Why are we still programming with two stones?

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In logic, we call premises the initial ideas of an argument, from which it is possible to reach a conclusion.

What happens is that when one of the premises is false, the conclusion will necessarily be false as well.

Imagine a structure like this, with two premises and a conclusion:

  • Premise 1: Programming with code is out of reach
  • Premise 2: To digitize our company, we have to program with code.
  • Conclusion: Digitising our business is not within our reach

I hope that by now you have realized that this is a false conclusion based on a false premise (the first one).

In this video, I try to disprove this first premise and, consequently, also the conclusion.

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