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i want to read a pdf file which contains empid and code for 100 nos..in front end i ll give specific empid..then the corresponding code has to be ...
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Code Assist reports its findings to the Builder ICompletionRequestor The results are reported specifically to the type of the completion element

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(14:23)

The .NET Framework consists of three key elements (as shown in Figure 1-1):

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The mixed-radix digit_extraction algorithm 7.7 achieves the conversion from a source RNS system with a set of moduli {mi} to a target mixed-radix system with the same set {mi} as radix set. The mi do not need to be ordered by size or whatever; that same order must be respected for both source and target systems. Nevertheless, ordering the residues ri from left to right, by decreasing the size of the mi, makes trivial the iterative RNS coding of the successive residues with respect to the left side moduli, as required by substep 2 of each iteration step. In the iterative circuit, presented in Figure 14.11, the initial RNS expression is denoted R1(s..1), assuming mi . mj, 8i, j such that i . j. The rst mixed-radix digit x0 (substep 1) is readily extracted as R1(1). The next stage (substep 2) achieves the RNS subtraction R1(s..1) 2 R1(1); as the mi are ordered by increasing size from right to left, R1(1) , mi .1, 8i, the RNS components of R1(1) are repeatedly R1(1). The third stage (substep 3) divides its RNS input R2(s..2) by m1: this operation is achieved through componentwise multiplication mod mi.1 of R2(i) by (1/m1) mod mi. From the result R (s..2), the next mixed-radix digit x1 is extracted as R (2). Step k 2 2 starts with input R (s..k); xk21 is rst extracted as R (k) then (substep 2) the subtrack k tor computes Rk 1(s..k 1) R (s..k) 2 R (k); the third substep nally multiplies k k Rk 1(s..k 1) by 1/mk through componentwise multiplication mod mi.k of Rk 1(i) by (1/mk) mod mi.

The Java model supports navigating the Java element tree However, the model is too coarse-grained to allow for a detailed analysis of code The Java core provides access to a compilation unit's abstract syntax tree (AST) An AST represents the result of parsing and analyzing the compilation unit Figure 3319 shows the AST for the following compilation unit