tag:blogger.com,1999:blog-42258689426873846202024-03-05T00:54:18.972-06:00Bag of Tricks Business LibrarianCharles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.comBlogger508125tag:blogger.com,1999:blog-4225868942687384620.post-74674584604513050552020-02-13T12:22:00.002-06:002020-02-13T12:22:24.346-06:00Blog UpdateHello all - you may have noticed I haven't posted for a while. However, the information in the various entries is still up-to-date.<br />
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The librarian blogs have been moved from the main page of the library due to a web design. I'll probably be posting intermittently on this format as a result.<br />
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I'll still be sharing what I know on this blog and also on <a href="https://guides.library.txstate.edu/?b=s">various LibGuides</a>. Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com1tag:blogger.com,1999:blog-4225868942687384620.post-27346461816699643652019-09-30T15:27:00.000-05:002019-09-30T17:30:41.381-05:00Trade Organizations and Statistics <h3 class="post-title entry-title" itemprop="name">
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<span style="font-weight: bold;">Trade or professional organizations can
be good sources for otherwise hard to find statistics on sales, volume,
value, industry trends or other news</span>. Many times these figures are cited as definitive as possible sources.<br />
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There are organizations for toys, chocolate, automobile sales, and so on.<br />
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They have stats like this: <br />
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<img alt="" height="164" src="data:image/png;base64,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" width="640" /><br />
You can do a google search for their websites or.....<br />
<br />
you can search our database <a href="http://catalog.library.txstate.edu/record=e1000371~S1a">Ward's Directory</a> and <span style="font-weight: bold;">be sure to select advanced search and search the Encyclopedia of Associations by keywords</span>. More clicks but better results.<br />
Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com4tag:blogger.com,1999:blog-4225868942687384620.post-56095807739962158802019-09-18T11:12:00.000-05:002019-09-26T15:15:55.301-05:00Book Review: Reminiscences of A Stock Operator<img src="http://upload.wikimedia.org/wikipedia/en/thumb/7/7c/Reminiscences_of_a_Stock_Operator.jpg/200px-Reminiscences_of_a_Stock_Operator.jpg" height="315" id="il_fi" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="200" /><br />
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<a href="http://catalog.library.txstate.edu/record=b1804831~S1a">This may be the best book ever written about trading stocks. Sure, it was written a hundred years or so ago, but the market behaves very similarly today. </a><br />
<br />
Jesse Livermore made millions in the glory years of early 20th century stock trading. He DID NOT use inside information either - just tape reading (the record of price movement). <br />
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Here's some major takeaways from the book: <br />
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1. Learn to read a chart (book doesn't discuss chart reading, just advises you to learn it)<br />
2. Learn to trust your instincts, read the chart and ignore hot tips.<br />
3. Learn that the market forms ideas that it is slow to abandon.<br />
4. Learn to trade current events<br />
5. Learn to recognize deceptive tricks (And this book has a lot of classic examples that still get used today!) <br />
<br />
Wonderful writing really gives you a sense of early 20th century stock plungers: the bucket shops, the trips to Florida for fishing, catching the train, going broke in Boston and starting over in Cleveland, the crusty characters at the local stock brokerages and more. <br />
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<br />Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com5tag:blogger.com,1999:blog-4225868942687384620.post-8506013102446852342019-09-05T15:19:00.000-05:002019-09-05T10:19:43.063-05:00What Investors Can Learn From Accounting StandardsHere's a way to get a little more insight when looking at a company's financials.<br />
