moving from java to ruby

... visionari es to Ruby or away from Java could also lend support to a Ruby deci-sion.• Team dynamics. This intangible factor will become increasinglyimportant as Ruby continues to emerge. If ... risks. I have to take steps to mitigate that risk and be able to recover should the need arise.Shifting the foundation of my practice from Java to Ruby was exactlythe same. I needed to understand ... contemplated retooling my practice, I shifted intodata-gathering mode. Early within the process, I began to meet Ruby developers to understand what was so special about Ruby. Then, Italked to managers....

... a greater commitment to keep. Moving to: ·· broadband·· multimodal rich connectivity·· untethered (wireless) access·· the technology adapting to the user Moving from: ··narrowband··plain, ... are now submitting to the President, to Congress, and to the nation reflects the cumulativework of our Commission and a consensus of our findings. It is a call to action to all of those whomust ... 345,000, growing to 636,000 by1996.12This figure is now estimated to be between 700,000and 1.5 million.13 * Note to Readers: Throughout this report we use the term K-12 to refer to the traditional...

... Similarly, weneed to add the CrystalReportViewer to display the report output of CR. Add the ReportViewer to the project by dragging Data ➤ReportViewer from the toolbox and dropping it onto thedesign ... design surface, andCHAPTER 12 ■ MOVING FROM CRYSTAL REPORTS TO REPORTING SERVICES3768547ch12final.qxd 8/30/07 3:39 PM Page 376 Moving from Crystal Reports to Reporting ServicesI’m sure that ... a name to the application; I’ve called the project RSandCR. You may choosea different location for storing the application files according to your preference. 5. Click the OK button to finish...

... projects and tools used to build TechConf and how they relate to each other and to the different tiers and functional concerns of the application.Figure 1-6. Some of the open source tools used ... open source Java EE offerings and supporting tools, you’ll be able to build a basic yet complete enterprise system. Each subsequent chapter is devoted to a tier of the application and to one or ... dynamic models are created (detailed enough to be implemented and detailed enough to utilize any forward-engineering features of the CASE tools available to the maximum). Class diagrams for any...

...

... the output to the client. For example, to declare a Vector in your JSP, you would use one of these forms:<%! Vector v = new Vector(); %><jsp:declaration>Vector v = new Vector();</jsp:declaration>This ... countTokens(String s) { StringTokenizer st = new StringTokenizer(s); return st.countTokens();}%><jsp:declaration>public int countTokens(String s) { StringTokenizer st = new StringTokenizer(s); ... written in Java and running in a Java EE application server.SummaryIn this opening chapter, we provided an overview of Java EE and how all the various bits fit together to enable you to create...

