If this was a superior strategy that was so obvious no 1 would be making mistakes so how does this work? Not everything is strictly better.
And by that logic...
>> the superior strategy is letting other people comment (and make mistakes) and then learn from them
i.e. don't read the post until years later to ensure you have all the mistakes and learnings. Sorry, this thread is still live.
Either people aren't aware of an optimal strategy (if one exists) or they ignore it for various reason.
The latter is surprisingly common. People know they should exercise, get enough sleep, eat healthy, stay hydrated, tackle high priority tasks instead of procrastinating, etc. - and yet they still aren't doing those things (or as much as they should).
Knowing something is not enough.
And my point was precisely that it often doesn't exist. What is an optimal strategy?
> People know they should exercise, get enough sleep, eat healthy, stay hydrated, tackle high priority tasks instead of procrastinating, etc. - and yet they still aren't doing those things (or as much as they should). > Knowing something is not enough.
Your example doesn't even support this. People know they have to get enough sleep but they also know they have to <insert something else>. It depends on what they are optimizing for. i.e. there is no singular optimal strategy.
You've just proved my point rather than yours.
I don't know if knowing is not enough, but clearly the people in your example don't know what the optimal strategy is. E.g. eating healthy is NOT the optimal strategy as it could make them unhappy (e.g. don't like the taste). It's not optimal unless it's strictly better.
I agree with duckmysick, and also please take note that having a strategy of not making mistakes will not avoid all mistakes. Outcomes and intent never match up perfectly. But that is why it is important to learn from others right from the start.
It's important if you know what you're learning but...
What do you even agree with? i.e. what's the learning?
>> duckmysick claims people ignore the optimal strategy but could not even give an example of 1.
This proves it's better to try it yourself than to assume you're learning and make even worse mistakes.
> and also please take note that having a strategy of not making mistakes will not avoid all mistakes
Where is the strategy to begin with? 0 + 0 was 0 to begin with.