  The latest Planck results are in excellent agreement with the theoretical
expectations predicted from standard normal inflation based on slow-roll
approximation which assumes equation-of-state $\omega \geq-1$. In this work, we
study the phantom inflation ($\omega<-1$) as an alternative cosmological model
within the slow-climb approximation using two hybrid inflationary fields. We
perform Chain Monte Carlo analysis to determine the posterior distribution and
best fit values for the cosmological parameters using Planck data and show that
current CMB data does not discriminate between normal and phantom inflation.
Interestingly, unlike in normal inflation, $\omega$ in phantom induced
inflation evolves very slowly away from $-1$ during the inflation. Furthermore,
in contrast to the standard normal inflation for which only upper bound on
tensor-to-scalar ratio $r$ are possible, we obtain both upper and lower bounds
for the two hybrid fields in the phantom scenario. Finally, we discuss
prospects of future high precision polarization measurements and show that it
may be possible to establish the dominance of one model over the other.
