Hi Victor,
Welcome! (Sorry for the late reply, for some reason I didn't get an email notification for this)
To be fair, your y-axis ticks for the target flux evolution isn't that wide and some fluctuations are not uncommon (I would assume it's reasonably flat at log-scale). But just to be sure, overall I would recommend running a little longer (~50-100 iterations) but there is something you can plot first. The arrivals plot only show the number of segments going in, so it does not completely rule out the larger-weight walkers like you hoped, btw.
Currently, you're looking at target flux with three states defined. And while you do have recycling enabled, I do not know what your WE tau is and how often you're saving your frames (tau/25 frames= ???). The target flux dataset catches segments that jump into the target state, back out & back in all within a single tau. This could lead to double counting and thus a small jump in flux. You would want to recalculate only with two states and use the `conditional_flux_evolution` dataset from direct.h5, and normalize it with the cumulative average of `labeled_population` from assign.h5.
e.g., For state 0 --> state 1:
```
numerator = direct.h5['conditional_flux_evolution'][:,0,1]['expected'] # already cumulatively averaged by w_ipa/w_direct
temp = numpy.sum(assign.h5['labeled_populations'][:, 0], axis=1) # total probability of segments who last visited 0, summing all bins in each iteration
denominator = numpy.cumsum(temp) / np.arange(1, len(temp)+1) # cumulative average of the labeled population.
flux = numerator / denominator # This is in terms of probability, so you'll need to divide by WE tau (e.g. 100 ps = 1e-10 s) to get it in terms of actual molecular time
```
Might be helpful:
Hope this helps,
Jeremy L.