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EAN-139780006860716   EAN-13 barcode 9780006860716
Product NameThe Law Of Torts: Examples & Explanations, 4th Edition
LanguageEnglish
CategoryBook / Magazine / Publication
Amazon.comA Buy on Amazon ~ 0735588740
SKUACOMMP2X41091_NEW_0735588740
Price New15.00 US Dollars    (curriencies)
Price Used3.00 US Dollars    (curriencies)
Width1.25 inches    (convert)
Height10 inches    (convert)
Length7 inches    (convert)
Weight42.4 ounces    (convert)
AuthorJoseph W. Glannon
Page Count696
BindingPaperback
Published02/16/2010
FeaturesUsed Book in Good Condition
Long DescriptionA favorite among successful students, and often recommended by professors, the unique Examples & Explanations series gives you extremely clear introductions to concepts followed by realistic examples that mirror those presented in the classroom throughout the semester. Use at the beginning and midway through the semester to deepen your understanding through clear explanations, corresponding hypothetical fact patterns, and analysis. Then use to study for finals by reviewing the hypotheticals as well as the structure and reasoning behind the accompanying analysis. Designed to complement your casebook, the trusted Examples & Explanations titles get right to the point in a conversational, often humorous style that helps you learn the material each step of the way and prepare for the exam at the end of the course. The unique, time-tested Examples & Explanations series is invaluable to teach yourself the subject from the first day of class until your last review before the final. Each guide: helps you learn new material by working through chapters that explain each topic in simple language, challenges your understanding with hypotheticals similar to those presented in class, provides valuable opportunity to study for the final by reviewing the hypotheticals as well as the structure and reasoning behind the corresponding analysis, quickly gets to the point in conversational style laced with humor, remains a favorite among law school students, is often recommended by professors who encourage the use of study guides, works with ALL the major casebooks, suits any class on a given topic, provides an alternative perspective to help you understand your casebook and in-class lectures
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SHA256f22aeffdc310fce877d014c1387855e10f0124b16f7065e55e77958e87f72307
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Article of interest

Code39 also known as Code 3 of 9 allows you to encode text using characters A-Z and 0-9 and some punctuation. Using an extended encoding system, it is possible to encode the entire ASCII character set.

barcode

Each character is made up of 10 elements where 5 are bars and 5 are spaces. You may have seen this described as 9 elements on other sites where 5 are bars and 4 are spaces but there is always a narrow space stripe between characters which means we might as well consider that trailing narrow space part of each character making the total number of elements 10. The final trailing narrow space simply appears to be absorbed into the quiet zone to the right of the final barcode. There is no check digit in this symbology unlike others. The variation between the width of the bars is what define the value of each character.

In the image below you will notice the start and stop block are the same. In most Code39 fonts,this is encoded as the asterisk (*) character although it is not displayed under the barcode. The text under the barcode is optional and is for human use only. The start and stop asterisks are not decoded when scanned and may or maynot bedisplayed. Also how the text is displayed depends on the process used to create the barcodes. Often, the text is simply under the barcode without the indent displayed in our sample.

barcode

Normally, there are only 43 characters that can be encoded using Code39. But if you want to encode the full ASCII characterset, you can prefix letters with special characters to get the characters you need including lower case and special characters. Although it is possible to encode the full ASCII set, if you actually need to do this it is better to use Code128 because it will produce a smaller barcode.

If you want to create your own Code39 barcode, you can visit our very own barcode generator page.

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