Unofficial Mastermind Games Sandbox

[kirbylover314]

Guess #5:

[UTAlan]

Guess #6:

[kirbylover314]

Guess #6:

None matching.

My guess: 

[UTAlan]

My guess: 

Solved! Well done.

My guess:

[kirbylover314]

[UTAlan]

Now I'm confused. Is this table accurate?

7.
6.
5.
4.
3.
2.
1.

[kirbylover314]

Now I'm confused. Is this table accurate?

7.
6.
5.
4.
3.
2.
1.

Yes.

[UTAlan]

Now I'm confused. Is this table accurate?

7.
6.
5.
4.
3.
2.
1.

Yes.

Here's my logic, I must be missing something. I want as little help as possible, so a simple "There is a flaw in that logic" or "You are missing something" will suffice.

Lines 1, 4, & 6: is in slot 1 or 4 & is not repeated. , , & are eliminated.
or

Line 2: , , , & are eliminated.

Lines 3, 5, & 6: & are eliminated. is in slot 2 or 3 & is not repeated. is not in slot 4 and must be repeated.

Since and can't be in slot 4, must be.
Since and can't be in slot 1, must be.
or

[Submachine]

Now I'm confused. Is this table accurate?

7.
6.
5.
4.
3.
2.
1.

Yes.

I'd like to ask kirby to check the result to this attempt again:
 
Because I think the result should show  here.

[kirbylover314]

Now I'm confused. Is this table accurate?

7.
6.
5.
4.
3.
2.
1.

Yes.

I'd like to ask kirby to check the result to this attempt again:
 
Because I think the result should show  here.

  Oh. Oops. Really sorry for screwing up. Sub's right

[UTAlan]

No worries! I'm still not seeing a correct solution based on the (updated) table below, though.

7.
6.
5.
4.
3.
2.
1.

From 6, I know , , and are eliminated.
From 2, I know , , , and are eliminated.
From 1 and 4, I know must be in slot 1 or 4.
From 3 and 5, I know must be in slot 2 or 3 and slot 4. This means is in slot 1.
From 3, I know must be in slot 2 or 3.

If the correct code is , #7 should return
If the correct code is , #7 should return

I don't see how it returns

[kirbylover314]

No worries! I'm still not seeing a correct solution based on the (updated) table below, though.

7.
6.
5.
4.
3.
2.
1.

From 6, I know , , and are eliminated.
From 2, I know , , , and are eliminated.
From 1 and 4, I know must be in slot 1 or 4.
From 3 and 5, I know must be in slot 2 or 3 and slot 4. This means is in slot 1.
From 3, I know must be in slot 2 or 3.

If the correct code is , #7 should return
If the correct code is , #7 should return

I don't see how it returns

Screwed up again. You're right 7 should return