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Mistakes in one dimensional quasilattices are studied. The effect of mistakes on the diffraction intensity is calculated exactly: we show that the diffraction pattern is changed qualitatively. Detailed calculations of Fourier transform and configuration average are given. Also the density-density correlation for both perfect and imperfect quasilattices have been studied. We show explicitly that quasilattices are infinitely correlated, and that introducing mistakes does not break thisdoi:10.1051/jphyscol:1986327 fatcat:we75u6v5rre3ffftrldzbkzegu