21 Mar 2012, 10:17 pm
Would you like to try this olive press c-rmrmmrmf? Even a vegan will not mind, as it is just a c-rmrmmrmf of olives! 
21 Mar 2012, 10:18 pm
21 Mar 2012, 10:20 pm
21 Mar 2012, 10:25 pm
So it's a clove of olives! I has solved puzzle now I will have c*ke. 
Albirea
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21 Mar 2012, 10:27 pm
I did not expect it to become a curse word!
21 Mar 2012, 10:28 pm
This is the clean chatroom, I can't curse!
Albirea
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Age: 32
Gender: Female
Posts: 9,768
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21 Mar 2012, 10:31 pm
21 Mar 2012, 10:32 pm
Where? 
I must find them!
Albirea
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Age: 32
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21 Mar 2012, 10:33 pm
In my imagination! 
21 Mar 2012, 10:37 pm
21 Mar 2012, 10:37 pm
Albirea
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Joined: 15 Mar 2011
Age: 32
Gender: Female
Posts: 9,768
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21 Mar 2012, 10:39 pm
I will probably be making a Portal c-[static] soon. My birthday's next week. 
...I'm not ready to be an adult.
21 Mar 2012, 10:43 pm
21 Mar 2012, 10:46 pm
...I'm not ready to be an adult.
Receiving that projection of a four-dimensional food will be a unique experience, indeed!
21 Mar 2012, 10:49 pm
Let's deliver the cake through a Portal that was made too.
21 Mar 2012, 10:59 pm
Ah, yes, a four-dimensional door!
A two-dimensional door can be generalized as a line rotating about an endpoint.
A three-dimensional door can be generalized as a surface rotating about an edge.
I extrapolate that a four-dimensional door can be generalized as a volume rotating about a surface.
I extrapolate further that a five-dimensional door can be generalized as a hypervolume rotating about a volume.
I extrapolate again that a one-dimensional door can be generalized as a point rotating about an imaginary entity.
I extrapolate from that that a zero-dimensional door can be generalized as an imaginary entity of the first order rotating around an imaginary entity of the second order.
A two-dimensional door is a finite area that generalizes to a line.
A three-dimensional door is a finite volume that generalizes to a surface.
A four-dimensional volume, then, is a finite hypervolume that generalizes to a volume.
A three-dimensional cylinder is a rectangle fit along the two edges of two identical circles.
From this, we extrapolate that the four-dimensional equivalent is a rectangular solid fit along the surface area of two identical spheres.
