MicroCode Studio in Circuit Debugger in Software

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In 5, we presented an example scenario for examining the day of the week and time of day to determine whether a SQL command should be allowed to execute. The IT department s policy allowed for system maintenance to occur on Fridays from 5 to 11 P.M., so this was an organizational policy that used time-based factors. A word of caution: As you examine time-based factors, consider creating only factors that have meaning to your organization or enterprise. Factors such as Time of Day or Current Date are simply data points that can be resolved using normal PL/SQL routines such as TO_CHAR or SYSTIMESTAMP and do not provide a tremendous amount of value as DBV factors. You should focus on creating factors for the concept of a maintenance window or other named time windows in which an activity can occur. Creating these types of factors is useful when decisions are made outside of a DBV rule set, such as inside PL/SQL code blocks or in row-level security controls such as Oracle VPD. The DBVEXT.DBMS_MAC_EXTENSION PL/SQL package includes a utility function called weekly_window that can be used to create multiple named time windows. Our example from 5 could be expressed as a factor in the following way:
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Alternatively, if we have a powerful enough telescope, we can observe them and read them directly by sight. In either case, the information that tells us what the clocks say travels to us at the speed of light. We get in our space ship and maneuver ourselves so that we are in the exact center of the cube, equidistant from all eight clocks. Then we proceed to synchronize them using our remote-control, wireless two-way data communications equipment. Thank heaven for computers! The task is accomplished in a just a few minutes. It can t be done instantaneously, of course, because our command signals take the better part of a minute to reach the clocks from our central location, and then the signals coming back from the clocks take just as long to get to us so that we can see what they say. Soon, however, everything is in agreement. Clocks A through H all tell the same time to within a fraction of a second. Satisfied with our work, we cruise out of the cube because there s nothing there of any real interest except a few small meteoroids. We take a look back at the clocks, mainly to admire our work but also because, as technicians, we are instinctively programmed to suspect that something can always go wrong. What do we see To our dismay, the clocks have already managed to get out of sync. Muttering a curse or two, we take our ship back to the center of the cube to correct the problem. However, when we get there, there is no problem to correct! The clocks are all in agreement again. You can guess what is happening here. The clock readings depend on how far their signals must travel to reach us. For an observer at the center of the cube, the signals from all eight clocks, A through H, arrive from exactly the same distance. However, this is not true for any other point in space. We have synchronized the clocks for one favored vantage point; if we go somewhere else, we will have to synchronize them all over again. This can be done, but then the clocks will be synchronized only when observed from the new favored vantage point. There is a unique sync point the spot in space from which all eight clocks read the same for each coordination of the clocks. No sync point is more valid than any other from a scientific standpoint. If the cube happens to be stationary relative to some favored reference point such as Earth, we can synchronize the clocks, for convenience, from that reference point. However, if the cube is moving relative to our frame of reference, we will never be able to keep the clocks synchronized. Time depends on where we are and on whether or not we are moving relative to whatever device we use to indicate the time. Time is not absolute, but relative, and there is no getting around it.
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exact class ID wording for it to work properly. User-defined class options can be assigned to either server or scope options, depending on whether they apply to systems in all scopes or only to systems in specific scopes.
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The synthetic long or short is a risk reversal, but, technically speaking, an actual synthetic position is a risk reversal made up of the atthe-money options. Using the Exxon example one more time, if we were to sell the October 70 put for the price listed at 7.61 and buy the October 70 call option for 7.48 as shown in Figure 6.16, we would actually come out with a very slight credit of .13. Synthetics placed for a credit are not terribly common, but it does happen when the volatility is in ated on one side over the other. The purchased call option has a long delta of 57.5 percent, and the short put option has a long delta of 42.5 percent, giving us a combined delta of 1.00 equivalent to the underlying 100 shares of stock. The synthetic will trade the same as the underlying, so why pay two commissions The simple answer is leverage. The margin on the option position is typically 20 percent of the value of the underlying shares, while the underlying itself has a typical cash requirement of 100 percent or a margin of at least 50 percent. So in the case of the Exxon shares represented, 100 shares would have a cash requirement of $7,044 or a $3,522 margin. The synthetic long would have margin of $1,408 minus the small credit of $13 plus the costs of trading. All of that looks very attractive and in theory works exactly as does the underlying. The risk to the synthetic is that you have two
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PART 2 Test
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