In a certain code language, ‘MANAGE’ is written as ‘LYMYFC’ and ‘CREATE’ is written as ‘BQCYSC’. How will ‘BUILD’ be written in that language?

Let's find the relationship between letters in MANAGE and LYMYFC: $\text{M}-1=\text{L}$$\text{A}-2=\text{Y}$$\text{N}-1=\text{M}$$\text{A}-2=\text{Y}$$\text{G}-1=\text{F}$$\text{E}-2=\text{C}$ The pattern is an alternating subtraction: $-1,-2,-1,-2,-1,-2$.Let's verify with CREATE $\to$ BQCYSC:$\text{C}-1=\text{B}$$\text{R}-2=\text{Q}$$\text{E}-1=\text{D}$? Wait, the third letter in code is C, so $\text{E}-2=\text{C}$?Let's check values for CREATE to BQCYSC:$\text{C}(3)\stackrel{-1}{\to }\text{B}(2)$$\text{R}(18)\stackrel{-1}{\to }\text{Q}(17)$$\text{A}(1)\stackrel{-2}{\to }\text{Y}(25)$$\text{T}(20)\stackrel{-1}{\to }\text{S}(19)$$\text{E}(5)\stackrel{-2}{\to }\text{C}(3)$ Let's re-examine MANAGE to LYMYFC:$\text{M}(13)\to \text{L}(12):-1$$\text{A}(1)\to \text{Y}(25):-2$$\text{N}(14)\to \text{M}(13):-1$$\text{A}(1)\to \text{Y}(25):-2$$\text{G}(7)\to \text{F}(6):-1$$\text{E}(5)\to \text{C}(3):-2$ So the pattern for vowels and consonants:Consonants ($\text{M, N, G}$): $-1$ Vowels ($\text{A, E}$): $-2$ Let's test this rule on CREATE:$\text{C}$ (Consonant) $-1=\text{B}$$\text{R}$ (Consonant) $-1=\text{Q}$$\text{E}$ (Vowel) $-2=\text{C}$$\text{A}$ (Vowel) $-2=\text{Y}$$\text{T}$ (Consonant) $-1=\text{S}$$\text{E}$ (Vowel) $-2=\text{C}$ Matches BQCYSC perfectly!Now apply this rule to BUILD:$\text{B}$ (Consonant) $-1=\text{A}$$\text{U}$ (Vowel) $-2=\text{S}$$\text{I}$ (Vowel) $-2=\text{G}$$\text{L}$ (Consonant) $-1=\text{K}$$\text{D}$ (Consonant) $-1=\text{C}$ The resulting code is ASGKC.