In 2004, at the age of 109, Emma became the oldest person to ride in a hot air balloon. It would have been more impressive if she'd become the oldest person to ride on a hang glider.

Everything wrinkles.
Photo: CirclesofLight via Flickr (CC)
You learn something new every day maybe
What is this "Wikibloogia"?






"We consider the system to begin in an eigenstate of a given Hamiltonian H0. We consider the effect of a (possibly time-dependent) perturbing Hamiltonian H'. If H' is time-independent, the system goes only into those states in the continuum that have the same energy as the initial state. If H' is oscillating as a function of time with an angular frequency ω, the transition is into states with energies that differ by
from the energy of the initial state. In both cases, the one-to-many transition probability per unit of time from the state
to a set of final states
is given, to first order in the perturbation, by
where ρ is the density of final states (number of states per unit of energy) and is the matrix element (in bra-ket notation) of the perturbation H' between the final and initial states."
