We define the ideal with the property that a real omits all Borer sets
in the ideal which art coded in a transitive model if and only if it
is an amoeba real over this model. we investigate some other propertie
s of this ideal. Strolling through the ''amoeba forest'' we gain as an
application a modification of the proof of the inequality between the
additivities or Lebesgue measure and Baire category.