So a quick count could be made at any time, even by an illiterate clerk, of the number of registered persons in four age-and-sex classes.

So we may conceive the coexistence of the infinite number of universal, apparently momentary states of matter, successive one after another in consciousness, but permanent each on its own basic phase of the progressive frequencies.

So by reducing the number of tracks used and thus capacity, it was possible to further reduce cost-in contrast to Double Density drives used e. g. in IBM PC computers of the day which saved 180 kB on one side ( by using a 40 tracks format ).

Originally active from 1985 to 1996, the band have had consistent commercial and critical success in Australia and New Zealand and international chart success in two phases, beginning with their self-titled debut album, Crowded House, which reached number twelve on the US Album Chart in 1987 and provided the Top Ten hits, " Don't Dream It's Over " and " Something So Strong ".

So, the success of beetles as a whole is driven not only by several extremely diverse lineages, but also by a high number of moderately successful lineages.

So Irenaeus tells of the system of Simon Magus, of the system of Menander, of the system of Saturninus, in which the number of these angels is reckoned as seven, and of the system of Carpocrates.

So the number of civilizations we see is:

So, he concludes that the role of Great Man depends on a number of factors, or none at all.

So a number of variations are played with extra rules that aimed to reduce black's advantage.

So the geodesics are always moving apart, and the number of geodesics which generate the boundary, the area of the horizon, always increases.

So " Elohim " could refer to any number of " rulers ", such as angels, false gods ( as defined by Torah ), or even human holders of power including rulers or judges within Israel, as described in, without violating the parameters of monotheism.

So bitter was the conflict that a number of natural rights proponents withdrew from the pages of Liberty in protest even though they had hitherto been among its frequent contributors.

So, is the relative price of a unit of x as to the number of units given up in y.

So highly regarded was the film that France, which restricted the number of theatres in which undubbed American films could play, granted it a special waiver because of its " extraordinary artistic merit ".

So, under the assumption that the theory is consistent, there is no such number.

So in the list below, after the number of synodic months listed in the numerator, approximately an integer number of tropical years as listed in the denominator have been completed:

" So, for example, the number 65 would be spoken in octonary as under-un.

So, the prime number theorem can also be written as π ( x ) ~ Li ( x ).

So i essentially specifies the space reserved for locals ( plus the number of parameters plus 5 ), and j gives the number of entries needed locally for the stack.

So long as long enough sequences can be stored it is possible to store an access number, pause, PIN, and ultimate telephone number in a single normal phone memory location.

So we can conclude that the original proposition, ¬ p, must be true — " there is no smallest rational number greater than 0 ".

So a game lasts for at least 2n moves, and the number of pharisees is divisible by 4.

So experiments with electrons add confirmatory evidence to the view of Dirac that electrons, protons, neutrons, and even larger entities that are ordinarily called particles nevertheless have their own wave nature and even their own specific frequencies.

So, Alice has two particles ( C, the one she wants to teleport, and A, one of the entangled pair ), and Bob has one particle, B.

So, out of every 16 nucleons ( 2 neutrons and 14 protons ), 4 of these ( 25 % of the total particles and total mass ) combine quickly, once temperatures are lowered, into one helium-4 nucleus.

He provides an example that in Navajo, the particles ( utterances such as " uh ," " So ," " Well ," etc.

So far ( 2007 ), no evidence for fractional charge particles was found over more than 100 million drops measured.

So, these two factors, of muons being too expensive to make and then sticking too easily to alpha particles, limit muon-catalyzed fusion to a laboratory curiosity.

So he proposed that the particles and the basic constituents of matter are " absolutely hard " and asserted that this implies a complicated form of interaction, completely inelastic in the direction normal to the surface of the ordinary matter, and perfectly elastic in the direction tangential to the surface.

So is simpler to formulate a representation where one just counts how many particles there are in each orbital.

So the area of the circle is the cross-section and its radius is the sum of the radii of the particles.

So many have now been harvested that the particles of dust in the air have turned the sky green.

So far, this is nothing special: Maybe the two particles " agreed " in advance, when the pair was created ( before the qubits were separated ), which outcome they would show in case of a measurement.

So the paper is now placed in the developer, which transforms the silver halide particles that have a latent image speck on them into metallic silver.

So the particles are at defocused positions when the field is focusing and vice versa.

So, for example, while R < sup > n </ sup > is a Banach space with respect to any norm defined on it, it is only a Hilbert space with respect to the Euclidean norm.

So there is a short non-halting algorithm whose output converges ( after finite time ) onto the first n bits of Omega.

So P < sub > n </ sub > agree with the Bernoulli polynomials on the interval ( 0, 1 ) and are periodic with period 1.

So, for example, a bifunctor is a multifunctor with n

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) So the size of H divides n !.

So, if the TDM frame consists of n voice frames, the bandwidth will be n * 64 kbit / s.

So the value of a GFN increases exponentially, in proportion to 2 < sup > n </ sup >.

So, if n > 0 is an integer and there are integers 1 < a, b < n such that n = a × b, then n is composite.

So if it's not known whether a number n is prime or composite, we can pick a random number a, calculate the Jacobi symbol and compare it with Euler's formula ; if they differ modulo n, then n is composite ; if they're the same modulo n for many different values of a, then n is " probably prime ".

For instance, if we look for the divisors of a number as described above, the number of candidates tested will be the given number n. So if n has sixteen decimal digits, say, the search will require executing at least 10 < sup > 15 </ sup > computer instructions, which will take several days on a typical PC.

So for integer n, A < sup > n </ sup > is symmetric if A is symmetric.

So the various components can be viewed as forming a hierarchy of memories ( m < sub > 1 </ sub >, m < sub > 2 </ sub >,..., m < sub > n </ sub >) in which each member m < sub > i </ sub > is in a sense subordinate to the next highest member m < sub > i-1 </ sub > of the hierarchy.

So, for example, the sum of the terms of the arithmetic progression given by a < sub > n </ sub >