Puzzle time!

It doesn't, because for that to be true you'd cause a paradox with the last hint

oh well look at mr. smarty pants over here

I think this is it. I think this user is based.

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469 can't be true because of the third line.

can't be because the last line specifies that the middle digit can't be 8 if the first digit isn't 6

fag spent more time on it sensei, and prob even cheated.

469 origami dicks dicks dicks

One number, six, is right but in the wrong place.

Two digits, 9 and 4, are correct but both are in the wrong place. There is also a correct digits in the right place - but the line doesn't say there are ONLY two correct digits, hence I pointed out the vagueness of the wording, so 4 being right and in the right place does not violate the rule in that line.

679

In a manner that hasn't been used before

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679, but there will be a faggot trick as usual

There are several answers. I've found 619 and 679, don't care to find more. Good puzzle.

679

But there's a possibility that I have decreased the hypothesis space by accidentally assuming the digits must not repeat.

it's 679.
you can eliminate the 2 from 286 because neither 523 are in the combo, just comes down to 86 and you can eliminate the 8 because from the 189 hint you know one digit is right and in it's right place, which contradicts the last hint (286) if 8 was the number in its right place. That is how I got the 6 and figured it should be in the front, by my brain went tard on me and I forgot I had already eliminated the 8.

679

woopsiedoodles not orig

thats false because statement 1 and statement 2 contradict digit 1

Can't be 619 because lines 1 and 2 eliminate the number 1 as a possibility.

Its 689 and im a retard

6-7-9

heres my conclusion

523 are automatically Removed from the equation by statement 4

2 Contradicts Statement 5
8 Contradicts Statement 5 with Statement 2
making 6 correct in statement 5
1 Contradicts Statement 1 and Statement 2 which in turn makes statement 9 then true which in turn makes 9 and 6 in statement 3 true solving statement 1-5 with 7 being the last number in statement 1

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There is no answer. Its just made to fuck your brain

Cant be because of line 5.

Think your brain doesn't need any further fucking ;)

I brute-forced it with a program, and it gives 469, 619, and 679.

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