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 9to0 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 9to0 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cNIpVKZTKZ3boSJRMLv9Zpmbdnd3b1+/Xo+n/crR4rWxCUWqNd47Ngxz79Lp084d+6c51mQFnupVqvf+c53rly54tmDtw/OU0895RdZbWxsZDIZzZ+QyWTcM/QmJibOnz/fuZM7NjZmGIa7PanVaktLSyFaOb95LBMTE57XV7jTGmhZnkKhUCwWPe81y8vL4v+Ii85Zmf0qSTqdllowv7Ms1T1xFQRtOq5evXrt2jXNeV+iE5/JZBRPOty/y+9uUi6XPY+/87arf5Sahm35fD6fzzd96hGLxTKZjGar3v1LHgcMSc1IOtx64X6fXFtbsz+jTlfll9CzVqtls1lpkLTmzSCfz3f04KtvS62kKF1bW7N81Gq1oEmHa7VaoBVyDMNwnjjNNLjhTpMwOzvr/l2ShYWFpsd5bW1NUccU6X3n5+eDLtCRTqf1M0q3N+lwewvP5/NDQ0NBT1ksFstms/pHINBl4veLQqfNNU3TM1Fv67PGZ2ZmOtqM7+3t+QVR6XQ6xLb8LpBGo6GoSEFPq34TGmiBDufR1k+2rgi87c9UKhXFG3jP6yifz4deXcQ0Tb82tvWlZpwlt56S3rKscLuUTqf1s2N37ZLHAUsBzyEgROlCiNI0BY1nT6VYLLa4stvExETTvm9o6v5N15LWq29Cm5ubIe6j0Wi0XC7r9zNaX4DPMAz1FpuGKOVyWR0jed6Va7VaKpUKt89DQ0OaR6k3Q5SmS/HovO7TPAJtDFFqtVqI3Y7FYu5dPRAhiuKVbNDGze/1poh2uhmiNBqNQM9NbKlUSvzqNoYo5XJZ3YJJZbZ+4Yg21vMhWk+FKDMzM63siXiQ0XqI0sZLHqyLgv3R9lwfjUbDr2TPvqBfUpq5uTn7buT3Gcnu7u4Xv/hFcTfS/5b7jysrKx/72MdWVlY6ccDdT92cO2BZ1vHjx3/729/uYwXY2tr6zGc+I3VxdA7m7u7u0aNHdY7b3Nxc66epr6+vUqmot6gufGVl5ejRo7u7u4EuipWVlY985CPFYlFnz91/2dnZSSQSc3NzPXKdugtXxGxzc3NHjx4VfVb90yT95a233jp69GiHjoDnx9bX1z/ykY/YXW39E1er1RQVrJWq26GL1/7L8PCw6MC5P/Pyyy8H2srf/u3fem7OM1oIfZqafnF3d/fP//zPpedWmqeyWCymUin7Sm99J0XTUavVNH+I+HygGujXxqbTafW1E65d0twBta2trcOHD//oRz9qZQfE2/XDhw//5je/6bVLHgcCIcqdo+25Pl5//XW/kj3fiXsmpZmbm3M+I/RLXOPuHzvHm+p8y+9j29vbExMThUKh7Qe8v79fegAv7cDy8vIf/dEfdWLTOhWgVqs9/PDD7tUedQ6meMz5+OOP1+t1xRanp6eDnlzFxxqNxsTEhDuVc9PCS6XSxMSEGHSkf1EUCgXxLf1j4vmXbDY7PT29X9dpvV53TluSCvcbuyJOnB3bBDpN7nrSoSPg/tjOzs5DDz3kDMkCnThFlW6x6nai9Xb+RYQQ7s88//zzgbZy7do1d+GGYXhOtAh9mtRfrNfrR48efeONN0JfcZZlffe7323LTtpNh+YOrKys2J9vS83JZrOKKKWVdqmVirqxsXHkyJH19fW27MD6+vpnPvMZ9a2k+5c8DgSmy8NbtVpVTHrWHDu0s7MTaPyoMDs7q9i0zX41bKdeUUin03534lZkMhn1jJTt7e10Op3NZlOplGma3ZzE7ze10T5uUq4tt1qtlslk/BIHlUolnSXkRDIou8CmZzadTt++fTvQLw0xYqRUKjX9lshRo7Pb+Xw+FotdvHix+9epuvp5XqeLi4s6Jy4ejw8ODmqeNTEu/8KFCx39sWfOnHHXWJHMpy1VumelUinPvG3lcnlnZ0ecpqYKhYLnwQk34Cq0dDrdtDo5z6nnMK1cLtf64NIQv/0b3/hG088MDQ05k8Q0HUyYzWaDTi7vqHq9bpqmzrR49Tly2tzcTKVSgZIo3OWXPP5vuAnmorip225piKffbkxNTWnWQ3tYcNPGzjTNYrHonlHQdNavuMd3bSqIn4mJCZE2qss7kE6n3cetXC43vUn7HbSJiQn1acrn857TqUUCN3W3W38uin5GJntU9Pb2tqJ/I8ZPb29vSxVsYWFBHZl77nan56IodikWi3nOvVHP2BF5JtwnvVgsNs3orUgREegr+lXa/XWd2b12taxUKlkXxebcH15eXu70XBR1gzw/P6+5Fb85V/as4i7MRVHHxuLSc89ytixLP5bQn4sStOlQ77xhGCLnpOcUIGmJVfeeOA+RVMf8zothGFkvzrYrxFwU9eUTjUY9z5HOrST0Rtt4yYPp8jjwIUrTtlhzN9wxQzQaFW8e7DZOJKoS/1mr1dRdLnWarKZTMFOpVNtPQaVSCfc8LxaLiUUPpN5w20OUpsdN/abLc06n4sFVLBbTyaVmWZbfcfM8TX4himeFEQfWjgNFHbP/U9FdSKfTijhWnRstFov53Qg7FKKoT5xnxid1boBcLqfeYi6XU7cMfkegvSFK0yqtbgfUcUWIAKwLIYrf67KJiQmdTfhdsIlEQuewtyVEqdVqiqZSPLlXz/WPx+NtDFGCNh2KGdvOGENxp/ArwfNpQtPqoXOLDxqiqC/wRCKhvlspfqPnw80eueRBiIIDE6IsLy+r+9zuro/maK5UKqVu4BTlJBIJzXcg6vgqaDpdHZpJ8dVNv4jcQrznUTfumlmnFIV49nQVdzLFywTNQpzdpqYhiruOqXNNKl4jaGapVtwLFxYWuhai5PN59fsQ989RvKLUz36jTn/kdwTaGKI0Tf7W4jHvzRBlb2/P8y1xNBptpVV0VpJOhyjq5l3nOffm5mbT50H6IYr7jqloOhSD03Tik6aFKFr+roUojUZDcXj1k1wrXrD77fP+XvIgREHH721SXougIUqj0VheXp6ZmWmaMcMdZojdUHwxGo369V1s29vbosvlLmd4eDjQqwZ7DTJ3UY899lgnToRlWfF4vC0JWJLJ5Llz5/Sf+tjtsmc6lJ///Oc6hYgl2D13ybMiTUxMeP6Q2dnZQMdN9LrcRbk/ubi42PRI/uAHP2i6xdnZWc891x8ws/e7XJzucu65556m907pW0Hvndvb21euXPFL8WT/JR6Pu78rRmq5v3Xo0KFA/W/Lsvwu1Y9+9KNN+7JS4ju/w+X566LR6ObmZqAq7S7nzJkzTUMU97c6GqL4nUrnx86cOeO+wPv6+po2re7emyg8Go06AwPPzzQNUTz3XNG8uwsfGhrSPKd7e3tra2t+5ShClKat7uzs7Pvvv9/0nqJf4f3Yg5+lohS1y+8uHyhE0Wl23LPp7G9pvqwT3nvvPel9l3Prnre2/b3k0bOYLn9HTSuS3qj6Lf3r+QhH8YDHWXI2m/Wbnbnnn1jjxRdfbDpTfHFx0S+zyg9/+EPNKaHC+fPnb9y4IR7nS/+0tLRUr9cDLYytY2xs7ObNm1/72tekhW/3QuU/WV9fv3jxolimV38KsrvkdDr98MMP63x3cHAwlUrZr4OcRXk+g3znnXc8f8jjjz8e6LiNjIyI4DPEr5P+kslkvvOd76gLqVarnktoP/DAA4HWCF9YWHjttdfcSRree++9QqGgXrZZ2m3Fmu6e0wacG1UcE/dLp1KpJHJ/ub/1la98JVAmibGxsaeeeko8PJb+6d133y2VSurS9lrIwvTcc8855yLrVGl3OWtrayG23s3W2/Mv4+Pj 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 9to0 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...

