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Here and C
Here, purines form hydrogen bonds to pyrimidines, with A bonding only to T, and C bonding only to G. This arrangement of two nucleotides binding together across the double helix is called a base pair.
Here C < sub > p </ sub > is the heat capacity at constant pressure and α is the coefficient of ( cubic ) thermal expansion
Here, he worked with John C. Oxtoby to establish important results regarding ergodic theory, which appeared in Annals of Mathematics in 1941.
Here 0 is the initial object of C. Cogroup objects occur naturally in algebraic topology.
Here, the methane is isotopically light ( δ < sup > 13 </ sup > C <-60 ‰) which indicates that it is derived from the microbial reduction of CO < sub > 2 </ sub >.
Here he worked on Hierarchical Program Structures, probably his most influential publication, which appeared co-authored with C. A. R.
Here, according to Maria C. Pantelia, Helen becomes the ' author ' of a catalog when she describes for Priam the qualities of the most important Greek warriors.
Here, intense solar radiation by day, which raises the surface when dry to a temperature approaching 27 ° C ( 80 ° F ), alternates with severe frost by night.
Here John C. Raven developed a verbal intelligence test called the Mill Hill Vocabulary scale.
Here V is the molar volume of a substance, T < sub > C </ sub > is the critical temperature and k is a constant valid for almost all substances.
* " The Mission ", a song on Puscifer's 2009 album " C " Is for ( Please Insert Sophomoric Genitalia Reference Here )
* Hett, Benjamin C. " Goak Here: A. J. P.
( Available from C & O Association ) Here is Chapter 3 about Seneca.
In 1936, Lewis and John C. Moffitt wrote a stage version, also titled It Can't Happen Here, which is still produced.
* Pinckney Benton Stewart Pinchback Papers, Manuscript Department, Moorland-Spingarm Research Center, Howard University, Washington, D. C., 3 includes " Here under the protecting care " speech quoted by Nicholas Lemann in Redemption: The Last Battle of the Civil War
" The mock-epitaph for Fields reads " Here Lies / W. C. Fields / I Would Rather Be Living in Philadelphia.
Here is a simple example of inline expansion performed " by hand " at the source level in the C programming language:
Here is an implementation of the recursive algorithm in C:
Here Graeme ( 126 ) and Peter Pollock ( 10 / 87 ) won the match and Snow ( 1 / 63 & 3 / 83 ) was dropped both for the last Test and the M. C. C.
Here, we consider waves generated at point C by the source which has now moved to point A.
For example, suppose A steals from B, what B had previously bought in good faith from C, which C had earlier stolen from D, which had been an heirloom of D's family for generations, but had originally been stolen centuries earlier ( though this fact is now forgotten by all ) from E. Here A has the possession, B has an apparent right of possession ( as evidenced by the purchase ), D has the absolute right of possession ( being the best claim that can be proven ), and the heirs of E, if they knew it, have the right of property, which they cannot prove.

Here and <
Here, < sub > n </ sub > denotes the sample mean of the first n samples ( x < sub > 1 </ sub >, ..., x < sub > n </ sub >), s < sup > 2 </ sup >< sub > n </ sub > their sample variance, and σ < sup > 2 </ sup >< sub > n </ sub > their population variance.
Therefore, given any positive integer n, it produces a string with Kolmogorov complexity at least as great as n. The program itself has a fixed length U. The input to the program GenerateComplexString is an integer n. Here, the size of n is measured by the number of bits required to represent n, which is log < sub > 2 </ sub >( n ).
Here K denotes the field of real numbers or complex numbers, I is a closed and bounded interval b and p, q are real numbers with 1 < p, q < ∞ so that
Here k is first-order rate constant having dimension 1 / time, ( t ) is concentration at a time t and < sub > 0 </ sub > is the initial concentration.
Here I < sub > 2 </ sub > is reduced to I < sup >–</ sup > and S < sub > 2 </ sub > O < sub > 3 </ sub >< sup > 2 –</ sup > ( thiosulfate anion ) is oxidized to S < sub > 4 </ sub > O < sub > 6 </ sub >< sup > 2 –</ sup >.
The simplest, and original, implementation of the protocol uses the multiplicative group of integers modulo p, where p is prime and g is primitive root mod p. Here is an example of the protocol, with non-secret values in < span style =" color: blue "> blue </ span >, and secret values in < span style =" color: red "> boldface red </ span >:
Here is the center of the ellipse, and is the angle between the < math > X </ Math >- axis and the major axis of the ellipse.
Here ( Z / 2Z ) is the polynomial ring of Z / 2Z and ( Z / 2Z )/( T < sup > 2 </ sup >+ T + 1 ) are the equivalence classes of these polynomials modulo T < sup > 2 </ sup >+ T + 1.
Here the kets and columns are identified with the vectors of V and the bras and rows with the dual vectors or linear functionals of the dual space V < sup >*</ sup >, with conjugacy associated with duality.
Here, R < sub > ij </ sub > is the Ricci tensor.
# If A is a cartesian product of intervals I < sub > 1 </ sub > × I < sub > 2 </ sub > × ... × I < sub > n </ sub >, then A is Lebesgue measurable and Here, | I | denotes the length of the interval I.

