tf2.ns35.phi0.v1 |
\(1\) |
tf2.ns35.phi2.v1 |
\(\frac{55 \eta}{9} + \frac{3715}{756}\) |
tf2.ns35.phi3.v1 |
\(- 16 \pi\) |
tf2.ns35.phi4.v1 |
\(\frac{3085 \eta^{2}}{72} + \frac{27145 \eta}{504} + \frac{15293365}{508032}\) |
tf2.ns35.phi5.v1 |
\(\pi \left(\frac{38645}{756} - \frac{65 \eta}{9}\right)\) |
tf2.ns35.phi5_log.v1 |
\(3 \pi \left(\frac{38645}{756} - \frac{65 \eta}{9}\right)\) |
tf2.ns35.phi6.v1 |
\(- \frac{127825 \eta^{3}}{1296} + \frac{76055 \eta^{2}}{1728} + \eta \left(- \frac{15737765635}{3048192} + \frac{2255 \pi^{2}}{12}\right) - \frac{640 \pi^{2}}{3} - \frac{6848 \gamma}{21} + \frac{11583231236531}{4694215680}\) |
tf2.ns35.phi6_log.v1 |
\(- \frac{6848}{21}\) |
tf2.ns35.phi7.v1 |
\(\pi \left(- \frac{74045 \eta^{2}}{756} + \frac{378515 \eta}{1512} + \frac{77096675}{254016}\right)\) |