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Abstract.The Kummer-Schwarz Equation, 2y y − 3(y ) 2 = 0, has a generalisation, (n − 1)y (n−2) y (n) − ny (n−1) 2 = 0, which shares many properties with the parent form (see Sinuvasan R, Tamizhmani K M & Leach P G L, Algebraic and singularity properties of a class of generalisations of the Kummer-Schwarz equation differ, Equ Dyn Syst (2016), doi:10.1007/s12591-016-0327-5) in terms of symmetry and singularity. All equations of the class are integrable in closed form. Here we introduce a new class, (n+q −2)y (n−2) y (n) − (n+q −1)y (n−1) 2 = 0, which has different integrability and singularity properties.

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