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One size of analysis does not fit all - and contracts, depreciation, costs, inventory and other financials may be handled very differently owing to the reality of the industry.<br />
<br />
Retail, housing, airplane manufacturing, cosmetics and more all experience these metrics differently.<br />
<a href="http://catalog.library.txstate.edu/record=e1000624%7ES12a"><br />1. Go to Checkpoint. </a><br />
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2. Make sure the drop down box is tuned to accounting, audit and corporation finance.<br />
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3. Set Tab to Search<br />
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4. Look to the right - you'll see AICPA Audit and Accounting Guides<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsSHD0pGr6jXa-8AEZ6tAaRzvKHQMpbpGeK5kPcFBZO828az8y-iXEZ1ADiKObG4UWfLGsviGQMU2BMDyxMTjtWF53gPK6cyGW1G_nOAUtUIl6U6oyOhn0yES7sYFQ8ztaN-ltl9bzmnSl/s1600/acctguide.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5721730134074624738" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsSHD0pGr6jXa-8AEZ6tAaRzvKHQMpbpGeK5kPcFBZO828az8y-iXEZ1ADiKObG4UWfLGsviGQMU2BMDyxMTjtWF53gPK6cyGW1G_nOAUtUIl6U6oyOhn0yES7sYFQ8ztaN-ltl9bzmnSl/s400/acctguide.jpg" style="cursor: pointer; display: block; height: 83px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
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<span style="font-weight: bold;">It's a great way to see what analysts are seeing when they upgrade or downgrade a company!</span>Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com6tag:blogger.com,1999:blog-4225868942687384620.post-36455005048038065812019-08-28T12:09:00.001-05:002019-08-29T10:28:43.391-05:00UTEP Border Economics Found this site the other day: <a href="https://digitalcommons.utep.edu/border_region/81/">UTEP Border Economics</a>. <br />
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Lots of unique statistics and papers dealing with cross-border trade between the US and Mexico. Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-87835588387407230192019-08-16T13:26:00.000-05:002019-08-16T09:46:17.240-05:0010% Rule of The Spread of IdeasFrom a few years ago, but still interesting.<br />
<a href="http://news.rpi.edu/luwakkey/2902"><br /></a>
<a href="http://news.rpi.edu/luwakkey/2902">Sociological theory: Ideas don't go anywhere until they are adopted by approximately 10% of the population. After that, there's a good chance they continue to spread and become the majority idea. </a><br />
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This is important to understand as a marketer.<br />
<br />Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-50331006489069212942019-08-16T10:33:00.000-05:002019-08-16T09:45:45.752-05:00What are Trade Journals? What are trade journals? These periodicals feature real-life
nonacademic experiences of people on the ground in a particular trade.<br />
<br />
They contain management advice and hard numbers, among other things.<br />
<br />
I've
used trade journals to track down profit margins for Alamo Draft House
locations, measuring sales from adding healthy items to restaurant menu
and the process of opening an indoor ski run.<br />
<br />
Use the following databases (be sure to limit your results to magazines in the tab): <br />
<a href="http://catalog.library.txstate.edu/record=e1000102~S1a">ABI inform</a>,<br />
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<a href="http://catalog.library.txstate.edu/record=e1000126~S1a">Business Source </a> (Open the source types on the left)<br />
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<img alt="" src="data:image/png;base64,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" /> <br />
<br />
<a href="http://catalog.library.txstate.edu/record=e1000318~S1a">InfoTrac Small-Business Collection</a> (see below for limiting to trade publications)<br />
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<img alt="" 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/> <br />
<br />
