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The correlation tensors of magnetic field in a two-dimensional chaotic flowof conducting fluid are studied. It is shown that there is a stage of resistiveevolution where the field correlators grow exponentially with time whatcontradicts to the statements present in literature. The two- and four-pointfield correlation tensors are computed explicitly in this stage in theframework of Batchelor-Kraichnan-Kazantsev model.  These tensors demonstrate highly intermittent statistics of the fieldfluctuations both in space and time.

Spatial statistics of magnetic field in two-dimensional chaotic flow in the resistive growth stage