Final answer:
Without specific task durations or details, it is not possible to accurately calculate the total time required for parallel tasks or the arrangement of electrical components. Such problems generally pertain to the field of mathematics, particularly in operation research, scheduling, or applied arithmetic.
Step-by-step explanation:
The question presented seems to be related to a scenario that involves calculating the total time to complete certain tasks that might be happening simultaneously (paraphrased from "The sum of all these is how long it would take to get all of these tasks done, even though they would be happening in parallel"). This relates to mathematics, specifically to concepts of time management or scheduling within the field of operations research or practical arithmetic. Without further context or specific details on the individual task durations and how they are carried out, a concrete answer cannot be provided. Parallel operations in mathematics and engineering often involve tasks being done at the same time, raising the question of whether the total time required is simply the duration of the longest task.
In the context of engineering and technology, the reference to programming and wiring magnetic rope memories alludes to historical computer engineering practices, where a task such as wiring could take a significant amount of time due to its complexity (engineers would create programs).
Lastly, arranging components to produce a specific output involves calculations with principles of electronics (Ohm's Law), yet again, without specific information about the number of cards or their capacity, an accurate answer cannot be determined.