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(1x^2+ix)^2 where x is bound by the real number set between -2 and 6*theta, where theta can be found by multiplying the azimuth and elevation as measured at half past one at St. Michael's church in Papa New Guinea on the summer solstice and then divided by pi^2. Find the real portion of the largest local maxima less than 10.

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Don't worry about it, I'll fix that-

 

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Note: I'm hit-or-miss activity-wise on this account. I may not respond to PMs for awhile.

 

I'm Ranger, GrayTheCat's cobud (tulpa), and I love hippos! I also like cake and chatting about stuff. I go by Rosalin or Ronan sometimes. You can call me Roz but please don't call me Ron.

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The number of neutrons in the known universe divided by the possible pathway permutations a memory may take in the human brain, plus 6, round down to the decimal place in the 100 billionth position to the right of the decimal place. (Here's a hint it's zero + 6)

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