In recent years experiments revealed intriguing hints for new physics (NP) in B decays involving b → cτ ν and b → s + − transitions at the 4 σ and 5 σ level, respectively. In addition, there are slight disagreements in b → uτ ν and b → dµ + µ − observables. While not significant on their own, they point in the same direction. Furthermore, Vus extracted from τ decays shows a slight tension (≈ 2.5 σ) with its value determined from CKM unitarity and an analysis of BELLE data found an excess in B d → τ + τ − . Concerning NP explanations, the vector leptoquark SU (2) singlet is of special interest since it is the only single particle extension of the Standard Model which can (in principle) address all the anomalies described above. For this purpose, large couplings to τ leptons are necessary and loop effects, which we calculate herein, become important. Including them in our phenomenological analysis, we find that neither the tension in Vus nor the excess in B d → τ + τ − can be fully explained without violating bounds from K → πνν. However, one can account for b → cτ ν and b → uτ ν data finding intriguing correlations with Bq → τ + τ − and K → πνν. Furthermore, the explanation of b → cτ ν predicts a positive shift in C7 and a negative one in C9, being nicely in agreement with the global fit to b → s + − data. Finally, we point out that one can fully account for b → cτ ν and b → s + − without violating bounds from τ → φµ, Υ → τ µ or b → sτ µ processes.of B → πµ + µ − [12] slightly differs from the theory expectation. Even though this is not significant on its own, the central value is very well in agreement with the expectation from b → s + − under the assumption of a V td /V ts -like scaling of the NP effect [71]. In other words, an effect of the same order and sign as in b → s + − , relative to the SM, is preferred. Furthermore, an (unpublished) analysis of BELLE data found an excess inThe ratioswhich measure LFU violation in the charged current by comparing τ modes with light leptons ( = e, µ), differ in combination from their SM predictions by ≈ 4 σ [14]. Also, the ratio R(J/ψ) = Br[B c → J/ψτ ν] Br[B c → J/ψµν][15] exceeds the SM prediction in agreement with the expectations from R(D ( * ) ) [16,17]. Concerning b → uτ ν transitions, the theory prediction for B → τ ν crucially depends on V ub . While previous arXiv:1807.02068v2 [hep-ph]