<br />Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-3891712325111381902019-08-02T15:42:00.000-05:002019-07-25T12:48:47.403-05:00History Of Video Games As you probably know, Austin is a center of video game creation and the industry.<br />
<br />
<a data-mce-href="http://catalog.library.txstate.edu/search~S1?/dVideo+games+--+History./dvideo+games+history/-3%2C-1%2C0%2CB/exact&FF=dvideo+games+history&1%2C14%2C" href="http://catalog.library.txstate.edu/search%7ES1?/dVideo+games+--+History./dvideo+games+history/-3%2C-1%2C0%2CB/exact&FF=dvideo+games+history&1%2C14%2C">Check out our books on the history of video games here. </a>Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com1tag:blogger.com,1999:blog-4225868942687384620.post-23307284821343161182019-08-01T12:35:00.000-05:002019-07-31T14:26:27.626-05:00Company Strategies in 10-K<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
This was a real assignment. <br />
<br />
Looking for a summary of a company's business strategy? The 10-K annual
report form is one possible source (available on the company's internet
site, through <a href="http://catalog.library.txstate.edu/record=e1000334%7ES1a">Mergent</a> or the <a href="http://www.sec.gov/edgar/searchedgar/webusers.htm">SEC's Edgar database</a> <br />
<br />
In this example, Ross Stores explains its strategy of sourcing and
pricing. This material usually comes in their business description,
which is Part 1 of a standard 10-K format and early in the doc. You may
also do a CTRL-F word find for keywords. <br />
<br />
<br />
Here's a partial excerpt from their 2013 10-K: <br />
<br />
By purchasing later in the merchandise buying cycle than department,
specialty, and discount stores, we are able to take advantage of
imbalances between retailers’ demand for products and manufacturers’
supply of those products. Unlike most department and specialty stores,
we typically do not require that manufacturers provide promotional
allowances, co-op advertising allowances, return privileges, split
shipments, drop shipments to stores, or delayed deliveries of
merchandise.<br />
For most orders, only one delivery is made to one of our four
distribution centers. These flexible requirements further enable our
buyers to obtain significant discounts on in-season purchases.<br />
<br />
The majority of the apparel and apparel-related merchandise that we
offer in all of our stores is acquired through opportunistic purchases
created by manufacturer overruns and canceled orders both during and at
the end of a season. These buys are referred to as “close-out” and
“packaway” purchases. Close-outs can be shipped to stores in-season,
allowing us to get<br />
in-season goods into our stores at lower prices.<br />
<br />
Packaway merchandise is purchased with the intent that it will be stored
in our warehouses until a later date, which may even be the beginning
of the same selling season in the following year. Packaway purchases are
an effective method of increasing the percentage of prestige and
national brands at competitive savings within our merchandise
assortments. Packaway merchandise is mainly fashion basics and,
therefore, not usually affected by shifts in fashion trends.
Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com1tag:blogger.com,1999:blog-4225868942687384620.post-54539511348051992992019-07-25T10:43:00.000-05:002019-07-25T12:49:17.220-05:00Interesting Subject Headings For Marketers<table cellpadding="0" cellspacing="3" style="width: 100%px;"><tbody>
<tr><td class="bibInfoData"><table cellpadding="0" cellspacing="3" style="width: 100%px;"><tbody>
<tr><td class="bibInfoData"><br />
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I came across the subject Headings below.<span style="mso-spacerun: yes;"> </span>Follow the links to find books on marketing
and public opinion.</div>
<br />
<a href="http://catalog.library.txstate.edu/search%7ES1?/dPublic+opinion+--+United+States./dpublic+opinion+united+states/-3,-1,0,B/browse">Public opinion -- United States.</a>
</td></tr>
<tr><td class="bibInfoData"><a href="http://catalog.library.txstate.edu/search%7ES1?/dNational+characteristics%2C+American./dnational+characteristics+american/-3,-1,0,B/browse">National characteristics, American.</a></td></tr>
</tbody></table>
