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If you re familiar with the process of cropping an image, you ll quickly grasp the concept of clipping AP elements. Just as desktop publishing software hides but doesn t delete the portion of the picture outside the crop marks, AP elements can mask the area outside the clipping region defined by the Left, Top, Right, and Bottom values in the Clip section of the CSS-P Property inspector. All clipping values are measured from the upper-left corner of the AP element. You can use any CSS standard measurement system: pixels (the default), inches, centimeters, millimeters, ems, or picas. The current implementation of CSS supports only rectangular clipping. When you look at the code for a clipped AP element, you see the values you inserted in the CSS-P Property inspector in parentheses following the clip attribute, with the rect (for rectangular) keyword, as follows:



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function, a reasonable allocation method should be used to assign the program revenues to the appropriate functions. This issue, however, is different from when a government has the discretion to use a particular grant for more than one program or function. In this case, the grant would be considered a general revenue instead of a program revenue because of the discretion that the government can exert in how the grant amounts are used. General revenues are all those revenues that are not required to be reported as program revenues. GASBS 34 specifies that all taxes, regardless of whether they are levied for a specific purpose, should be reported as general revenues. Taxes should be reported by type of tax, such as real estate taxes, sales tax, income tax, franchise tax, etc. (Although operating special assessments are derived from property owners, they are not considered taxes and are properly reported as program revenues.) General revenues are reported after total net expense of the government s functions on the statement of activities. A government s statement of activities may report extraordinary and special items. Extraordinary items are those that are unusual in nature and infrequent in occurrence. This tracks the private sector accounting definition of this term. Special items are a new concept introduced by GASBS 34. They are defined as significant transactions or other events within the control of management that are either unusual in nature or infrequent in occurrence. Special items are reported separately in the statement of activities before any extraordinary items. The GASB cites the following events or transactions that may qualify as extraordinary or special items: Extraordinary Items Costs related to an environmental disaster caused by a large chemical spill in a train derailment in a small city

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Document windows always display a horizontal ruler across the top and a vertical ruler down the left side. The horizontal ruler measures from the top-left corner of the page across the entire spread; the vertical ruler measures from the top to the bottom of the current page.

Vec rhs, x; VecCreateSeqWithArray(PETSC-COMM-SELF, Rank, X , &rhs); VecDuplicate(rhs, &x) ; KSP ksp; KSPCreate(PETSC-COMM-SELF, &ksp) ; KSPSetTolerances(ksp, Iter-error, PETSC-DEFAULT, PETSC-DEFAULT, Max-iter-num); KSPSetFromOptions(ksp) ; KSPSetOperators(ksp, * (Mat*)A, * (Mat*)A, SAME-PRECONDITIONER); //VERSION 2.2.0: //KSPSetRhs(ksp, rhs); //KSPSetSolution(ksp, x); //KSPSolve(ksp) ; //VERSION 2 . 2 . 1 : KSPSolve(ksp,rhs,x); PetscReal r-norm; KSPGetResidualNorm(ksp, &r_norm); KSPGetIterationNumber(ksp, &Num-of-iter); printf ("Matrix solver step %d, residual %g.\n", Nm-of-iter, r-norm); PetscScalar *p; VecGetArray(x, &p) ; for(int i=O; i<Rank; i++) X C i l = plil ; VecRestoreArray(x, &p) ; KSPDestroy(ksp1; VecDestroy(rhs) ; VecDestroy(x);

you don't plan to use the full set of concepts, the business component approach provides a highly useful conceptual framework for thinking about client/server and distributed business systems .

In conclusion, in this chapter the Jacobian RBF DFE TEQ has been proposed and analysed comparatively in conjunction with the well-known Log-MAP TEQ [288,3l] The associated 1 performances and complexities have been compared in the context of BPSK, 4-QAM and 16QAM The computational complexity of the Jacobian RBF DFE TEQ is dependent on the number of RBF centres, the CIR length and modulation mode The associated 'per iteration' implementational complexity of the Jacobian RBF DFE TEQ (m = 3, n = 2, IT = 2) was approximately a factor 25,44 and 163 lower in the context of BPSK, 4-QAM and 16-QAM, respectively, for the three-path channel considered The performance degradation compared to the conventional Log-MAP TEQ [31 l ] was negligible for BPSK and 4-QAM, but was approximately 4dB for 16-QAM, when communicating over the three-path, equal-weight, symbol-spaced burst-invariant Rayleigh fading channel environment considered.

Microvilli/ surface stuctures Punctate nucleus (no nucleolus) Nucleus (no nucleolous)

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