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The initial cash outf low required by the project is the sum of the construction cost ($8 million), the land cost ($1 million), and the required new inventory ($1 million). Thus, this project requires an investment of $10 million to launch. If accounts receivable did not equal accounts payable, then the new accounts receivable would add to the initial cash outf low, and the new accounts payable would be subtracted. These cash f lows are tabulated in Exhibit 10.1.

ATTORNEY FEES: In the event action is brought by any party to enforce any terms of this agreement or to recover possession of the premises, the prevailing party shall recover from the other party reasonable attorney fees It is acknowledged, between the parties, that jury trials significantly increase the costs of any litigation between the parties It is also acknowledged that jury trials require a longer length of time to adjudicate the controversy On this basis, all parties waive their rights to have any matter settled by jury trial 24 NOTICES: All notices to the tenant shall be deemed served upon mailing by first class mail, addressed to the tenant, at the subject premises or upon personal delivery to the premises whether or not Tenant is actually present at the time of said delivery.

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Even more exible may be the solution where the rst element of the vector N is always added to Nsum, after which it is removed from the vector (formally substituted by nil); and the cycle is repeating unless the whole vector N becomes empty (of course, if N is not needed for subsequent computations), as follows:

p The mean value of the amplitude is pr/2. Usually, the front of the receiver is still the dominant noise source, a white noise that stays xed while the signal amplitude moves up and down according to distribution (4.11). This distribution of power can be an unpleasant one to deal with. Figure 4.4 shows the distribution for several mean values, and it is clear that the distribution has a wide spread and x has considerable probability of taking a value well below the mean.

locally and wait for the arrival of a mobile sink Multisink scenario is also considered Each sink moves randomly and collects data from encountered sensors in its communication range Collected data are then carried by the sink to a wireless access point (eg, a xed base station) In the case of stochastic sink mobility, energy consumption at sensor side is only due to sink discovery and subsequent data transfer Assume each sink broadcasts a beacon message while moving A straightforward way of sink discovery is to monitor the wireless communication channel Whenever a sensor hears the beacon message it concludes that a sink arrives However, constant channel monitoring is very expensive in energy Chakrabarti et al (2003) show that, if sinks (eg.

that a solution to a geometric problem that includes points at x = and y = will require an in nite number of mesh points at which we will solve for potential and elds, and this makes the boundary value problem impossible to solve numerically We must therefore make an approximation that the elds go to zero on the surface of a box of nite extent but large compared with the dimensions of the trace width and FR-4 thickness As a rule of thumb, a so-called air box will be taken to be at least 10 times the width w shown in all dimensions Only a series of numerical calculations can tell us if this is large enough to produce a change in electric eld intensity values to a precision of our choice (eg 10 6 change for each doubling of spatial extent).

, mounted on shuttle buses) move along the regular path, then sensors can predict their arrival after being allowed a learning curve for their movement pattern After discovering a sink, data transfer should also start in an intelligent way If a sensor simply transmits as soon as it discovers the sink, data may not be successfully delivered or may be delivered with many retrials, wasting energy According to Anastasi et al (2007a), message loss probability drops with decreased sensor-sink distance Suppose the sink passes by sensors along straight line To minimize energy consumption, data transfer should take place in the time interval with minimum message loss probability, which is exactly around the minimum sensor-sink distance point From this consideration, Anastasi et al (2007b) proposed an adaptive data transfer protocol In Anastasi et al.

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