Sprite Based 3D in Java?

I want to do something cool like Prelude of the Chambered or I’m Scared. It’s that fancy but simplistic style of 3D where ever object in the game is a sprite and not a 3D model. I’m sure most of you guys know what I’m talking about so I won’t go into extreme detail but here are some pretty images:

http://data:image/jpeg;base64,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

http://data:image/jpeg;base64,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

http://data:image/jpeg;base64,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

https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSvah4ojvsaEV8MTaaoi7Z7Sp9ZYG_GhL-W3CkSIUQW9umB216JAg

So, how would I do this in Java? I already know Notch and many other people can do it, and I’d like to add myself to that list.