alba → abla fy → yf tnam → mant w → w mlt → tlm tql → lqt lbwt → twbl lbt → tbl nwdz → zdwn
Now read as: “Abla yf mant w tlm lqt twbl tbl zdwn” — still no.
Another thought: Maybe it's a simple atbash cipher (A↔Z, B↔Y, etc.). Try atbash on nwdz : n↔m, w↔d, d↔w, z↔a → mdwa — no.
But if I treat it as a simple substitution cipher: Look at alba — could be "Alba" (name or Latin for white/Scotland), and tnam reversed is mant (like "mant" as in mantis or short for "mantle"?), or tnam → name if shifted? Let’s check Caesar shift. Download- nwdz lbt lbwt tql mlt w tnam fy alba...
Now reversing each word’s letters: alba → abla (maybe "abla"? or keep as is) fy → yf tnam → mant w → w mlt → tlm tql → lqt lbwt → twbl lbt → tbl nwdz → zdwn
Try ROT13 (common in puzzles): n→a, w→j, d→q, z→m → ajqm not nice. Instead, let me check first word nwdz → with ROT13: n→a, w→j, d→q, z→m → ajqm — not likely.
Original: nwdz lbt lbwt tql mlt w tnam fy alba Reverse characters: abla yf mant w tlm lqt twbl tbl zdwn — still messy. alba → abla fy → yf tnam →
Result: ajq y o g y o j g g d y z y g j g a n z s l n y o n — nonsense.
Given the phrase ends with fy alba , alba might be "Alba" (Scotland), fy could be "of" reversed? fy reversed = yf — not helpful.
Still not English. Maybe ignore the first step — just reverse the whole string as one: But if I treat it as a simple
Given the puzzle nature, the most likely intended answer is that it decodes to:
But perhaps it's reversed words then ROT13? Too many steps.
Given the time, I'll guess the intended solution is a or reverse words + atbash , but since I can't be sure, I'll give the most likely readable answer based on common puzzle patterns:
nwdz lbt lbwt tql mlt w tnam fy alba reversed character by character (including spaces) gives: abla yf mant w tlm lqt twbl tbl zdwn — still nonsense.
I notice tnam reversed is mant , lbwt reversed is twbl → could be "twill" or "twibl"? Not clear.