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Figure 12-1 Confocal optical section of chromosomes in a Drosophila salivary gland nucleus. Nuclei were labeled with chromomycin A3 to show the banding of polytene chromosomes. The confocal image shows a striking pattern of fluorescent bands on the chromosomes, while the wide-field fluorescence image of the same cell looks blurred. Bar 10 m. (From White et al., 1987; with permission, Rockefeller University Press)

The video included messages from the top executives explaining the changes why they were being made and what market pricing is and emphasizing being the best In addition, HR posted project updates on the HR Website home page HR also contacted each employee individually We had prepared a personalized letter for every associate that told them what band they were in and what market data their job would relate to, said Graebner The communication blitz was so effective that one manager told them, By the time we rolled this out we knew so much about it that it was second nature and a no brainer We were all wondering why we hadn t done this before So far, JC Penney has had no major issues develop as a result of the changes, although Graebner says that ongoing communication is required..

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Most brokers forced agents to do everything themselves: Write your own ads, put up your own signs, take your own messages, stuff your own envelopes, fill out your own contracts Liniger did surveys, took copious notes, and built courses on time management to squeeze maximum efficiency out of an agent s day Why did RE/MAX care whether an agent who earned 100 percent of his or her own commissions made an extra sale every month Because the more sales an agent made, the more successful he or she was, the better he or she felt about RE/MAX, and the more others saw the benefit of joining, too Liniger found, through his study, that top agents spent 20 percent of their time face-to-face with customers The other 80 percent of their time.

for square matrices M. The result is a square matrix of the same dimension as M. This function has some useful properties: 1. The matrix N exp M is always invertible and N 1 exp M . 2. If M is antisymmetric (i.e., its matrix transpose MT M), then N exp M is an orthogonal matrix (i.e., its matrix transpose NT N 1 ).

satisfy the strong union axiom, because a path that is blocked by a separating set Z need not be blocked by a superset of Z: it may be blocked by Z, because a node with converging edges is not in Z and neither are any of its descendants It may be active given a superset of Z, because this superset may contain the node with converging edges or any of its descendants, thus activating a path that was blocked before Nevertheless, the validity of the graphoid axioms is easily established: decomposition obviously holds, since the set of paths connecting W and Y (or X and Y) are a subset of the paths connecting W X and Y and since the latter are all blocked (according to the prerequisite), so must be the former Weak union holds, because the nodes in W cannot activate any paths from X to Y.

Avoiding logical fallacies that catch out intelligent people Steering clear of bad economic reasoning

The GSM phase 2 speci cations have been the basis for GSM implementations roughly between 1995 and 1998. GSM phase 2 added mainly

Even if W contained a node with converging edges of a path from X to Y or a descendant of such a node, the path would still be blocked, because any path from this node to Y is blocked by Z (Note that the separation of W and Y by Z is essential) Contraction is similar, only the other way round: since all paths from W to Y are blocked by Z, we do not need the nodes in W to block the paths from X to Y, Z is sufficient Basically the same reasoning shows that the intersection axiom holds The only complication are paths from a node in W X that zig-zag between W and X before going to a node in Y However, from the presuppositions of the intersection axiom it is clear that all such paths must be blocked by Z.

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