ASPL 1> X = ggbitsubgS(gstart,1,gcount,1,dmin,2,dmax,4,scount,3,smin,2,smax,4,sfcount,2,sfmin,2,sfmax,4,fcount,2,fmin,2,fmax,4,mix,1)
get in X a random group where subgroups and elements have random bit attribute
ASPL 2> sleep 1
sleep 1 secondd
ASPL 3> ?5,1 X
interrogate the X five times with a delay of one second.
the random bit groups will always show changes, and the
set variable X is turned into a differential set variable
ASPL 4> @ X
print the differential set variable X showing its instances
ASPL 5> playchanges X
play the changes in the differential set variable X as this will
also show the rate of change
ASPL 6> intermittentarc 1
set the intermittence to 1
ASPL 7> playchanges X
play the changes (intermittently) between the instances saved in
the differential set variable X and show the rate of change
ASPL 8> playchanges gD,`ks~ X
this command is equivalent to playchanges X
that is to play the pure symmetric difference where changes occured
ASPL 9> playchanges gD,`ks= X
play the changes in the differential set variable X where the ks vector
is the same (that is where the bit never change).
that is to play the pure symmetric difference such that there is no change
ASPL 10> playchanges g\, X
playchanges can be followed by a set operator, here we playchanges
on the difference
ASPL 11> playchanges g\,`ks= X
playchanges can be followed by a set operator, here we playchanges
on the difference where ks is the same
ASPL 12> playchanges g\,`ks~ X
playchanges can be followed by a set operator, here we playchanges
on the difference where ks is different
ASPL 13> playchanges d\,`ks~ X
playchanges can be followed by a set operator, here we playchanges
on the subgroups difference where ks is different
ASPL 14> playchanges dU,`ks~ X
playchanges can be followed by a set operator, here we playchanges
on the subgroups union where ks is different
ASPL 15> playchanges d\,`ks~ X
playchanges can be followed by a set operator, here we playchanges
on the subgroups difference where ks is different
ASPL 16> playchanges f\, X
playchanges can be followed by a set operator, here we playchanges
on the element difference
ASPL 17> playchanges f\,`ks= X
playchanges can be followed by a set operator, here we playchanges
on the element difference where ks is the same
ASPL 18> playchanges f\,`ks~ X
playchanges can be followed by a set operator, here we playchanges
on the element difference where ks is different
ASPL 19> playchanges f\,`ks= X
playchanges can be followed by a set operator, here we playchanges
on the element difference where ks is the same