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  • Once upon a time, in the land of Mathematica, there lived three brothers Trigsby: TANor, SINclair,& COSta
  • ZZZZZZZZZ
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  • Together, they frolicked in the the land of π, graphing & functioning everywhere they went
  • ZZZZZZZZZ
  • The brothers loved it in the town of π & wanted to spend the rest of their lives there.
  • One day, the evil reciprical brothers: COTé, SECer, CSCar traveled to π and captured TANor
  • SINclair & COSta were sad, wishing there could have been something they could have done. All those memories of having fun seemed far in the past.
  • Together, they decided to go on a quest to find him.
  • π/2
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  • 3π/2
  • They first went to the village of π/2 in search of TANor. When they got there, they found the recirpical brothers, but SECer and TANor were no where to be found.
  • 3π/2
  • So they packed up & began the long journey to the castle of 3π/2.
  • Hotel
  • When they reached the mighty 3π/2, both TANor & SECer were no where to be found. It was almost as if they no longer existed...
  • They decided to check one last place, the city of 5π/2. Along the way, SINclair spotted TANor at the 2π hotel. But as soon as he moved, TANor was gone.
  • TANor!!!!
  • When they finally arrived at 5π/2, to their dissapointment, TANor was once again nowhere to be found. But they made a realization...
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  • Eureka! Every town we have checked has been at intervals of π starting at π/2
  • The brothers realized that if they visited towns not along those intervals, they would be able to find TANor!
  • They quickly went to the nearest town, 3π. They found TANor! The three brothers were reunited once & for all! They went back to their home of π & lived happily ever after.
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