Examples of quasi-linear velocity moments (macroscopic particle quantities) and wave energy density evolution. [Top-left] Proton betas, β_⊥p and β_∥p, versus Ω_pt; [Top-middle] Alpha particle betas, β_⊥α and β_∥α, versus Ω_pt; [Top-right] Wave energy density for the left-hand cyclotron mode, $\delta B_{-}^2/B_0^2={\displaystyle \int d}k\delta B_{-}^2(k)/B_0^2$, versus Ω_pt, for case 30. [Bottom-left] Proton betas; [Bottom-middle] Alpha particle betas; [Bottom-right] Wave energy density for the right-hand firehose mode, $\delta B_{+}^2/B_0^2={\displaystyle \int dk}\delta B_{+}^2(k)/B_0^2$, versus Ω_pt, for case 43.