Explanation:

Let’s break it down step by step:

- C goes on Tuesday. That’s locked in.

- A goes just before C, so A must be on Monday.

- B goes after C, but not just after—so B can’t go Wednesday.

- E goes just before G; they’re back-to-back.

- More than three people go before D. So D can only be on Friday, Saturday, or Sunday.

- D does not go on Sunday. Now it’s just Friday or Saturday.

- One person between D and F, and F goes before D. So either F is two days before D, or F is Wednesday, D is Friday, for example.

- Neither B nor D goes on the second last day (Saturday).

- B and E do not go on Sunday.

Layout so far:

- Monday: A

- Tuesday: C

- Somewhere: E just before G (E-G combo)

- D = Friday or Saturday (but not Saturday, since D can't be on the second last day; so D is Friday)

- F must be one before D, so F is Wednesday

- That means the layout as far as we can see:

- Monday: A

- Tuesday: C

- Wednesday: F

- Thursday: ___

- Friday: D

- Saturday: ___

- Sunday: ___

Let’s figure out E-G. Only consecutive slots open are Thursday-Saturday, Saturday-Sunday, or Thursday-Friday, but Friday is D, so scratch that.

Testing E-G in Thursday-Saturday:

- Thursday: E

- Friday: D (nope; G would need to be Friday, but Friday is D)

Testing E-G in Saturday-Sunday:

- Saturday: E

- Sunday: G

- But B and E don’t go on Sunday—good, E isn't.

- C Tuesday, A Monday, F Wednesday, D Friday, E Saturday, G Sunday—Thursday is left.

Now, B must be after C and not just after, so B cannot be Wednesday (F), Thursday (_), Friday (D), or Sunday (G). Saturday is E.

So B fits in Thursday.

Which leaves the only name we haven’t used yet: who? (A, B, C, D, E, F, G—checked all, accounted for.)

List:

- Monday: A

- Tuesday: C

- Wednesday: F

- Thursday: B

- Friday: D

- Saturday: E

- Sunday: G

So WHO goes on Saturday? E.

- Option 1: B — B goes Thursday.

- Option 2: E — E goes Saturday. 

- Option 3: G — G goes Sunday.

- Option 4: D — D goes Friday.

- Option 5: None of these — doesn't fit.