<a href="http://catalog.library.txstate.edu/search%7ES1?/dSocial+psychology+--+United+States./dsocial+psychology+united+states/-3,-1,0,B/browse"> Social psychology -- United States.</a><br />
<a href="http://catalog.library.txstate.edu/search%7ES1?/dConsumption+%28Economics%29+--+United+States./dconsumption+economics+united+states/-3,-1,0,B/browse">Consumption (Economics) -- United States.</a></td></tr>
<tr><td><br /></td>
<td class="bibInfoData"><br /></td><td class="bibInfoData"><br /></td><td class="bibInfoData"><br /></td></tr>
<tr>
<td><br /></td>
<td class="bibInfoData"><br /></td></tr>
</tbody></table>
Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-78942125509703765902019-07-17T09:48:00.001-05:002019-07-17T09:48:34.147-05:00The Death of Hollywood and the Politics of MonopolyEver notice Hollywood doesn't make creative, adult-oriented films anymore? Sure, there are great. American films for grownups but they tend to be indie.<br />
<br />
Wonder why?<br />
<a href="https://mattstoller.substack.com/p/the-slow-death-of-hollywood?token=eyJ1c2VyX2lkIjoyMDEwNDcsInBvc3RfaWQiOjgxODYyLCJfIjoiSHdIQXciLCJpYXQiOjE1NjI3MDA1NDgsImV4cCI6MTU2MjcwNDE0OCwiaXNzIjoicHViLTExNTI0Iiwic3ViIjoicG9zdC1yZWFjdGlvbiJ9.b8NC4YJVESPkFZQRoJZ5b8QDnjb-6WFM7kRIsx-Skng"><br /></a>
<a href="https://mattstoller.substack.com/p/the-slow-death-of-hollywood?token=eyJ1c2VyX2lkIjoyMDEwNDcsInBvc3RfaWQiOjgxODYyLCJfIjoiSHdIQXciLCJpYXQiOjE1NjI3MDA1NDgsImV4cCI6MTU2MjcwNDE0OCwiaXNzIjoicHViLTExNTI0Iiwic3ViIjoicG9zdC1yZWFjdGlvbiJ9.b8NC4YJVESPkFZQRoJZ5b8QDnjb-6WFM7kRIsx-Skng">Here is one answer by the great writer Matt Stoller:</a><br />
<br />
"Both the Paramount Consent Decrees and the Fin-syn rules were designed
to break creative industries into a three-tiered structure: production,
distribution, and retailing. Producers were prohibited from vertically
integrating into the traditional distribution business. That way, there
are fewer conflicts of interest in the content business; producers had
to create high quality work, and if they didn’t, distributors could
choose to sell someone else’s art. Policy removed power as the
mechanism of competition, and emphasized art." Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-86277006687150322512019-07-14T11:45:00.000-05:002019-07-09T14:48:37.576-05:00What Do P/E Ratios Really Mean? <a href="http://catalog.library.txstate.edu/record=b1886229%7ES1a">Taken from p. 143 of Active Value Investing, the classic book from <b>Vitaliy N. Katsenelson.</b></a> <br />
<br />
P/E (price per earning) refers to the amount of money stock investors
are willing to pay for the stock as reflected in its stock price. First,
determine how much the company is earning per share. Then check the
stock price. Divide the current stock price by the earnings per share
number. You have the P/E ratio!<br />
<br />
So is a high P/E a good or bad sign? Depends.<br />
<br />
A new growth stock will typically show much higher P/E ratios than an
established company. Once a company stops growing rapidly, the P/E ratio
will actually decline. <br />
<br />
Katsenelson quotes the legendary Benjamin Graham as giving a P/E figure
of around 8 as about right for a company with solid fundamentals but low
growth.<br />
<br />
Katsenelson includes a cool chart on p.143 that shows appropriate levels of P/E in relation to expected levels of growth.
Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-3254107989376045272019-07-09T15:03:00.000-05:002019-07-09T14:41:18.122-05:00Ad$pender - The Problem of Zero Results<br />
<a href="http://catalog.library.txstate.edu/record=e1000422~S1a">Ad$pender is usually a wonderful database</a> that gives you advertising budgets for categories of products, companies and brands. You can use the database from off-campus with your regular net ID and password.<br />
<br />
HOWEVER, a common problem is building your query and getting no results.<br />
<br />
This is because a data point is missing. Instead of n/a in your results, you just get a big fat zero for the whole thing. Through trial and error, you'll have to adjust your query in order to get results.<br />
<br />
<br />
I'll let AdSpender explain.<br />
<i><br /></i>
