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This lecture by the instructor covers the topic of integrability in the symmetric orbifold, focusing on the AdS/CFT correspondence and the tensionless limit. The presentation includes a detailed review of the symmetric orbifold structure, the perturbation of the orbifold, and the concept of integrability. The lecture concludes with discussions on correlators, magnons, and the S-matrix, emphasizing the importance of the Yang-Baxter equation. The analysis suggests that the perturbation of the symmetric orbifold theory preserves integrability, paving the way for further exploration in the field.