CCLP1 Early Release Opportunity

[Ihavenoname248]

Thinking about this logically via counting things, there's 2 possible room orders (3 counting duplicate rooms): reading order, visiting order and visiting order (duplicated).
Ball room has a meaningful number of 4 balls cloned. The -1 may take effect on this number, so 3 or 4.

The maze room has a meaningful number of 20 chips, 30 invisible walls, or 30 dirt. 20 or 30, though the number of invisible walls and dirt being identical is interesting.

The block room requires either 9 blocks or 14 water spaces, perhaps 10 button pushes for bold, but unlikely.

The button room requires 3 tank button presses, which results in 10 total button presses. The -1 could also take effect here.

Conversion to letters from these numbers gives (CD)(U)(IN)(BCIJ) as the search space, assuming this is on the right track. Reordering the rooms also gives a search space of (IN)(U)(BCIJ)(CD) or (IN)(U)(IN)(BCIJ)(CD).

This would mean I guess each of the following individually:

CUIB, CUIC, CUII, CUIJ, CUNB, CUNC, CUNI, CUNJ, DUIB, DUIC, DUII, DUIJ, DUNB, DUNC, DUNI, DUNJ

IUBC, IUCC, IUIC, IUJC, IUBD, IUCD, IUID, IUJD, NUBC, NUCC, NUIC, NUJC, NUBD, NUCD, NUID, NUJD

Again, I'm still doubtful, but perhaps it's a step in the right direction-if it's not, these possibilities have been exhausted.