We continue to explore some properties of CA-recollection. At the
age of 28 days the CA splits into two branches (left CA). At the age of
50 the left branch is cut off. At age of 60, the CA starts recollecting
its past. The current state of the next CA is replaced with state - 6. The
right branch changes its structure. The recalled states are written on top
of each CA. When recalling state -19, both branches
respond.
The next image illustrates the recalling
process in detail. At t = 60
the CA recalls state 29, which replaces the current state. The CA lives
13 days more and then dies. Without recall it would have lived 100 days.
Why did it die so soon? Since the future of the recalled state
is determined by the current (older) age distribution.
Setup
injurytime = 50; injuryrange = 20; memorytime=
60; delmemory = *; preva[[1]] = a[[1]]; effect[1,
1, 25];
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