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Then and let
Then let the whole lot be hanged in a public mass execution on July 4, 1963.
Then one day Dick's classmate Jimmy, from next door, let the cat out of the bag.
Then they let out a bellow of anguish and rage and, cursing, screaming and hollering `` Garryowen ''!!
' Then he showed me a sketchbook with the words ' let us sing the ode of the immortal Schiller '".
Then let those who are in Judea flee to the mountains …"
* Let H be a group, and let G be the direct product H × H. Then the subgroups
Let G be a set and let "~" denote an equivalence relation over G. Then we can form a groupoid representing this equivalence relation as follows.
Then the Lord let me see why there was none upon the earth that could speak to my condition, namely, that I might give Him all the glory ; for all are concluded under sin, and shut up in unbelief as I had been, that Jesus Christ might have the pre-eminence who enlightens, and gives grace, and faith, and power.
Then all the doors and windows are flung open to let in the cold, fresh air of the new year.
Then N < sub > x </ sub > is a directed set, where the direction is given by reverse inclusion, so that S ≥ T if and only if S is contained in T. For S in N < sub > x </ sub >, let x < sub > S </ sub > be a point in S. Then ( x < sub > S </ sub >) is a net.
: Matthew 9: 29 " Then He touched their eyes, saying, " According to your faith let it be to you.
Those who believe and those who are Jews and Christians, and Sabians, whoever believes in Allah and the Last Day and do righteous good deeds shall have their reward with their Lord, on them shall be no fear, nor shall they grieve ... let there be no compulsion in religion "-that all monotheistic religions or people of the book have a chance of salvation, to the most exclusive teaching common amongst Salafis and Wahhabis, and supported by several works of medieval Islamic theology and by traditions ( hadith ) which are considered correct ( sahih ) by Sunni Muslims, for the most part are summed up in Surah 9: 5, 29: " Then, when the sacred months have passed, slay the idolaters wherever ye find them, and take them, and besiege them, and lay in wait in every stratagem of war.
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 we let g lie in the z direction for simplicity, the ε tensor simplifies to the form:
Let S be a subgroup of G, and let N be a normal subgroup of G. Then:
Then we imagine the rays are parallel ( and given by two angles ), and we let the colour of a point on the surface be determined by the angle between this direction and the slope of the surface at the point.
Let R be a Noetherian ring and let I be an ideal of R. Then I may be written as the intersection of finitely many primary ideals with distinct radicals ; that is:
# Let p = ( p < sub > 1 </ sub >, p < sub > 2 </ sub >) be an element of W, that is, a point in the plane such that p < sub > 1 </ sub > = p < sub > 2 </ sub >, and let c be a scalar in R. Then cp = ( cp < sub > 1 </ sub >, cp < sub > 2 </ sub >); since p < sub > 1 </ sub > = p < sub > 2 </ sub >, then cp < sub > 1 </ sub > = cp < sub > 2 </ sub >, so cp is an element of W.
Let K be a closed subset of a compact set T in R < sup > n </ sup > and let C < sub > K </ sub > be an open cover of K. Then
# Then at the operating system level ( to let system software access multiple address spaces and utilize larger address spaces )
Let us suppose that L is a complete lattice and let f be a monotonic function from L into L. Then, any x ′ such that f ′( x ′) ≤ x ′ is an abstraction of the least fixed-point of f, which exists, according to the Knaster – Tarski theorem.
In particular, let p define the coordinates of points in a reference frame M coincident with a fixed frame F. Then, when the origin of M is displaced by the translation vector d relative to the origin of F and rotated by the angle φ relative to the x-axis of F, the new coordinates in F of points in M are given by
Then drummer Gilson Lavis was let go in 1992, and replaced by Nieve's fellow Attractions band mate Pete Thomas.
39 Then Gideon said to God, “ Do not let Your anger burn against me that I may speak once more ; please let me make a test once more with the fleece, let it now be dry only on the fleece, and let there be dew on all the ground .” 40 God did so that night ; for it was dry only on the fleece, and dew was on all the ground.

Then and random
Then the required information is collected from a simple random sample of the elements within each selected group.
Then the expectation of this random variable X is defined as
Then simple random sampling or systematic sampling is applied within each stratum.
Then the random number of successes we have seen, X, will have the negative binomial ( or Pascal ) distribution:
Then the statistician must analyze the properties of and, which are viewed as random vectors since a randomly different selection of n cases to observe would have resulted in different values for them.
Then there is some probability distribution m on the interval and some random variable Y such that
Then Professor Marvin Zelen, a statistician and associate of the recently founded Committee for the Scientific Investigation of Claims of the Paranormal ( CSICOP, now known as the Committee for Skeptical Inquiry ( CSI )), proposed in a 1976 article in the same periodical that, in order to eliminate any demographic anomaly, Gauquelin randomly pick 100 athletes from his data-set of 2, 088 and check the birth / planet correlations of a sample of babies born at the same times and places in order to establish a control group, giving the base-rate ( chance ) expectation for comparison ( The 100 random athletes later expanded into a subsample of 303 athletes ).
Then under such a rotation, a random phase,, will be created between the eigenstates, of.
Then, each student ’ s score would be a realization of one of a set of independent and identically distributed random variables, with a mean of 50.
Then, a tail event is an event whose occurrence or failure is determined by the values of these random variables but which is probabilistically independent of each finite subset of these random variables.
Then, a particle is placed in a random position of the screen, and moved randomly until it bumps against the seed.
Then we apply the law of total expectation to each term by conditioning on the random variable X:
Then random " noise " words can not be used as successfully to fool the filter.
Then the Wishart distribution is the probability distribution of the p × p random matrix
Then a random selection is made similar to how the roulette wheel is rotated.
Then to commit to a bit b Alice picks a random input x and sends the triple
Then, Victor enters the cave and shouts the name of the path he wants her to use to return, either A or B, chosen at random.
Then, we add the segments from the subdivision, one by one, in random order, refining the trapezoidal decomposition.
Then, three of the elements would be selected at random, and then the therapist would ask :" In relation to … ( whatever is of interest ), in which way two of these people are alike but different from the third "?
Then a coupling of and is a new probability space over which there are two random variables and such that has the same distribution as while has the same distribution as.
are identically distributed random variables that are mutually independent and also independent of N. Then the probability distribution of the sum of i. i. d.
Then, we generate a random number for each of n trials and use a logical test to classify the virtual measure or observation in one of the categories.
Now let G be some graph, let v be a vertex of G, and let R be a random walk on G starting from v. Let T be some stopping time for R. Then the loop-erased random walk until time T is LE ( R ()).

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