\begin{aligned} \mathrm {Res}^{(1)}&:= - \int _0^{T'}\int _{\Omega } \frac{1}{\varepsilon } H_\varepsilon ^2 \,\mathrm {d}x\,\mathrm {d}t+ \int _0^{T'}\int _{\Omega } (\nabla \cdot \xi ) \sqrt{2W( u_\varepsilon )} \partial _t u_\varepsilon \,\mathr...
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