In a certain code language, the word ‘KXEFA’ is encrypted as ‘MAGIC’. Using the same encryption pattern, what will be the encrypted form of the word ‘MAGIC’?

Let's analyze the shift pattern from KXEFA to MAGIC:
* $\text{K}\to \text{M}$ ($+2$)
* $\text{X}\to \text{A}$ ($+3$ with wrap-around: $\text{X}\to \text{Y}\to \text{Z}\to \text{A}$)
* $\text{E}\to \text{G}$ ($+2$)
* $\text{F}\to \text{I}$ ($+3$)
* $\text{A}\to \text{C}$ ($+2$)
The pattern is alternating $+2,+3,+2,+3,+2$.
Applying this to MAGIC:
* $\text{M}+2=\text{O}$
* $\text{A}+3=\text{D}$
* $\text{G}+2=\text{I}$
* $\text{I}+3=\text{L}$
* $\text{C}+2=\text{E}$
The encrypted word is ODILE.