... the modernizing imperial familyof man. I attend to narrative structure, and to the kind of stories that gettold and retold about the Irish, so as to reveal both the regularity ofEnglish colonial ... economicallyand politically. The movement from subjection to citizenship, from dominance to hegemony, from the brute violence of seventeenth-cen-tury coercion to the willing affection of eighteenth-century ... lived historical relations to my materials than either Hewitt’s orPadel’s to theirs, I have felt it at times to be a hard thing. In undertakingthis work, I have sought neither especially to praise...

... (Beecher1885, 113)There is much more to the story. Any full history, from the years afterDarwin down to the present, would need to extend the story from Protes-tants to Catholics, although in fact ... mathematics from Bristol University, an M.A. in philosophy from McMaster University, and hisPh.D. from Bristol University. He was full professor of philosophy at Guelph from 1974 to 2000. Dr. ... professorsand 1,500 students from 1989 to 1993. He also served as the director ofthe Texas A&M University Polymer Technology Center from 1986 to 1990and from 1994 to 2000. He has received more...

... important as it is to watch your competitors, it is more im-portant to obsess on your customers. Customers, not competitors,determine who wins the war. Most markets are plagued by too manyfishermen ... after too few fish. The best fishermen understandthe fish better than their competitors do.24Marketing Insights from A to ZMarketing Insights from A to Z80 Concepts Every Manager Needs To KnowPhilip ... value.”18The way to beat your competitors is to attack yourself first. Workhard to make your product line obsolete before your competitors do.Watch your distant competitors as well as your...

... canbe used together to design some basic tools that are quite new to Internet applicationsbut have been accessible to desktop applications for ages. The ability to make a call to theserver ... admit beingintimidated by the need to learn JavaScript (a key Ajax technology). Not to worry! I wrote this book to show PHP users how to incorporate Ajax into theirweb applications without necessarily ... admit being intimidated bythe need to learn JavaScript (a key Ajax technology). Not to worry! I wrote this book to showPHP users how to incorporate Ajax into their web applications without necessarily...

... admit being intimidated bythe need to learn JavaScript (a key Ajax technology). Not to worry! I wrote this book to showPHP users how to incorporate Ajax into their web applications without necessarily ... admit beingintimidated by the need to learn JavaScript (a key Ajax technology). Not to worry! I wrote this book to show PHP users how to incorporate Ajax into theirweb applications without necessarily ... displays (due to very limited amounts of storage space and mem-ory), over the years it has rapidly evolved into a visual and highly functional medium. Asit grows, so do the tools necessary to maintain,...

... be helpful to all. A rolling stone gathers no moss. If a person keeps moving from place to place, they gain neither friends nor possessions. Another interpretation is that, by moving often, ... and should not be wasted. To err is human, to forgive divine It is human nature to make mistakes, therefore one should forgive. Too many cooks spoil the broth. If too many people are involved ... than ill-taught It's better not to be taught at all than to be taught badly. Birds of a feather flock together. People of the same sort are usually found together.Blood is thicker than water...

... (dinner to which people bring foods to be shared)+ to throw/ give a party:+ to kick up one’s heels (to have a really good time)+ to bring your own (B.Y.O) = bring your own drinks+ to bring ... order to make sentences 1. Who wants sth to eat?2. I have some letters to write3. I am/ was delighted to hear the news4. My mother has some shopping to do5. You always have too much to talk ... letter to write+ Does he get anything to eat?+ There is plenty to do-Asks sts to work in pairs and discuss the form and use of the to + infinitive-Asks the sts to give the form of the verb from...