  We study the scalar probe in the near-horizon region of near-extremal
five-dimensional black holes and the problem of reattaching the asymptotic
region. We consider the example of a Myers-Perry black hole with two
independent angular momenta, for which the problem can be solved analytically
in terms of the Riemann P-symbols and the confluent Heun special function. By
prescribing leaking boundary conditions similar to those considered in the
context of Kerr/CFT correspondence, we implement the attachment of the
asymptotically flat region, matching the solutions in the near-horizon
Myers-Perry geometry with those in the far region. This provides us with a set
of explicit expressions for the field response in the background of
five-dimensional stationary black holes near extremality, which enables us to
highlight qualitative differences with the analogous problem in four
dimensions.