<i>What does “There were no results for the report you requested” mean? This means that there was no activity found for the report you ran. This could happen for a number of reasons. For example, the brands included in your report may not have had any activity during the time period you requested, or perhaps dollars or ratings were not yet available for the time period you included in the report. In this situation you should check data availability or change some of your selections before running your report again.</i><br />
<br />
Note: This tutorial is excellent, but it starts with the old library page. AdSpender still works exactly the same - just find<a href="http://catalog.library.txstate.edu/record=e1000422%7ES1a"> Ad$pender here</a>.<br />
<br />
<iframe allowfullscreen="allowfullscreen" frameborder="0" height="315" src="http://www.youtube.com/embed/13Cv_IZEyjI" width="420"></iframe>Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com8tag:blogger.com,1999:blog-4225868942687384620.post-18081905803584411762019-07-03T09:42:00.000-05:002019-07-01T11:18:30.870-05:00Business at the Movies: Margin Call<a href="http://catalog.library.txstate.edu/record=b2181708~S1a"></a>
<a href="http://catalog.library.txstate.edu/record=b2181708~S1a">Margin Call is a great way to understand the beginning of the financial crisis and the financial derivatives that caused it.</a> Set in a fictionalized Wall Street trading firm, the company math whiz discovers that the company mathematical models are geared to a theory that doesn't match the reality. The problem is, so many people believed the theory was infallible that the firm could not survive any mistakes because no reserves were set aside (why would you?).<br />
<br />
That's the quickest way I know how to describe how derivatives and some of the other mathematical models melted down.<br />
<br />
Margin Call features a great cast including Kevin Spacey, Jeremy Irons, Simon Baker, Demi Moore and Stanley Tucci, <br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/Y2DqFRsPrns" width="460"></iframe>
Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-55270862974372638792019-07-01T10:14:00.000-05:002019-07-01T11:18:00.751-05:00Browzine Lets You Visually Browse Journals<b>Browzine</b> is a mobile device app which allows easy access to Texas State University's academic journals.<br />
Read entire issues of your favorite periodical without keyword searching!<br />
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Browzine can be downloaded for free from the Google Play store, Amazon app store, Apple app store, or by following this link <a data-mce-href="http://thirdiron.com/download" href="http://thirdiron.com/download">http://thirdiron.com/download</a><br />
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<a data-mce-href="http://alkeklibrary.wp.txstate.edu/files/2014/09/BrowZine-iPad-Screenshots-in-Mockup-1.jpg" href="http://alkeklibrary.wp.txstate.edu/files/2014/09/BrowZine-iPad-Screenshots-in-Mockup-1.jpg"><img alt="BrowZine-iPad-Screenshots-in-Mockup-1" class="alignnone size-full wp-image-1094" data-mce-src="http://alkeklibrary.wp.txstate.edu/files/2014/09/BrowZine-iPad-Screenshots-in-Mockup-1.jpg" src="http://alkeklibrary.wp.txstate.edu/files/2014/09/BrowZine-iPad-Screenshots-in-Mockup-1.jpg" height="640" width="459" /></a>Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-36119350069686823542019-07-01T09:57:00.000-05:002019-07-01T11:16:46.387-05:00Annual Reviews: Bibliographic Essays For Experts <a href="http://catalog.library.txstate.edu/record=e1000013%7ES1a">Annual Reviews</a> are a great way to get some background in your topic. They present bibliographic essays aimed at specialists on extremely specialized topics . They are written in a very high level so that's good for graduate students and academic researchers! Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-18645898221841863932019-06-25T11:00:00.000-05:002019-06-25T09:42:45.580-05:00Palgrave Dictionary of EconomicsThis is one of my go-to sources for in-depth introductions and entries on complex economic and financial topics. <br />
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<a href="http://catalog.library.txstate.edu/record=b2091418~S1a">Palgrave Dictionary of Economics online here. You get the idea in the screen cap: </a><br />
