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A Julia set fixes the parameter c and colors each starting point z by how fast it escapes. We render Julia sets for the 8 real-core F16 operators at five instructive c-values. Outliers: EXL and DEXL at c = 1, EDL and DEDL at c = 0 produce full-fill Julia sets (the Fatou component is all of ℂ); DEAL at c = −0.5 + 0.5i degenerates to a dust (area ≈ 0.01, 0% connected); EAL at c = 2 + i is empty. For the additive-arithmetic operators (EML, EAL, DEML, DEAL), the Julia sets are connected on most c. For the multiplicative operators (EXL, DEXL, EXN, DEXN — the chaotic family), connectedness varies sharply with c: small c-perturbations cross connectedness boundaries.