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The code "delivery.operation_id = instance.vars.operation_id" is inside the delivery script tab. What action is being performed by the code?
The code “delivery.operation_id = instance.vars.operation_id” is used to link together the delivery with the campaign that it belongs to1. Therefore, option D is the correct answer.
A business practitioner is creating a workflow with a querying population of 100 records. At the end of the workflow, the email delivery has a success status of 98. When the business practitioner checks the delivery logs, there are 110 successfully delivered emails.
What is a reason for 110 successfully delivered emails?
Adobe Campaign allows you to access and analyze the tracking logs of your deliveries. These logs contain information about the status, date, time, recipient and channel of each message sent2. You can also use reports and alerts to monitor your delivery performance and issues3.
One reason for 110 successfully delivered emails when the querying population is 100 records is that the delivery logs are counting the email deliveries plus the seed addresses. Seed addresses are additional email addresses that you can add to your delivery target for testing purposes. They are not part of your querying population but they are included in your delivery logs.
A business practitioner has been given a condition to create a link between two tables such that one primary key of the first table can be connected with multiple values over the primary key of the second table.
Which cardinality does the practitioner need to define in the first table while making a connection?
To create a link between two tables such that one primary key of the first table can be connected with multiple values over the primary key of the second table, the business practitioner needs to define the cardinality in the first table as 1:n.
The cardinality defines the relationship between the two tables. In this case, the first table has a primary key that can be connected with multiple values over the primary key of the second table. This is a one-to-many relationship, which is represented by the cardinality 1:n.