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" 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<br />Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-17813106442702423232019-06-25T10:06:00.000-05:002019-06-25T09:43:19.019-05:00Book Review: Soft Sell<a href="http://catalog.library.txstate.edu/record=b2584357~S1a">Soft Sell is the best book</a> I've ever read about the art of sales. It contains both abstract and practical advice. Here is just some of the material you will find in the book: <br />
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*How to structure a telephone interview<br />
*How to read people's personality and purchasing behavior by their dress and type of car<br />
*How to keep your mind focused and motivated<br />
*Dealing with sales resistance and reading people's unspoken priorities Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-86356383759667370482019-06-07T10:03:00.000-05:002019-06-05T10:56:40.817-05:00"Nutshell" Books Cover Legal and Business Issues<h3 class="post-title entry-title" itemprop="name">
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<a href="http://catalog.library.txstate.edu/search%7ES1?/tNutshell+series./tnutshell+series/-3%2C-1%2C0%2CB/exact&FF=tnutshell+series&1%2C47%2C">These books are great introductions to legal topics such as arbitration, contracts, corporate finance, copyright law and more</a>. <br />
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Follow the link above..... <br />
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" />Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-55537716749191275292019-06-05T13:05:00.000-05:002019-06-05T10:53:52.626-05:00Dividends and Stock Splits You can look up stock splits and dividends in our databases. I recommend <a href="http://catalog.library.txstate.edu/record=e1000227%7ES1a">Standard and Poor's</a> and <a href="http://catalog.library.txstate.edu/record=e1000249%7ES1a">Valueline</a> (which only has dividends).<br />
<br />
Below is the screen from <a href="http://catalog.library.txstate.edu/record=e1000227%7ES1a">Standard and Poor's.</a> After you enter the stock, look at the left side of the screen.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTpsWc2n16wKoNcRzz80P1vS4zz6Jg1bg5hHAscDrn2mFGISXowECQiSVBmOwB5i3hitmBapOXlfO3sAkgIc0-qukcdzYld-Acyf6fCtBsrNDiyPJkQMRve_D-ENyUytyrXJzYASB55HtF/s1600-h/stocksplit.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5379939312434844002" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTpsWc2n16wKoNcRzz80P1vS4zz6Jg1bg5hHAscDrn2mFGISXowECQiSVBmOwB5i3hitmBapOXlfO3sAkgIc0-qukcdzYld-Acyf6fCtBsrNDiyPJkQMRve_D-ENyUytyrXJzYASB55HtF/s400/stocksplit.jpg" style="cursor: pointer; display: block; height: 220px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
<a href="http://catalog.library.txstate.edu/record=e1000249%7ES1a"><br /></a>
<a href="http://catalog.library.txstate.edu/record=e1000249%7ES1a">Valueline</a>
has information on dividends. Their screen is a little busy, but
dividend information appears in two places on the stock record. Here's
the view from the lower left hand side of the record.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWeAQdseFjk06ln71mgYm2RjiL3n2Niy4tcW_gLJWoQGh6DzkHOk2ow-K8gGCt8vzgBnrh5WmUWjhSU_rRL66PHbwc60-fdIm_hufnlLUp1fBEmIec-uXtkITNG3fMsGWJQNV66elQ-sAY/s1600-h/div.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5379949485030740610" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWeAQdseFjk06ln71mgYm2RjiL3n2Niy4tcW_gLJWoQGh6DzkHOk2ow-K8gGCt8vzgBnrh5WmUWjhSU_rRL66PHbwc60-fdIm_hufnlLUp1fBEmIec-uXtkITNG3fMsGWJQNV66elQ-sAY/s320/div.jpg" style="cursor: pointer; display: block; height: 144px; margin: 0px auto 10px; text-align: center; width: 317px;" /></a><br />
Older stock dividends can be found in print for <a href="http://catalog.library.txstate.edu/record=b1292299~S1a">the NYSE</a> and <a href="http://catalog.library.txstate.edu/record=b1292678~S1a">ASE</a>.<br />
<br />
<a href="http://catalog.library.txstate.edu/record=e1000583%7ES1a">Link to our database of decades of Mergent Manuals as well</a>. These entries contain dividend records.Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-74883343497217121902019-06-05T11:55:00.000-05:002019-06-05T10:56:22.704-05:00Business At The Movies: Boiler Room <br />
<div class="MsoNormal">
