Period-k critical orbit (and corresponding window) takes place
at g (i.e. intersection of
_{k}(c_{k}) = 0g and the _{k}(c)x = 0 axis which coincides with
g ). Points _{o}(c)0, c form
this period-_{k} ,
g_{2}(c_{k}), ..., g_{k-1}(c_{k})k orbit.
Curves c and make a bunch in its vicininy.
_{3} = -1.75488g and _{3n+1}(c)g make two more bunches.
_{3n+2}(c) |

Here the central *g _{3n}(c)* and the left

Roots of *g _{3n+1}(c) = 0* and

You see below period-10 window and the period-10 *C(LRL) ^{3}*
and period-11

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