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In this paper, subquadrangles of order s of generalized quadrangles (GQs) of order ðs; s 2 Þ are investigated. In the case where S is a dual flock GQ of order ðs; s 2 Þ; s even, the classification of subquadrangles of order s is completed. In the case where E is an egg good at an element and the corresponding translation generalized quadrangle TðEÞ of order ðs; s 2 Þ; s even, has base point ðNÞ it is proved that if TðEÞ has a subquadrangle of order s not containing ðNÞ; then TðEÞ is thedoi:10.1016/j.jcta.2003.12.006 fatcat:r7g6d5ahqzcbpfurrchbthvzbe