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JavaScript is a lightweight scripting language It is lightweight because it is limited on what it can do For security reasons, JavaScript can only affect the web page It is intended to allow you to add interactivity to your web page JavaScript is a client-side scripting language This means that the program will run in the user s browser on the user s web page By running on the client s computer, your web site will load faster JavaScript can be used for many things on your web page One item JavaScript can handle is reacting to an event An event is an action performed by the user Clicking a button, loading a page, or hovering over a picture are all events that JavaScript can react to Event-driven programming is part of the basis of modern programming In addition to handling events, JavaScript can read and create cookies A cookie is a file created by a web page The cookie holds information about the user s session with the web page Items ordered, date last visited, or even page preferences can be held in the cookie file Finally, JavaScript can modify the HTML on your page Through creative uses of JavaScript, HTML, and CSS, you can create very unique web pages This combination is referred to as Dynamic HTML (DHTML) DHTML is the subject of the next chapter

vb.net pdf 417 reader

VB . NET Image: How to Decode and Scan 2D PDF - 417 Barcode on Image ...
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Example: ACC Tournament Matchups Probability that the Team at Left will Win Duke UNC UVa Maryland Duke UNC 065 UVa 045 050 Maryland 030 035 045

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What is the probability, from the vantage point of the opening buzzer of the Duke UNC game, that any of these teams will win the tournament To determine that, the first thing to do is to lay out a probability tree The tree has three stages: 1 The Duke UNC game, with two possible outcomes Duke has a 35 percent chance of winning, and (since the totals sum to one) UNC has a 65 percent chance of winning 2 The Maryland Virginia game, with (again) two possible outcomes This part of the tree is replicated for each possible outcome of the Duke UNC game That s because there are four ways that this could play out: a Duke could beat UNC, and Maryland could beat UVa b Duke could beat UNC, and UVa could beat Maryland c UNC could beat Duke, and Maryland could beat UVa d UNC could beat Duke, and UVa could beat Maryland In this case, the probabilities do not affect one another that is, the Duke UNC game and the UVa Maryland game are said to be independent events 3 Lastly, the winners of the two games will meet in the final As with our four possible two-game outcomes, we ll have four corresponding possibilities for a final round: a Duke plays Maryland b Duke plays UVa c UNC plays Maryland d UNC plays UVa

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unsustainable We will cover price channels in 6 in the section on price formations, but we can see now how it s actually support and resistance levels and the trendlines drawn from them that are the basis for chart formation Figure 5-12 shows a commonly seen situation More often than not a trading range proves to be a price pause before resumption in the same direction in which the market was moving before entering the range This occurs because markets tend to trend more than they reverse Trendlines can be horizontal or angular and connect to at least two price points, with the third point adding validity This is a

But how do we calculate the probability that those underdog Terrapins (ie, Maryland) will win the tournament By multiplying the probabilities In general, if there is a probability X that Event 1 will happen, and a probability Y that Event 2 will happen, then the probability that both will happen is XY Thus, the probability that Duke will beat UNC in the first game of the next to last round, that Maryland will beat Virginia in the second game, and that Maryland will then beat Duke in the finals is 035 0045 030 = 00473 or 473% That doesn t look so good, but there are other possibilities As the following spreadsheet shows, we can multiply all of these triplets through to find the probability for any one specific outcome

Example: ACC Basketball Tournament Outcomes Winner Duke Duke Duke Duke UNC UNC UNC UNC Probability 035 035 035 035 065 065 065 065 Winner Maryland Maryland UVa UVa Maryland Maryland UVa UVa Probability 045 045 055 055 045 045 055 055 Winner Duke Maryland Duke UVa UNC Maryland UNC UVa Probability 070 030 055 045 065 035 050 050 Total Overall Probability 01102 00473 01059 00866 01901 01024 01788 01788 1000

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