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Purchasing software can be expensive. When you need a new piece of software for your PC, you can either look for free options, or pay out for potentially pricey software. Some people are tempted to avoid these costs by downloading cracked or illegal software.
Downloads of illegal software are frequently stuffed full of dangerous malware. A report by security company Cybereason estimates that over 500,000 machines have been infected by malware from just one cracked app. Once a user has downloaded and installed cracked software, the malware hidden inside can steal information from their computer. And it can even go on to download more malware, making the problem much worse.
Another reason to be skeptical of cracked software is the websites which distribute it. To download cracked software, you generally need to visit sites which specialize in cracking. These sites are already on the wrong side of the law. So they have little incentive not to harm their users.
You also won't be able to download updates for cracked software. This means you won't be able to get any new features for the software. More concerning, it also means you won't receive security updates. If a security vulnerability is discovered in a piece of software, the company responsible for the software will usually roll out a fix as quickly as possible.
This is particularly a problem with cracked games. If you download a game illegally and try to play it online, you may well be caught. And if you are, you might find yourself banned not only from that particular game, but also from online gaming platforms like Xbox Live. This would prevent you from gaming online at all using that platform.
Once it has penetrated the security of one device via cracked software, malware can travel over networks. If one family member downloads cracked software, then the whole family's devices can be compromised.
It's even worse for businesses, as many have networks of hundreds or even thousands of computers. One person who downloads cracked software onto a work computer, even if they use their home network to do the downloading, can introduce malware to the entire business network. And if you infect your work's network with malware, even unwittingly, you could be disciplined or lose your job.
If you can't afford a piece of software, then don't look for a cracked version. Instead, look for a free or open source alternative. For a list of places to look, see our list of the safest free software download sites for Windows.
Linux for education is a great win, for all PC users. I have read about schools making the move to open source and Linux in the classroom, with countless success stories. I have been a GNU/Linux user for many years, and I admit that I have never really dug into the open source educational software that is available for the Linux desktop, until recently. I also read many articles written by Windows users about how Linux is dead on the desktop. Is it really? When I see articles that put down the Linux desktop, I am almost 100% assured that the author has not even tried to download a copy of GNU/Linux, installed some software and actually given it a test drive. For those that have actually used GNU/Linux enough to know what it is, you generally hear a completely different tone. Linux is definitely not taking over the market, but it is FAR from dead; there is a huge amount of software that comes with each and every GNU/Linux distribution that a lot of people are not even aware exists. To me, this makes the Linux desktop a very viable and economical solution for educational environments. It is also fine for business and personal use as well, but that is a harder nut to crack. As I have found for myself, it is definitely worth taking a look at what software is available; I guarantee you will be surprised.
Sure, I've used some educational software for GNU/Linux like Stellarium and Celestia which are excellent astronomy programs, but I've never really looked to see what is available for children. I've installed GNU/Linux PCs in environments where young children were using the computer but never really took the time to see what additional software they could benefit from. When I started looking to see what is available now, what I found was a huge treasure chest, full of software for all types of applications, ranging from mathematics, typing, memorization skills, counting, letters/number recognition; the list is virtually infinite. There is definitely no shortage of software here, and even I am surprised at the huge list of titles that are available. Best of all, with just a few clicks any one of them can be installed, looked at, and uninstalled if desired. It reminds me of long ago when I would enjoy browsing shareware for Windows, and would download and try various programs. This was before Windows became saturated with shareware. Today, the Internet is flooded with Windows software, but the issue I commonly see is that too much effort is put into marketing the software and making it look good, that the educational value has diminished. Keep in mind that open source software is written by the very people that use it, so all effort is put into making the software for its intended purpose, not to attract buyers.
A comprehensive approach, based on the general nonlinear ray perturbation theory (Druzhinin, 1991), is proposed for both a fast and accurate uniform asymptotic solution of forward and inverse kinematic problems in anisotropic media. It has been developed to modify the standard ray linearization procedures when they become inconsistent, by providing a predictable truncation error of ray perturbation series. The theoretical background consists in a set of recurrent expressions for the perturbations of all orders for calculating approximately the body wave phase and group velocities, polarization, travel times, ray trajectories, paraxial rays and also the slowness vectors or reflected/transmitted waves in terms of elastic tensor perturbations. We assume that any elastic medium can be used as an unperturbed medium. A total 2-D numerical testing of these expressions has been established within the transverse isotropy to verify the accuracy and convergence of perturbation series when the elastic constants are perturbed. Seismological applications to determine crack-induced anisotropy parameters on VSP travel times for the different wave types in homogeneous and horizontally layered, transversally isotropic and orthorhombic structures are also presented. A number of numerical tests shows that this method is in general stable with respect to the choice of the reference model and the errors in the input data. A proof of uniqueness is provided by an interactive analysis of the sensitivity functions, which are also used for choosing optimum source/receiver locations. Finally, software has been developed for a desktop computer and applied to interpreting specific real VSP observations as well as explaining the results of physical modelling for a 3-D crack model with the estimation of crack parameters.
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In the last few decades, the material properties, as well as the structural performance of plain and fiber-reinforced concrete have been extensively investigated in laboratory environments. However, experiments are in general expensive and are limited to specific test configurations. Therefore, a variety of numerical models for concrete cracking, aiming at reliable prognoses of the fracture processes of concrete structures with or without reinforcement, have been proposed (see, e.g., [3,4,5,6,7,8] for an overview). The majority of models for structural analyses of FRC are conceptually based on cracking models for plain concrete, modifying the post-peak regime of the constitutive law in terms of an increase of the residual stress and the fracture energy, so as to represent the enhanced ductility of FRC at a phenomenological level [9,10,11,12]. To enable the analysis of the influence of specific fiber cocktails on the macroscopic material behavior of FRC, computational meso-scale models for FRC have been proposed, which include the explicit description of individual fibers within representative elementary volumes of FRC samples [13,14,15]. However, for computational analyses on a structural level, a multiscale-oriented approach allowing one to formulate the behavior of fiber and matrix and their mutual interactions at different length scales as proposed in [16] is required. Recently, the authors proposed a multilevel modeling framework, in which, at the lowest scale, the pullout behavior of different fiber types interacting with the concrete matrix at different inclination angles is considered by appropriate sub-models with the model information being appropriately transmitted across the scales depending on the specific fiber cocktail [17]. 1e1e36bf2d