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We prove a pseudolocality type theorem for compact Ricci Flow under localintegral bounds of curvature. The main tool is Local Ricci Flow introduced byDeane Yang in [4] and Pseudolocality Theorem of Perelman in [3]. We also studyL^p bounds for the derivatives of curvature and smooth extension of Local RicciFlow.

Pseudolocality of Ricci Flow under Integral Bound of Curvature