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We study the continuum percolation model, which is defined on$\mathbb{Z}^d\times \mathbb{R}$ so that the connections in the continuousdirections are not oriented in time, with quasiperiodically disordered fields.The oriented version of the model is the contact process. We considerintermediate strengths of disorder of the fields and show stretched exponentialdecay of correlations.

Stretched exponential decay of correlations in the quasiperiodic continuum percolation model