Deleting Components Behavior within Scenarios
Using this option: Promote All Fields in the Base Component to All Scenarios
Destroying components from Scenarios will not affect other Scenarios.
However, destroying components in the Base, will also destroy the same component in all scenarios.
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)
Destroying components from Scenarios will not affect other Scenarios.
However, destroying components in the Base, will also destroy the same component in all scenarios.