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* Follow Adobe’s published tutorials: You can find links to online tutorials at www.adobe.com/products/photoshop. * Join the Photoshop Get-Together: Visit www.photoshopgettogether.com to get the latest Photoshop tips and tricks, share your images, or enter your own artwork into the gallery section. * Learn Photoshop for photographers and designers: There are several books that teach basic photo retouching: For Photoshop, check out these titles: * _Photoshop Elements: The Quick and Easy Guide to Using Photoshop for Small Business and Home_ by Dustin Krause (Voyageur Press; ISBN: 978-1-60486-393-9) * _Photoshop Elements 9: The Complete Guide to Digital Photography and Adobe Photoshop_ by Glen Yeffeth (Fair Winds Press; ISBN: 978-0-7422-1313-9) * _Photoshop for Mac and Linux: The Official Photoshop For Mac book_ by Katherine Berger (Creative Publishing International; ISBN: 978-1-58086-181-8) * _Photoshop Elements: Quick-Start Guide to Digital Photography and Photoshop_ by Donna M. Morin (Fair Winds Press; ISBN: 978-0-7416-5929-0) ## Stock Photos Stock photos are images found in magazines, newspapers, or on the web and are used by professionals for graphic design, print publications, and even websites. Some are free; others are sold to agencies, newspapers, and magazines. Stock photos can be misleading, however, because an agency or magazine may simply choose one image over another. Other sites sell a collection of images under a single name. You may want to check out several sources so you can verify the image’s exact source. Make sure you can purchase the rights to use a stock photo that has not been pulled for a specific project. Why use a stock photo? Because it makes the project look more professional. You can choose the exact type of photo you want to use, such as landscape, city, family, or animal, and you can pick a photo from a reputable collection. And when choosing images for stock photos, don’t be afraid to use a photo that might be considered controversial. It might not always be the right choice, but it can put your photo in front of a broader audience.
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To be able to confidently use Adobe Photoshop, we will have to understand it in depth. So here are the free online courses that will help you master the Photoshop Elements with ease. 1. Learn Photoshop Elements (1 hour) This free online course from OnlineHS is a comprehensive beginner’s course that will teach you everything you need to know to get the most out of your Elements experience. In this course, you will be taught everything you need to know to master the basics of Photoshop and the Elements workspace, which will lead you into creating a full-fledged graphic design workflow. This course will help you get familiar with all the common features of Photoshop and its workflow in a stress-free, enjoyable way. The course has a total of 15 hours of instruction, and comes with practice files to help you create your own images. 2. Learn Photoshop Elements (4 hours) If you are willing to invest a little more time and learn more about the professional features of Photoshop, a thorough study of the Elements’ features will give you more control over your images. This course from OnlineHS will teach you how to use the entire range of Elements tools and features in order to create a library of your own graphics. You will learn how to create a digital photo effect, a graphic design workflow using the Template Gallery, and work with canvas shapes. To accompany this course, there are multiple choice quizzes, homework tasks and a certificate at the end. 3. Photoshop Elements Newbie (4 hours) After completing this online course from Coursera you’ll be well-prepared to learn the basics of Photoshop, and use them to edit your photos without crashing. In this course, you will learn about the various layers in Photoshop Elements, as well as a lot of essential features that will be able to be used to manipulate your photos and set your workflow. You will learn how to open, organize and select images, work with text and shape layers, create and edit gradients, and apply various photo effects. Although this course is not specifically designed for photo editing, we must be careful not to dismiss it. The modules dedicated to photo editing are helpful, and you will get the opportunity to apply some of the principles you learnt in the video tutorials to the practice files that come with the lessons. 4. Learn Photoshop Elements (1 hour) This full course from Coursera is 388ed7b0c7
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Q: A subspace not necessarily closed A subspace is a set of subsets of a set, the empty set is one example, $\Bbb R$ is an example of a subspace with a different set of subsets. I have heard that a subspace need not be closed, that is, we might be able to have a set $\mathcal A$ of sets which is not closed and also a set $\mathcal B$ which is not closed, that $\mathcal A\cap\mathcal B eq\emptyset$. Is this a practical problem? For example, is this a problem for most math texts? If it is a practical problem, is there a name for such spaces? A: It is not uncommon to have sets which are both closed and not closed. For example, $\mathbb{R}^2$ is both closed and not closed. The topologist’s sine curve is an example of a subset of $\mathbb{R}$ which is not closed. The intersection of two open sets is an open set. A set is not open if it is not the union of an open set with a closed set. So your definition is a little bit backwards. A subspace is closed if and only if it is the union of closed sets.
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Q: Order of a local ring Given the ideal $I \subseteq R$ and a prime ideal $P$ of $R$, the set $\{q\in R\,|\, qP\cap I eq\emptyset\}$ is called the order of $I$. My question is: How does this set relate to the order of $P$? More precisely, Is it true that $|R/P|\,|\,I:P|\,|\, I:I\cap J|$ or does $I:J$ have to be treated somehow differently? A: In a local ring, the order of a prime ideal $P$ is $P:I$ for some $I$ such that $I\subseteq P$ and $P\subseteq I$. This is proven in Hartshorne Proposition 7.2, in the section on prime ideals of a local ring, in the paragraph just after where he proves that if a prime ideal $P$ of a domain is a maximal ideal, then $P=P\cap R$ and $P:P\cap R=P$. The results you asked for follow from the fact that if $I$ is an ideal of the ring $R$ and $P$ is a maximal ideal of $R$, then the order of $I$ is $P:I$ (this is a theorem in commutative algebra). The order of an ideal $I$ is defined to be the set of maximal ideals $P$ of the ring $R$ such that $I\subseteq P$. To be sure this isn’t true, you need to say $P$ is a prime ideal. And the set of all prime ideals $P$ such that $I\subseteq P$ is the set of minimal prime ideals of the localization $R_I$, since $IR_P=PR_P$ and $(R_P)_M=R_M$. Q: Why does freemarker display Uncaught ReferenceError: MyModule is not defined in several places with grails? Im trying to use watson framework in a grails application. I’m trying to access the model classes from the com.ibm.watson.runtime.model package. I’ve added the following to the classpath
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