RobertJasiek wrote:Bantari wrote:with nothing to support them
As said before, I support my statements by my observations, e.g., of how players up to 5k play and which mistakes they make. You might not believe it, but what I witnessed in hundreds (thousands?) games of such players was that everybody makes almost all the same kinds of mistakes, which prevent them from already becoming stronger.
It is not "evidence" in a strict sense, because I did not film everything I saw, but it is pretty convincing, would you not agree? Go books must teach them to avoid their mistakes; it is this simple!Otherwise its only an opinion, not better or worse than the next guy's.
The difference is: I rely my opinion not on my own experience of having needed only 4 books and a half (until 5k), but on having observed or carefully studied many games of many other players, see above.
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Everybody speak up who has studied the regularly occurring mistakes of players up to 5k in at least hundreds of games and found a greater variety of mistakes than can be cured by 10 such books as I mentioned.
But, as some said here as well, this question is either trivial or badly defined, as must be the answer, by extension.
What are you really trying to say here? The best I can approximate it is this: there exists a subset of books (10 or so) which when carefully chosen can cumulatively address the common shortcomings observed in play of players up to 5k. If my approximation is correct, it seems to imply that there are no books which deal with issues above 5k. If it is not correct, then I am not sure what this is all about...
So:
Can people reach above 5k with 10 books or less?
- if only thing they do is reading books, i would say that my guess is: Absolutely No! They probably can't even reach 10k or 15k.
- if they do other forms of study (play, analyse, whatever) then they can get above 5k with much less than 10 books, possibly with no books at all.
When I started playing, there were less than 10 books altogether, and there were still dan players. What does it prove? Exactly nothing.