Hi SinisterShadow08,Your instinct is doing the right thing (locking onto the durations first), but one word in the Ten-Year Plan tab is doing the damage.
The word to re-read is "successive."From the Ten-Year Plan tab:
"...will be closed for remodeling, one at a time, during a continuous seven-year period. For three of the four successive closings... the duration is to be two calendar years each.""Successive" is describing
all four closings - they happen one after another with no gap, adding up to
7 years. It is
not saying the three
2-year closings sit back-to-back. So out of the four slots,
any three are
2 years and the remaining one is
1 year. Both of these are perfectly legal:
-
2, 2, 2, 1 (City last)
-
1, 2, 2, 2 (City first)
-
2, 1, 2, 2 (City in slot II)
-
2, 2, 1, 2 (City in slot III)
That last pair is what unlocks Davis-City-Blake-Arts: durations are
2 + 1 + 2 + 2 = 7. City sits in the middle, all constraints still hold (Arts is in Period IV; Davis can borrow City's Twentieth-Century Sculptures for that
1-year exhibition).
A quick word-play stand-inTry the same sentence with one word swapped:
-
"Three of the four consecutive rooms are painted blue." - the three blue rooms are next to each other. The fourth (non-blue) is at one end.
-
"Three of the four rooms in a row are painted blue." - all four rooms are in a row;
any three of them are blue; the non-blue one can sit anywhere.
The original wording is the second case - the "in a row" lives on all four closings, not just the three
2-year ones.
So the answer to (2) stays
Yes, and the full set is:
Answer: No, Yes, NoSinisterShadow08
In this question how is:-
“Davis-City-Blake-Arts” possible
Can someone explain? Cause i thought 3 consecutive periods have to be 2 years each i.e. either 2,2,2,1 or 1,2,2,2
So doesnt City Museum need to either Start or End the chain