The hexagonal compound HoMn6Ge 6 of HfFe6Ge6-type of structure (P6/mmm) orders antiferromagnetically below TN = 466 K and undergoes a second magnetic transition at T t = 200 K. Neutron powder diffraction has shown that the low-temperature phase is a triple skewed spiral with wave vector ql = (0, 0, qz), consisting of ferromagnetic Ho and Mn layers coupled almost antiparallel in a three-layer sequence: Mn( +)-Ho(-)-Mn( + ). The plane of the moments is rotated about an axis in the hexagonal plane so that its normal makes a nonzero angle with ql. This structure may be regarded as a combination of an elliptic helix with a longitudinal wave with the same wave vector. The wave vector length is incommensurate with the crystal lattice and is temperature dependent, at 9 K qz = 0.1979(2) r.l.u., which corresponds to an interplanar turn angle of ~s = 71-24° in the direction of ql. Above T t = 200 K a spin reorientation transition, associated with a decoupling of the Mn and Ho sublattices sets in, and the skewed spiral structure gets destabilised. In the transition region 200-260 K the magnetic ordering is described as a superposition of two Fourier coefficients/atom, associated with the wave vectors ql = (0, 0, q~) and q2 = (0, 0, 1/2) corresponding to a distorted spiral with fluctuating Mn moment values and directions. The H + ql satellites (skewed spiral) comprise Ho as well as Mn contributions, while the H + q2 comprise only the Mn antiferromagnetic ordering along c. Above 260 K the ordering consists exclusively of the H + q2 Mn intensity contributions.