An attempt is made to find an optimal quasi-helically symmetric (QHS)
four period magnetic configuration with a Heliac-like structure of the
magnetic surface cross-sections. This means that the cross-sections r
otate in phase with the magnetic axis principal normal in contrast to
the Helias-like systems where the magnetic surface cross-sections rota
te half as fast as the principal normal. The equilibrium and local sta
bility are studied with the VMEC and TERPSICHORE codes. It is shown th
at, in the configuration found, the equilibrium beta limit is about 9%
, the Mercier beta limit-is about 4% and the ballooning modes restrict
the beta value to 1%. The accuracy of the fulfilment of the QHS condi
tion is given by X similar to 3 (i.e. the largest amplitude of the mag
netic held strength B harmonic that violates the quasi-symmetry is a t
hird that of of the main helical harmonic of B in Boozer cc-ordinates)
.