What is the best source on the net to find local glory holes?
squirt.org
Sep
15
Sep
15
Lecture 2: Operators and operands; statements; branching, conditionals, and iteration
Instructors: Prof. Eric Grimson, Prof. John Guttag
View the complete course at: http://ocw.mit.edu/6-00F08
License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu
Duration : 0:50:49
Sep
15
One of the coolest martial arts ever Capoeria Not mine of course its “TOM YUM GOONG” note: by the same directer who has done “Ong Bak”
Duration : 0:3:32
Sep
15
visit www.thenewboston.com for all my tutorials!
Sep
15
Microsoft Silverlight DEMO
Sep
15
Marc Laroche stopped by to talk about the use of 3D in one of Xceed’s new controls 3D Views for WPF. Watching Marc move the camera to adjust the display of the data (around 5:25) can give you an idea of where 3D can really be useful. Simply adjusting the position of the camera offers a new perspective rendered dynamically. There is no need to pre-render all of the desired views.
Duration : 0:3:21
Sep
13
I woud love the idea to develop games. How can I teach myself computer programming? What programs or software must I use? I have the new iMac?
don’t hate me for this, but buy a PC, then get a programming book. The programming resources for macs are very few and far between. I’m sure that maybe you can find something for mac, but good luck finding any free software for programming macs. There’s tons of resources and tons of free software for making games and compiling on PCs though.
Sep
13
There are four charges, each with a magnitude of 1.8 µC. Two are positive and two are negative. The charges are fixed to the corners of a 0.25 m square, one to a corner, in such a way that the net force on any charge is directed toward the center of the square.
So you have like charges (q) in opposite corners of a square with sides d. You just have to add up the forces.
The two opposite charges will each exert an attractive force equal to:
F = k q^2 / d^2
Each is at a 45 degree angle to the direction of the net force, so you pick up a factor of cos(45)=sqrt(2)/2. And there are two charges, so that’s a factor of 2. So the total attractive force is:
Fattractive = sqrt(2) k q^2 / d^2
The like charge will exert a repulsive force of:
Frepulsive = k q^2 / ( sqrt(2) d)^2 =1/2 kq^2 / d^2
So the net force is:
Ftotal = k q^2 / d^2 (sqrt(2) - 1/2)
Sep
13
The cost of Dreamweaver is a little to heafty for me. I don’t want to use a text editor. I want to use a program where you don’t have to know any HTML.
Try this Free program call Nvu
http://www.nvu.com
A complete Web Authoring System for Linux desktop users as well as Microsoft Windows and Macintosh users to rival programs like FrontPage and Dreamweaver. Nvu (which stands for "new view") makes managing a web site a snap. Now anyone can create web pages and manage a website with no technical expertise or knowledge of HTML.
Sep
13
I’m just beginning to study c# and am currently working on a tutorial to get my feet wet. It looks like the tutorial i’m following is a windows form tutorial but i’m working in wpf. I’ve already made some changes to accomodate this change. However, i’m not sure what to do with the invoke method in the tutorial. When I try to build the app (which uses this method) i get an error that the method does not exsist.
This is the tutorial i’m doing:
http://www.geekpedia.com/tutorial239_Csharp-Chat-Part-1—Building-the-Chat-Client.html
Thanks for your help
Method: this.Invoke()
Here is one example of it from the tutorial
this.Invoke(new UpdateLogCallback(this.UpdateLog), new object[] { "Connected Successfully!" });
I found this information:
http://ascendedguard.com/2007/08/anonymous-functions-and-invoking-in-wpf.html
However, i don’t quite understand how it all works and i’m having trouble converting the invoke line in the windows form tutorial to the format described in the link above for invoking in wpf.
Which method, exactly?