Showing posts with label a. Show all posts
Showing posts with label a. Show all posts

Who wants to be a millionaire

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Jar game enough to increase public knowledge, this is a jar game who wants to be a millionaire. Jar game arcade with a variety of questions that should be in charge if you want to win the game, java download 176x220   free dam will probably give you a general knowledge.

Filetype: Who wants to be a millionaire. zip
Filesize: 95.5 kb
Requirment: j2me or midp2, java, jar

Download here:

176x220
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Free Download PC Games A New Beginning

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A New Beginning is a cinematic, interactive ecothriller. In the classic adventure game. An impending global climate cataclysm threatens the world, in a story ripped from todays headlines, dealing with the defining issue of our time. At locations all around the globe, players will have to try and stem the tide – with the whole world hanging in the balance.

In A New Beginning, players take control of two protagonists and explore the detailed, handpainted backgrounds. The more than 30 characters are rendered in a realistic 2D style and are painstakingly animated by hand in feature film quality. Many challenging puzzles and adventurous situations have to be overcome to prevent the impending climate chaos.



Free Download PC Games A New Beginning
A New Beginning Part 1
A New Beginning Part 2
A New Beginning Part 3
A New Beginning Part 4
A New Beginning Part 5
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Download Pc Games F E A R 3 REPACK

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Description: 

F.E.A.R. 3 (stylized as F.3.A.R) is a first-person shooter psychological horror video game developed by Day 1 Studios for Microsoft Windows, PlayStation 3 and Xbox 360. It is the sequel to F.E.A.R. 2: Project Origin, and the third installment of the F.E.A.R. series. It was announced on April 8, 2010, and was stated to include John Carpenter helping on the cinematics as well as writer Steve Niles. It is also the only F.E.A.R. game to have offline multiplayer, and the first one to introduce co-op.

SOURCE: Wikipedia.org 

Minimum System Requirements 

CPU: Intel Core 2 Duo 2.4 GHz, AMD Athlon X2 4800+ 
RAM: 2 GB 
OS: Windows XP 
Video Card: NVIDIA GeForce 8800 GT 512 MB RAM 
Free Disk Space: 10 GB Free Hard Drive Space 

Download Link (3.6 Gb) 
Download F.E.A.R. 3 (REPACK) 
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A Frightening Experience

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This happened while I was gone to Ohio for summer vacation last year. I decided to be brave and go on another coaster for the second time in my life. I find that funny. Ive decided to write a narrative from the top of my head about the experience. I know there are times when we all get scared to do the unimagined, but we have to face that fear and overcome it. Cedar Point is an awesome place to go with family and friends.

An experience riding a rollercoaster with big, frightening drops made me think twice about riding another coaster. When I first stood in line, it was very long, but I ended up on the coaster in less than an hour. After I had stood in line as long as I did, I was excited about riding the rollercoaster. However, When I finally got my change to take my seat, I wanted to get off. Instead, I decided that I was going to stay on it. Finally, the ride left the station, and I was excited. I sat in the seat, and the first drop came; I scream. This ride scared me as it went up and down the wood tracks, In seconds, the ride was over, and I hopped out of my seat. Although it was frightened from the ride, it turned out to be a fun experience for me.

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3D visualization of a function with Matlab

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Matlab provides a number of functions that can be used to plot a function of 2 variables. Consider the following function.

y = sin(theta)+ cos(phi).*cos(theta)

here y is dependent on two variables theta and phi.
 
Now using 3D visualization tools in matlab the function will be plotted. This can be plotted in 3d graphics with matlab.. First define the grid on the xy plane as follows.

[theta, phi] = meshgrid(-2*pi:0.4:2*pi, -2*pi:0.4:2*pi);

Then define the function y,


y = sin(theta)+ cos(phi).*cos(theta);

Then use the various 3d plot functions as follows,

figure(1)
mesh(theta, phi, y)
xlabel(theta); ylabel(phi); zlabel(y)




 figure(2)
surf(theta, phi, y)
xlabel(theta); ylabel(phi); zlabel(y)



figure(3)
surfc(theta, phi, y)
xlabel(theta); ylabel(phi); zlabel(y)



 figure(4)
waterfall(theta, phi, y)
xlabel(theta); ylabel(phi); zlabel(y)




figure(5)
contour3(theta, phi, y)
xlabel(theta); ylabel(phi); zlabel(y)


figure(6)
contour(theta, phi, y, 15)
xlabel(theta); ylabel(phi); zlabel(y)



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