If ya figure it out, hide your answers in spoiler.
Lines 2 and 3 eliminate that choice.
Think I got the right numbers but wrong way! Here is my last one.
...so if we go back to lines #1 and #2, you see the digits can only be #6 and #2.Line 3 exposes 2 correct digits.
uh, not the way I read it. Six is eliminated after the first 2 hints, no?...so if we go back to lines #1 and #2, you see the digits can only be #6 and #2.
One digit is right and in its place: 2uh, not the way I read it. Six is eliminated after the first 2 hints, no?
...but the digits 6, 2, and 0 in any order wouldn't fit clue #3.One digit is right and in its place: 2
One digit is right but in the wrong place: 6.
Since the #6 is in slot 1 for lines #1 and #2, that leaves the #2 in the correct place.
The "two digits are right but both in the wrong place" is a "false qualifier?" All the digits are right, all in the wrong place.
So, we've got _, 6, 2.
The last line leaves 0.
It's clever. A mind twister. The #4 messes with my head a bit.
Doesn't line 1 eliminate 6? Zero is in the 1st slot. Clue 1: One digit is right and in the right spot (2), eliminating the 6, because it's in the first slot so it can't be the right one in the right slot, or am I looking at it wrong?One digit is right and in its place: 2
One digit is right but in the wrong place: 6.
Since the #6 is in slot 1 for lines #1 and #2, that leaves the #2 in the correct place.
The "two digits are right but both in the wrong place" is a "false qualifier?" All the digits are right, all in the wrong place.
So, we've got _, 6, 2.
The last line leaves 0.
It's clever. A mind twister. The #4 messes with my head a bit.