Goal Agreement through Two-Way Dialogue

Lesson 27.3
12 minOpsida Teknoloji · Last reviewed: October 30, 2026

In one sentence

Catchball is the process in which a goal moves back and forth between levels and units with rationale, counterproposals and resource information until it becomes a feasible commitment.

By the end of this lesson

  • Compare the total hour demand of three units with the available capacity and calculate the gap.
  • Test whether proportional reduction meets the minimum work scope.
  • Split the agreed load into periods and verify total and period capacity separately.
  • Choose the appropriate scope, schedule or resource decision for a goal that has no resources or authority.

Why it matters

Catchball is not announcing a goal from the upper level downward and collecting signatures. Direction and expected result are put forward; the units that will do the work respond with process knowledge, resource needs, obstacles and options. The dialogue runs both ways. Management explains why a result is needed and the units show under which conditions that result can be approached. The same exchange takes place among units; a planning decision can affect production's load, and the order of quality work can affect the delivery schedule. Agreement does not mean everyone saying the same sentence; it means making a commitment with the same scope and assumptions. If a required condition is not met, the decision that needs to be resolved should become visible instead of an approval.

Resource calculation is the concrete ground of this dialogue. If the total demand of three units exceeds the available expert hours, distributing the work among names creates no additional capacity. The same person cannot use the same hour on two projects. Time that looks free on the calendar is not automatically project capacity; daily operations, mandatory checks and commitments given earlier must be set aside. Available hours are the time that can really be set aside with the relevant skill and in the required period. Counting an employee who needs training as equivalent to an experienced expert would not be right. The total-hour calculation is a necessary first test; skill, period and authority conditions must also be met.

The output of the dialogue should not be merely a smaller goal. First, unnecessary or duplicated work, changeable scope, a different order, additional resources and later delivery options are evaluated. How each option affects the result goal is explained. Quietly hiding a resource shortage under the goal, and accepting the goal without questioning it at all, both fail to solve the problem. When the scope is narrowed, the expected contribution to the result must be recalculated. Completing a trial implementation cannot be presented as an implementation result across the entire facility. The relevant authority accepts the scope or date change; the owner also gives a clear commitment for the defined work. A vague acceptance creates dispute in the following period.

Agreement does not mean reducing safety and quality conditions through bargaining. If implementation cannot proceed until the minimum verification work is complete, this load is protected. A resource gap cannot be closed merely by assuming employees will be faster. State who can make which decision, which decision will be escalated to the upper level and what will be done while waiting. It is useful for different views to go on record; deleting an objection to achieve apparent full harmony does not remove the real obstacle. At the end of a good dialogue there are a shared definition of the result, a feasible work scope, a resource allocation and the risks that remain open. In this way goal deployment becomes a manageable implementation agreement instead of a list of expectations without capacity.

Formula

Total demand (hours) = Sum of the hours requested by the units

Resource gap (hours) = Total demand − Available capacity

Capacity coverage rate (%) = Available capacity ÷ Total demand × 100

Proportional allocation (hours) = Unit demand × Capacity coverage rate ÷ 100

Period load (hours) = Sum of the work placed in that period

Period slack (hours) = Period capacity − Period load

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