But what if each word is a simple shift of a common word: "tabt" — if b = h (shift +6): t→t(0), a→a(0), b→h(+6), t→t → t a h t = "taht" = "that" scrambled? "taht" is "that" with h and a swapped. Maybe it's just "that" but typed with hands shifted one key right? On QWERTY, 't' stays 't', 'a' stays 'a', 'b' is next to 'h'? b is left of h? No, h is left of j, b is left of n — not close.
No.
Given "l382" — 382 might be a red herring or a key: 3-8-2 as shift amounts. Try shift 3 on word1, shift8 on word2, shift2 on word3, repeat. thmyl brnamj tsfyr tabt abswn l382 mjana
Reverse "thmyl" → lymht — no. But "tabt" reversed = tbat — that's "that" with b and a swapped? "tbat" = "that"? No, t h a t vs t b a t — b≠h. So maybe b = h? That would mean a Caesar shift of b→h = +6. Check first word "thmyl" +6: t→z, h→n, m→s, y→e, l→r → z n s e r = "zn ser"? No. But if we reverse first: thmyl reversed = lymht +6 = r e s n z — still no.
t→r, h→g, m→n, y→t, l→k → r g n t k no. But what if each word is a simple
thmyl → guzly brnamj → oenazw tsfyr → gfsle tabt → gno g? tabt → gno g? t→g, a→n, b→o, t→g → gnog abswn → nofja l382 → y382 (l→y, 382 stays) mjana → zwnan
Not promising.
Better: Try ROT13 on entire string: thmyl → guzly (no sense) But maybe it's and ROT13 for letters ? But digits only in "l382" — if l is letter, maybe l is part of cipher.