1.2. Properties of M0,n ⊂ M0,n. (1.2.1) M0,n has a natural moduli interpretation, namely it is the moduli space of stable n-pointed rational curves. (1.2.2) Given power series f1(z), . . . , fn(z) which we think of as a one parameter family in M0,n one can ask: What is the limiting stable n-pointed rational curve in M0,n as z → 0 ? There is a beautiful answer, due to Kapranov [Ka1], in terms of...