugly -- uglier than you used to be, and you were always very ugly.

Then people wonder why Russian pupils are more advanced than American students.

Then the chines are rounded off and the bottom is rough-sanded in preparation.

Then, of course, there are those of us who either do not want or need or cannot afford another car.

Then, too, European drivers have reputations for being somewhat crazy on the road and some Americans are not particularly keen on getting mixed up with them.

Then there was the caterer's ad which read: `` are you getting married or having an affair??

Then there are the trustees and officers of the great educational foundations, who inevitably exert an influence on educational decisions by their support or refusal to support various educational programs, experiments, and demonstrations.

Then, too, misplaced or jammed-together teeth are prone to trapping food particles, increasing the likelihood of rapid decay.

Then there are a pair of old biddies played by Grace Carney and Sibly Bowan who may be right off the shelf of stock Irish characters, but they put such a combination of good will and malevolence into their parts that they're quite entertaining.

Then, after many more billions of years, when all the galaxies are whistling toward a common center, this movement will slow down and reverse itself again.

Then we have informed a large number of our crew that when they reach the United States, they will be punished but that in the meanwhile, they may run loose and are expected to perform their jobs in good order.

Then Frankie said: `` What are you gonna do ''??

In a few of her novels, including Death Comes as the End and And Then There Were None, there are multiple victims.

Seven stories are inspired by a nursery rhyme: And Then There Were None by Ten Little Indians ; One, Two, Buckle My Shoe by One, Two, Buckle My Shoe ; Five Little Pigs by This Little Piggy ; Crooked House by There Was a Crooked Man ; A Pocket Full of Rye by Sing a Song of Sixpence ; Hickory Dickory Dock by Hickory Dickory Dock, and Three Blind Mice by Three Blind Mice.

) There are also numerous instances where the killer is not brought to justice in the legal sense but instead dies ( death usually being presented as a more ' sympathetic ' outcome ), for example Death Comes as the End, And Then There Were None, Death on the Nile, Dumb Witness, The Murder of Roger Ackroyd, Crooked House, Appointment with Death, The Hollow, Nemesis, Cat Among the Pigeons, and The Secret Adversary.

Schweitzer notes that St. Paul apparently believed in the immediacy of the " Second Coming of Jesus ": " Then we which are alive and remain shall be caught up together with them in the clouds, to meet the Lord in the air: and so shall we ever be with the Lord " ( 1 Thessalonians 4. 17 ).

Then looking at him darkly Zeus who gathers the clouds spoke to him :' Do not sit beside me and whine, you double-faced liar. To me you are the most hateful of all gods who hold Olympos. Forever quarrelling is dear to your heart, wars and battles .… And yet I will not long endure to see you in pain, sinceyou are my child, and it was to me that your mother bore you. But were you born of some other god and proved so ruinouslong since you would have been dropped beneath the gods of the bright sky.

Then we are told that P1 is not sped up, so S1 = 1, while P2 is sped up 5 ×, P3 is sped up 20 ×, and P4 is sped up 1. 6 ×.

Then he came, in his words, to " the theory of symmetry: all governments and regimes to a first approximation are bad, all peoples are oppressed, and all are threatened by common dangers.

Then the results obtained are compared with the expected results.

Then the beads are pressed in between the warp threads.

Then the runes are shaved off and the shavings are mixed with mead and sent abroad so that Æsir have some, Elves have some, Vanir have some, and Men have some, these being beech runes and birth runes, ale runes, and magic runes.

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

Then, in 2007, 12-year-old Badour Shaker died of an overdose of anaesthesia during or after an FGM procedure for which her mother had paid a physician in an illegal clinic the equivalent of $ 9. 00.

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 we could have written a formula of degree k which is equivalent to φ, namely.

It is frequently stated in the following equivalent form: Suppose that is continuous and that u is a real number satisfying or Then for some c ∈ b, f ( c ) = u.

Then the following are equivalent.

Then γ < sub > 1 </ sub > and γ < sub > 2 </ sub > are called equivalent at 0 if the ordinary derivatives of φ ∘ γ < sub > 1 </ sub > and φ ∘ γ < sub > 2 </ sub > at 0 coincide.

Let U be a functor from D to C, and let X be an object of C. Then the following statements are equivalent:

Then, if opening or cold calling, the player may exchange a large chip for its full equivalent value out of the pot before placing his bet, or if overcalling may place the chip ( announcing that he is calling or raising a lesser amount ) and remove the change from his own bet for the round.

Then the area of the parallelogram with vertices at a, b and c is equivalent to the absolute value of the determinant of a matrix built using a, b and c as rows with the last column padded using ones as follows:

Then the following are equivalent ( see Proposition 4. 3, p. 16, of the reference given below ):

Then the following conditions are equivalent:

Then the existence of an eigenvalue is equivalent to the ideal generated by ( the relations satisfied by ) being non-empty, which exactly generalizes the usual proof of existence of an eigenvalue existing for a single matrix over an algebraically closed field by showing that the characteristic polynomial has a zero.

Then the following are equivalent:

Then two members of the Cartesian product are equivalent precisely if they are equal almost everywhere on the index set.

Then for each t the measure Q restricted to the unaugmented sigma fields is equivalent to P restricted to

Then the following are equivalent conditions for f to be separable ; that is, to have distinct roots:

) Then F is said to be separable over if the following equivalent conditions are met:

Then A, B and their intersection A ∩ B are homotopy equivalent to circles, so the nontrivial part of the sequence yields

Then the intersection of A and B is an annulus, which is known to be homotopy equivalent to ( and so has the same fundamental group as ) a circle.

Then the following statements are equivalent:

Let S a multiplicatively closed subset of R, i. e. for any s and t ∈ S, the product st is also in S. Then the localization of M with respect to S, denoted S < sup >− 1 </ sup > M, is defined to be the following module: as a set, it consists of equivalence classes of pairs ( m, s ), where m ∈ M and s ∈ S. Two such pairs ( m, s ) and ( n, t ) are considered equivalent if there is a third element u of S such that

Then the following are equivalent.

) Then, for each integer, we define to be the set of all that satisfies the following equivalent conditions.