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after your horrible mistakes, then you can sleep through the part where you re supposed to learn something You can just keep on making mistakes and avoiding the consequences Running out of the diner is just an excuse to avoid confrontation with your worst self If you go home and nap again, you might never wake up Sure, you won t sleep forever in the bed But you ll be a walking zombie This experience will scar you forever, and you ll never take responsibility for your financial future ME: Harvey, I don t have any money left to trade with I lost five thousand dollars in a matter of minutes today There is no way that my wife is going to forgive me for that I don t have a financial future I gave all the possible trading capital that I have to my currency dealer.

Figure 2.4. An ad hoc network with seven beacons (colored black). In such a network, every other node u (colored gray) has seven virtual coordinates hi (u), i = 1, 2, . . . , 7, one for each virtual distance from a beacon.

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Using That Knowledge: The mobile satellite-aware AACR knows the technical parameters of planned and deployed mobile satellite systems to explain the trade-offs among services, tariffs, antennas, SDR waveforms, and RF front-end hardware 7943 VSAT Knowledge Chunk Very small aperture terminal (VSAT) satellite systems use large Earth terminals at a central hub and a high gain satellite with high power offsets to reduce user terminal antenna diameter to 05 1 meter This asymmetrical arrangement signi cantly expanded the market for satellite data services because the subscriber Earth station is easy to deploy and maintain VSAT applications include point of sales terminals with centralized control for large multinational corporations like McDonald s restaurants Using That Knowledge: The VSAT-aware AACR assists the user to obtain and employ VSAT modes 794.

and the resulting vectors can serve as coordinates A beacon-based infrastructure consists of a set of, say, r nodes B1 , B2 , , Br , which are speci ed to be the beacons (Figure 24 depicts a simple beacon based ad hoc network with seven beacons) For any other node u of the network, let hi (u) be the number of hops of the node u from the ith beacon Bi Node u s virtual position is now determined by the vector of r virtual coordinates, an r-tuple h(u) = (h1 (u), h2 (u), , hr (u)) Since by following this procedure two different nodes may well have the same coordinates, it will be necessary to maintain an additional node identi er in order to break symmetry.

4 DBS Knowledge Chunk Direct broadcast satellites (DBSs) also use asymmetrical apertures with the heavy aperture in a central hub and VSAT or smaller terminals on customer premises The Hughes 601 satellites, for example, deliver over 50 channels of digital television to a 24 inch aperture terminal via a 225 MHz satellite transponder Leased DBS capacity can deliver large amounts of data to thousands of subscribers within the satellite footprint DBS digital audio broadcast (DAB), XM service, and direct video broadcast (DVB) entered service between 2000 and 2004 Using That Knowledge: The DBS-aware AACR recognizes DBS, satellite audio, and DVB in DBS bands to obtain air interface hardware, waveform downloads, and licenses if DBS services enhance user QoI 7945 Wideband SATCOM Knowledge Chunk Between 1995 and 2000, DARPA and the US.

To make routing decisions, nodes need to know not only their own virtual positions but also the virtual positions of their neighbors Therefore they must periodically update their virtual coordinates using broadcast messages Routing with Beacons Beacon vector routing (BVR) is based on employing these beacon nodes in order to construct spanning trees rooted at the beacons (one rooted tree per beacon) and spanning every other node of the ad hoc network As a result, every node becomes aware of its distance (in hops) to every beacon, and the resulting beacon vectors can serve as coordinates This coordinate formation protocol requires very little state, overhead, or precon gured information (such as geographic location of nodes) After de ning a distance metric over these coordinates, we can use a simple greedy distance-minimizing routing algorithm Routing requires the de nition of a distance function between any pair {u, v} of nodes.

Sure, we have some additional savings, but I can t use that now I can t be trusted with that money We need that money to live on I can t believe how fast I let it go It disappeared so fast I can t even talk about it HARVEY: Harry, sit here on the curb and talk to me for just a few moments ME: [silence] HARVEY: That s better That s the reasonable Harry Banes that I know ME: [silence] HARVEY: Maybe that was the last trading you ll ever do That s a possibility But I gotta talk to you about this You ve got to come to terms with what happened ME: Okay I m willing to do that I am willing to listen HARVEY: First of all, let s look at what just happened in the restaurant.

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