Here and b
"( Here They Come ) From All Over the World " b / w " Freeway Flyer " ( Liberty 55766 )-BB No. 56, CB No. 50-( JB )
Here for real a, b and c, if Δ > 0, the polynomial has two real roots, if Δ = 0, the polynomial has one real root, and if Δ < 0, the polynomial has no real roots.
*" I Can't Take It " b / w " Here in the Night ( live )" ( 7 " single ) ( 1985 )
Here, α, β, and γ are the angles at the center of the sphere subtended by the three arcs of the spherical surface triangle a, b, and c, respectively.
Here he met William Tyndale, under whose influence he abandoned the Roman Catholic faith, and married Antwerp native Adriana de Weyden ( b. 1522, anglicised to Adrana Pratt in 1552 ) in 1537.
Here we have another unwanted error ε < sub > b </ sub > with value:
Here the sets A and B that contain a and b are calculated recursively, with n = 1 and n = 2 being the base case.
Here by an arc from x to y we mean the image in M of a topological embedding f from an interval to M such that f ( a )= x and f ( b )= y.
The axiom can be stated as follows: For any nonempty set X and any entire binary relation R on X, there is a sequence ( x < sub > n </ sub >) in X such that x < sub > n </ sub > R < nowiki ></ nowiki > x < sub > n + 1 </ sub > for each n in N. ( Here an entire binary relation on X is one such that for each a in X there is a b in X such that aRb.
Here i is the van't Hoff factor as above, K < sub > b </ sub > is the ebullioscopic constant of the solvent ( equal to 0. 512 ° C kg / mol for water ), and m is the molality of the solution.
Here at + b is the trend line, so the sum of squared deviations from the trend line is what is being minimised.
* Bingham fluid model ( for τ ≥ b ) where Here " a " and " b " are constants, with " b " being the minimum shear stress needed to cause flow, known as yield stress.
Here denotes the norm on L < sup > 1 </ sup >( a, b ).
Here, a, b, and c are the angles at the centre of the sphere subtended by the three sides of the triangle, and α, β, and γ are the angles between the sides, where angle α is opposite the side which subtends angle a, and so forth.
Here the initial letter q-represents the PIE labiovelar consonant */ gʷ /, transformed in later Greek into / b /.
* " Weirdo Libido " b / w " Here With My Love "-Virgin Records ( 1986 )
* " Here Comes the Night " ( edit ) b / w " Baby Blue " ( Brother / Caribou ZS9 9026 ), February 19, 1979 US # 44 ; UK # 37
Here a = 2 and b = 1 so the equation of the pedal curve is 4x < sup > 2 </ sup >+ y < sup > 2 </ sup >=( x < sup > 2 </ sup >+ y < sup > 2 </ sup >)< sup > 2 </ sup >
Here, is the similarity of characters a and b. It uses a linear gap penalty, here called d.
Here v ( the number of elements of X, called points ), b ( the number of blocks ), k, r, and λ are the parameters of the design.
* " Leaving Here " ( Holland – Dozier – Holland ) b / w " Next in Line " ( Ronnie Wood ) ( April 1965, Decca F 12140 ) ( Producer: Franklyn Boyd )-UK No. 45

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