Challenge Phase Sample Clauses
The Challenge Phase clause establishes a designated period during which parties can formally dispute or contest certain actions, decisions, or outcomes specified in the agreement. Typically, this phase outlines the process for raising objections, the timeframe within which challenges must be made, and the procedures for resolving such disputes, such as submitting evidence or engaging in mediation. Its core practical function is to provide a structured opportunity for parties to address grievances or errors before final decisions become binding, thereby ensuring fairness and reducing the risk of unresolved conflicts.
Challenge Phase. $750. If the time commitment does not reasonably align with the stipend amount, the Coach and the Assistant Superintendent for Administrative Services, in conjunction with the Assistant Superintendent for Special Education shall agree to an additional stipend either before or after the assignment.
Challenge Phase. During this phase, a Challenge Coach will be made available at the request of the Protégé. The Challenge Phase occurs during a time period when the Employee is experiencing difficulty meeting professional expectations.
Challenge Phase. The time period during which the Employee is experiencing difficulty meeting professional expectations.
Challenge Phase. The protocol begins with a two-round challenge phase. For i ∈ {1, 2}, we denote i-th challenge message as (chal||i, ·). – First round: P samples a uniform challenge c 0, 1 κ+log(tp)+2 log(κ)+1. P then mul- ticasts the message (chal 1, c). Let c := (c1, . . . , cθ), where θ n, denote the vector of challenges that P receives from parties (including its own) by the end of the first round. – Second round: P computes its second round challenge d as d := H(c) and multicasts the message (chal 2, d). Denote d := (d1, . . . , dθ′ ), where θ′ n, as the challenges that P receives over the course of the second round (including its own) and denote χ := H(d) as their hash.
Challenge Phase. At time 0: Sample c ← {0, 1}κ+log(tp)+2 log(κ)+1 and multicast the message (chal||1, c). $ Compute d = H(c) and multicast the message (chal||2, d).