<a href="http://catalog.library.txstate.edu/record=b2561151~S1a"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Boiler Room </i></b>is a great film</a> about the world of over the
counter/pink sheet stocks and the shady people that sell them in high pressure
tactics to rubes. <span style="mso-spacerun: yes;"> </span>Recommended for
securities analysts and salespeople, as well as investors looking to learn how
the sharks operate.<span style="mso-spacerun: yes;"> </span>Features Giovanni Ribisi,
Vin Diesel, and Ben Affleck.</div>
<div class="MsoNormal">
<br /></div>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/6VoXMvNrQro" width="460"></iframe>Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com1tag:blogger.com,1999:blog-4225868942687384620.post-71812355597197759042019-05-17T10:10:00.000-05:002019-05-15T12:01:24.819-05:00NOLO Law Books Are Great Legal Overviews <div class="entry-content">
NOLO Law Books are great overviews of topics like divorce,
property rights, tenants rights environmental law and more. They give
you a basic understanding of the area you're researching, crucial cases,
and what to expect in court.<br />
<br />
There are two different links in the catalog.<br />
<br />
<a href="http://catalog.library.txstate.edu/search%7ES1?/aNolo+%28Firm%29/anolo+firm/-3%2C-1%2C0%2CB/exact&FF=anolo+press&1%2C7%2C">One section is here.</a><br />
<a href="http://catalog.library.txstate.edu/search%7ES1/a?Nolo+%28Firm%29&search_code=a">The other section is here.</a></div>
Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-80566134415452017732019-05-15T14:31:00.000-05:002019-05-15T11:51:10.438-05:00Offbeat Subject Headings for Marketing or Advertising<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
Ah, here's some cool subject headings for the marketers and advertisers:<br />
<br />
<a href="http://catalog.library.txstate.edu/search%7ES1?/dinfluence+%28psychology%29/dinfluence+psychology/1%2C6%2C87%2CB/exact&FF=dinfluence+psychology&1%2C76%2C/indexsort=-" style="font-weight: bold;">Influence</a><span style="font-weight: bold;">, </span><a href="http://catalog.library.txstate.edu/search%7ES1?/dsocial+influence/dsocial+influence/1%2C5%2C37%2CB/exact&FF=dsocial+influence&1%2C25%2C/indexsort=-" style="font-weight: bold;">Social Influence</a><span style="font-weight: bold;">, and </span><a href="http://catalog.library.txstate.edu/search%7ES1?/dpersuasion/dpersuasion/1%2C30%2C336%2CB/exact&FF=dpersuasion+psychology&1%2C160%2C/indexsort=-" style="font-weight: bold;">Persuasion</a><span style="font-weight: bold;">. These are interesting - and dark - books about how humans think and are influenced by others. </span><br />
<br />
Many of these books are written with marketing and consumer persuasion in mind....<br />
<br />
Hey, there's a <a href="http://www.youtube.com/watch?v=n2Y3GoN2PGw">whole movie about this stuff called The Joneses</a>.
Funny premise: a family moves into a high end subdivision and starts
trying to convince the neighbors to buy certain products...
Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-493150802584199772019-05-15T09:48:00.000-05:002019-05-15T11:50:47.523-05:00Public Speaking/Presentation Books<a href="http://catalog.library.txstate.edu/search%7ES1?/dPublic+speaking./dpublic+speaking/-3%2C-1%2C0%2CB/exact&FF=dpublic+speaking&1%2C439%2C">List of public speaking and presentation books</a><br />
<br />
Here's some books that cover how to be an effective public speaker and
how to do successful business presentations. Learn speaking styles,
visual aids, eye contact, and many more ideas!
Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0tag:blogger.com,1999:blog-4225868942687384620.post-80231304310139714522019-05-03T13:14:00.001-05:002019-05-03T13:14:14.090-05:00Wizards of the Coast in AustinI'm not totally clear on what Wizards of the Coast is, it has something to do with role playing and cards and stuff.<br />
<br />
Anyway, they're opening a studio in Austin, good reminder that the area is full of creative fun businesses you can get involved in!<br />
<br />
<a href="https://www.austinchronicle.com/daily/screens/2019-04-25/wizards-of-the-coast-opening-new-austin-studio/">Article here.</a> Charles Allanhttp://www.blogger.com/profile/02576428292129731476noreply@blogger.com0