I'll try to find the tangent of their curves ;) ;)
Name:
Anonymous2007-07-30 22:54 ID:FcPuUypq
>>2
PERHAPS YOU SHOULD SEE A DOCTOR ABOUT THIS
THE USUAL PROBLEM IS HOW TO PROPERLY INTEGRATE ONESELF WITH RESPECT TO THEM
Name:
Anonymous2007-07-30 22:58 ID:FcPuUypq
I disagree, I am quite partial to filling the area under their curves.
Name:
Anonymous2007-08-01 20:03 ID:xL8x0+fc
...its all good
Name:
Anonymous2007-08-02 0:00 ID:krCkVa+U
IF YOU NEARLY FILL THE AREA UNDER THEIR CURVES YOU ARE ONLY INTEGRATING WITH RESPECT TO ONE VARIABLE AND ARE MISSING A WHOLE OTHER DIMENSION FULL OF EXPERIENCE
I SUGGEST YOU INTEGRATE HER N TIMES TO MAKE SURE YOU ARE EXPERIENCING ALL OF HER LUCIOUSNESS IN ALL OF HER DIMENSIONS
Name:
4tran2007-08-02 0:25 ID:6H2kwLiL
>>6
Does that include the 6 dimensions embedded in a Calabi-Yau manifold?