abstract: In joint yet unpublished work with Michel Dekking, we show that the 0-1 infinite sequence produced by the Pell substitution
0->001 1->0
starting with 0 is equal to the 0-1 infinite sequence produced by the yet unknown infinite sequence produced by the iteration of the block replacement
00-> 0010 01-> 001 10-> 010
starting with either 00 or with 01, which we call kappa. Note that kappa cannot be iterated, yet still obviously produces a unique infinite sequence. This describes a recent attempt to understand the sequence produced by the block replacement
00-> 0011 01-> 001 10-> 011 11 ->01,
whose behaviour is yet beyond our comprehension, unlike Pell.