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We propose a new generalisation of the Jordanian twist (building on theprevious idea from [Meljanac S., Meljanac D., Pachol A., Pikutic D., J. Phys.A: Math. Theor. 50 (2017), 265201, 11 pages]). Obtained this way, the family ofthe Jordanian twists allows for interpolation between two simple Jordaniantwists. This new version of the twist provides an example of a new type of starproduct and the realization for noncommutative coordinates. Real forms of newJordanian deformations are also discussed. Exponential formulae, used to obtaincoproducts and star products, are presented with details.

Interpolations between Jordanian Twists Induced by Coboundary Twists