This puzzle is about solving anagram-chains.
To start, let's first define what an anagram-chain is:
- An anagram-chain consists of multiple anagrams stitched together into a long letter-list.
- Each anagram of the chain (except the last) partly overlaps with the follow-up anagram, so that there are letters which are shared by two anagrams (but never more).
- The minimum of letters which overlap is defined. i.e. an anagram chain of overlap 3 (O3) requires that two anagrams overlap by at least 3 common letters.
- No two anagrams overlap ever completely, i.e. no anagram can be 'fully' contained in another.
- All anagrams of a chain share a common theme which is given.
- All anagrams of a chain share a common property which needs to be found.
And now clarify this with an example:
The following anagram-chain (O3) is themed presidents of the USA:
IMMCARTRJYEFKEOHNNNDLBJOOYSNHRTRUARMAKBAABCOILLLINTN
And it solves to:
The common property is
All are from the Democratic party.
Can you now solve the following anagram chains:
#1 Night sky (O2)
VNSEUCRYMRASNUURJPITEHARSTUNEPNE
Common property: ?
#2 Animals (O3)
OSQUOMITEERTHONYBEEENPDCTIERCKCOCOAHGSSPRPERCALATILFFRUYTELEEBMBEUBLADYGONRFLVISHSIE
Common property: ?
#3 Food! (O3)
RRTCAOVADOCHIRICUFLOWALEPTGGNIERTOKACHSPINTUROSPSAAUARGLICOOBRCUMUCETLTELNISPPARCES
Common property: ?
#4 Hollywood! (O5)
KRIHPURNATHANEEBCLCTTOLETAUDEEBRPYHURNLOLHTEBOSIRYHWLAANKGCNEDJSOFIOTERSSGMNINOEICLKDASBNRAULOJOINEMEHLRRENIUISAEJBLRORTMCOIAINLADPEGEREGSRARONHZTHCLIEEJGSSAANBRBRRTEIADKNEAONWDJWOODARNCAFRJRENEENIELWKATSTHYBAEZTOLIETALRMEMANTMHOPSOIALREN
Common property: ?