@Dubrovnik-1950
To recap.
In the post I originally responded to (response here) you defined two types of engine; a type 1 engine which performed a full width search (presumably at each increasing depth) and a type 2 engine as a modernisation, quoting Stockfish as an example. You made no mention of Shannon type A and B engines. In particular Stockfish (or any strong modern engine) is not a Shannon type B engine, so your type 2 doesn't correspond with Shannon type B.
In what I assumed was a response to my first post (you didn't actually specify which morons you were referring to and I think you've applied the term to most people currently posting except yourself), you talk instead about Shannon type A and B engines instead of your type 1 and 2 we'd previously discussed.
In my response to that post I said
"Had you asked the right question, we would probably still be in fairly close agreement. Gronk, the world's smartest AI, being but a superficial intelligence routine, would probably have flatly answered "no", whereas I would answer, "highly unlikely".
I was correct on the first point, but having looked again at Shannon's definition of type B, so was Gronk. (Strictly speaking I was correct on the second also, but not what I had in mind.)
In your latest response to that you say. "It you want it in FULL you got IT!!!!!" [sic] and dump another Grock of sh*te in the thread. No, I didn't want it and didn't ask for it.
Again you answer none of the points in my original response reiterated in my last post. So again:
Would you still maintain that the only way to solve chess is to do a full width search of the whole game tree?
Can you attempt to verify your theory that your type 1 engine would be more successful at finding errors than your type 2 engine by running the tests I suggested and posting the results?
I caught one of the AI's constantly trying to maintain that Euler's seven bridges probelm had three vertices with three 'odd degrees'. Which is not the case.
There's only two islands in the problem and only they have 'odd degrees'.
The banks are also separate vertices, so I'd say you're both wrong. Looks like 4 vertices all odd.
(And yes, I'm in flat Earther mode for the purposes of the question.)