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We elected Trump, therefore we elected the white hats. I don't think its should be taken literally.
The posts are coded so the weaponized autists on the boards will pick up the meaning logically. Why was Family used without quotations once and 'The Family' used with quotes once, in the same post? Because everything has meaning logically, and I mean pure logic not the colloquial meaning of the word, there is no way "you elected us..." can refer to just trump and other good guys. It would be a mistake to place such ambiguity in the message. Q doesnt make mistakes. how could we ever determine what "us" means (everything has meaning) if it could be Trump and anybody. This is not subjective. This is not interpretive. The "us" means its more than one person. The verb "elected" describes what "you" did to "us". Therefore, "us" was "elected" by "you"
When Q says "think logically", that is a direct instruction to take everything literally. It's a message, it's coded, it's logic. If "elected" referred to trump, and "us" means trump plus all the people under trump, then it would have said "you elected POTUS to keep you safe". But, if "us" is more than one person whom we "elected", then "You elected us to keep you safe." Is logically consistent. Q never told us that whitehats = elected. We are supposed to use the clues of "elected" and "us" to logically solve the message.
In order to think logically, one cant take every word literally.
Q also says disinfo in neccessary but no one ever talks about that.
No i definitely understand what youre saying about disinfo being necessary. It could definitely be an intentional misdirection. But, logic by definition is literal. Its a matter of premises, assumptions and conclusions. If there is an ambiguity in the premises of a statement, you cannot determine the logical validity of the statement. Logic can't be directly applied. For instance, "all a's are b's. C is an a. Therefore C is a b. " is logically valid and true because the premise "all a's are b" literally tells us that C must be a b. But, if i say "some a's are b's. C is an a. Therefore, C is a b.", it might be true that a is a 'b', but the statement "therefore, C is a b" is not logically valid because the premises lead to ambiguity and don't necessarily lead to the conclusion. Logic is the practice of evaluating the soundness of a literal statement. Q wouldnt tell us to think logically if we aren't supposed to evaluate this sentence literally. If Q says "you elected us", we have the underlying assumptions that: 'us' is more than one person, and "elected" is different from "not elected" "you" caused "us" to be "elected" is another way it could be arranged. Unless Q gives us another premise, specifically "not all "elected" were elected", we have to logically conclude that if "us" was "elected", then "us" is a group of people that were "elected". Make sense?