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from the current session are saved, and then proceeding into the hidden file called .bash_history in our $HOME directory. Using Up or Down allows us to recall and re-execute, then, commands that we have executed previously. When you back up enough to enter the hidden .bash_history file, your initial position in that file is at the bottom, or the most recent command before your last logout. You can specify the number of old commands that will be placed in the .bash_history file, so you can travel back a fair distance in your command history (we will discuss how to do that in 11, Shell Variables and the User Environment ). But pressing the Up key once you reach the top of .bash_history, however, results in a shell error beep. To summarize, the benefit of using Up and Down is that you can repeat procedures by recalling commands and then pressing Enter to re-execute. That can save you a lot of typing, especially with respect to complicated syntax. You can also perform sensitivity analyses by re-executing commands while changing options or arguments with each execution. barcode in crystal report How to create barcodes in Crystal Reports? - YouTube Feb 3, 2012 · This tutorial requires ConnectCode Barcode Fonts which can be downloaded at http://www ...Duration: 1:40Posted: Feb 3, 2012 crystal reports 2d barcode generator Crystal Reports Barcode Font UFL | Tutorials - IDAutomation Crystal Reports Barcode Font Encoder Tool Tutorial The UFL is a font encoder that formats text for IDAutomation barcode fonts in SAP Crystal Reports.Linear UFL Installation · Usage Instructions · Universal · DataBar To further illustrate fuzzy clustering, the Iris data set of 150 owers (http:// archive.ics.uci.edu/ml/datasets/Iris) is used, where sepal length, sepal width, petal length, and petal width have been measured. Table 3.37 details a few examples from the data set. Fuzzy clustering is performed on the data where the number of clusters is set to three, and the euclidean distance is used to assess the distance between observations. Table 3.38 shows the results of the clustering, where each observation is assigned a number between zero and one for each of the three clusters: cluster 1, cluster 2, and cluster 3. Figure 3.24 contains three scatterplots, where sepal length and petal length have been plotted on identical axes. On each of the scatterplots, the 50 highestranked observations for each of the clusters are highlighted. The ranking is based on the cluster membership function shown in Table 3.38. Generally, cluster 1 is centered in the top right of the scatterplot, cluster 2 is centered in the middle, and cluster 3 is centered near the bottom left. Observations A, B, and C from Table 3.38 are shown on the scatterplot. Observation A is located between cluster 1 and cluster 2 on Fig. 3.24, and this is re ected by the membership function values. 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