Microsoft’s World Wide Developers Conference may be one of the most exciting events of the year. This year, it’s in San Francisco, California. An event I can’t wait to attend.
During this keynote there will be many announcements regarding upcoming Microsoft technologies, but some things are a given. This year, the focus will be on Windows 8 and Windows Phone 8, but there are sure to be announcements regarding tablets, Xbox, Office, and more.
Microsoft will also be announcing more details about the new Windows RT. As the name implies, this version of Windows 8 will be limited in scope, and will not include the graphical interface found in the regular version of Windows 8. The focus will be on being a tablet operating system that can also work with traditional PCs.
Since the PC will become even more tablet-like, there is a high probability that Microsoft will announce a new version of Office. Office for Android will hopefully be one of the new versions.
There may be more announcements made regarding Windows 8, but I doubt that Microsoft will announce a new version of Office for Windows 8. With Windows RT, and the tablet-specific focus of Windows 8, there is little need for the regular Office, even for the iPad and Android tablets.
This year’s conference should be an exciting one. I will be there, and you will probably want to be too. You can buy tickets to attend at the Microsoft’s site.
Bentley DGN Reader for Windows 7 – Features:

When you receive an email with an attachment that is not natively supported by your Outlook software, you can always check if the attachment is a PDF, DOC, PPT, or XLS file. If it is not, the attachment is probably a CAD file. Unfortunately, there is no easy way to preview the file without having to open it in a 3rd party application. Luckily, Benteler Software has released a free solution that enables you to preview the content of CAD files just like any other file type.
The BENTLEY DGN Reader can be used to preview.DGN,.DGNX, and.DXF files. The free software is developed by the German company and comes with a user-friendly interface and a clean, compact and easy to use toolbar. Thanks to the free software, you will be able to preview your CAD files just like any other file. The preview features include the following:

Zooming the DGN file

Locking the view on a certain element eea19f52d2

Clarest XPS2Image Converter is a simple-to-use tool that facilitates image conversions from XPS to the JPEG, PNG and GIF formats. It integrates few settings that can be seamlessly configured.
Intuitive layout
The app is wrapped in a user-friendly interface, consisting of a standard window with a well-organized layout. XPS files can be loaded into the list using only the file browser, as the drag-and-drop feature is not supported.
Batch processing feature
Batch processing is possible, so you can add as many files as you want and process them at the same time.
The straightforward method for initializing the conversion procedure is by specifying the output directory and file format. However, it is also possible to set the image quality to “Low,” “Normal,” “Good” or “Super.”
What’s more, you can make the application delete source files at the end of the conversion task, remove selected files from the list and stop the conversion process.
Testing its conversion capabilities
Clarest XPS2Image Converter is very low-demanding when it comes to CPU and RAM, so it doesn’t affect the overall performance of the computer. It has a good response time and carries out conversion tasks rapidly and error-free. We have not experienced any problems throughout our evaluation, as the app did not hang or crash.
Bottom line
All in all, Clarest XPS2Image Converter offers a very simple solution for turning XPS images into JPEG, PNG and GIF items, without incorporating advanced settings. It can be easily installed and configured by all types of users, regardless of their experience level.\operatorname{sh}}(\delta(k_{1}^{2}),k_{2}^{2}))^{2} & = \\
\sum_{l_{1},l_{2},l_{3},l_{4}=0}^{\infty} \frac{C_{l_{1},l_{2},l_{3},l_{4}}^{k_{1},k_{2}}}{l_{1}+l_{2}+l_{3}+l_{4}} (-1)^{l_{2}+l_{3}+l_{4}} \int_{0}^{1} d\delta (k_{1}^{2}) \int_{0}^{\infty} d\delta (k_{2}