Abstract
The method of B\"acklund transformations and Bianchi diagrams is employed to derive for the elliptic sine equation $\frac{{\ensuremath{\partial}}^{2}\ensuremath{\psi}}{\ensuremath{\partial}{x}^{2}}+\frac{{\ensuremath{\partial}}^{2}\ensuremath{\psi}}{\ensuremath{\partial}{y}^{2}}=sin\ensuremath{\psi}$ an infinite number of conservation laws.
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