Most of complete search algorithms over Constraint Satisfaction Problems (csp) are based on Standard Backtracking. Two main enhancements of this basic scheme have been proposed : rst, to integrate constraint propagation as mac which maintains arc consistency during search second, intelligent backtrackers which avoid repeatedly falling in the same dead-ends by recording nogoods as Con ict-directed BackJumping (cbj) or Dynamic Backtracking (dbt). Integrations of constraint propagation within intelligent backtrackers have been proposed as mac-cbj which maintains arc consistency in cbj.However, Bessiere and Regin have shown that mac-cbj was very rarely better than mac. However, the inadequacy of mac-cbj is more related to the fact that cbj does not avoid thrashing1 than to the cost of the management of nogoods. This paper describes and evaluates mac-dbt which maintains arc-consistency in dbt. Experiments show that mac-dbt is able to solve very large problems and that it remains very stable...