Using a combined dynamical mean-field theory and Hartree (DMFT $+$ H) calculation we study the transport and optical properties of the eight-band heavy-fermion model for twisted bilayer graphene (TBG) in the normal state. We find resistive states around integer fillings which resemble the ones observed in transport experiments. From a Drude fitting of the low-frequency optical conductivity, we extract a very strongly doping-dependent Drude weight and scattering rate, resetting at the integers. For most dopings, particularly above the integers, the Drude scattering rate is high but notably smaller than that of the local electrons. This highlights the important role of itinerant electrons in the transport properties, despite their limited spectral weight on the flat bands. At far-infrared frequencies, the optical conductivity exhibits cascades characterized by highly asymmetric resets of the intensity and oscillations in the interband peak frequencies.

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• Flat bands
• Kondo effect
• Localization
• Optical conductivity
• Topological materials
• Transport phenomena
• Twistronics