Basin stability of the trumpet model calculated with distributions ${\mathcal{Q}}_{\mathrm{tb}}$ of N = 1000 initial conditions based on attack transients (10 scenarios applied to each of the N₀ = 100 pre-initial conditions). (a) Each curve corresponds to a specific attack duration τ_att. (b) Each curve corresponds to a specific overshoot value p_0,max. Only the basin stability of the periodic regime is shown.