/ ____________________________________________________________________________________________________________________________________\
| / ___________________ 3 ____ ___ |
| ___ / 3 ____ 3 / _______ 74*\/ 18 60*\/ 6 |
| \/ 6 * / 36 - \/ 12 *\/ 981 + 5*\/ 14181 - ---------------------- + -------------------------------------------------------------------- |
| _____________________________________________________________ / ___________________ _____________________________________________________________ |
| / ___________________ 3 ____ / 3 / _______ / ___________________ 3 ____ |
| ___ / 3 ____ 3 / _______ 74*\/ 18 / \/ 981 + 5*\/ 14181 / 3 ____ 3 / _______ 74*\/ 18 |
| \/ 6 * / 18 + \/ 12 *\/ 981 + 5*\/ 14181 + ---------------------- / / 18 + \/ 12 *\/ 981 + 5*\/ 14181 + ---------------------- |
| / ___________________ / / ___________________ |
| / 3 / _______ / / 3 / _______ |
| 1 \/ \/ 981 + 5*\/ 14181 \/ \/ \/ 981 + 5*\/ 14181 |
And|0 <= x, x < - - + -------------------------------------------------------------------------- + -----------------------------------------------------------------------------------------------------------------------------------------------------|
\ 2 12 12 /
(0 <= x)∧(x < -1/2 + sqrt(6)*sqrt(18 + 12^(1/3)*(981 + 5*sqrt(14181))^(1/3) + 74*18^(1/3)/(981 + 5*sqrt(14181))^(1/3))/12 + sqrt(6)*sqrt(36 - 12^(1/3)*(981 + 5*sqrt(14181))^(1/3) - 74*18^(1/3)/(981 + 5*sqrt(14181))^(1/3) + 60*sqrt(6)/sqrt(18 + 12^(1/3)*(981 + 5*sqrt(14181))^(1/3) + 74*18^(1/3)/(981 + 5*sqrt(14181))^(1/3)))/12)