If in a certain language NATURE is coded as M | vedclass

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(D) Analyze the pattern in $NATURE$ to $MASUQE$:$N$ (1st,odd) $\rightarrow$ $M$ (previous letter)$A$ (2nd,even) $\rightarrow$ $A$ (same)$T$ (3rd,odd)

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$EALIME$

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(D) Analyze the pattern in $NATURE$ to $MASUQE$:$N$ (1st,odd) $\rightarrow$ $M$ (previous letter)$A$ (2nd,even) $\rightarrow$ $A$ (same)$T$ (3rd,odd) $\rightarrow$ $S$ (previous letter)$U$ (4th,even) $\rightarrow$ $U$ (same)$R$ (5th,odd) $\rightarrow$ $Q$ (previous letter)$E$ (6th,even) $\rightarrow$ $E$ (same)Applying this logic to $FAMINE$:$F$ (1st,odd) $\rightarrow$ $E$ (previous letter)$A$ (2nd,even) $\rightarrow$ $A$ (same)$M$ (3rd,odd) $\rightarrow$ $L$ (previous letter)$I$ (4th,even) $\rightarrow$ $I$ (same)$N$ (5th,odd) $\rightarrow$ $M$ (previous letter)$E$ (6th,even) $\rightarrow$ $E$ (same)Thus,$FAMINE$ is coded as $EALIME$.

If in a certain language $NATURE$ is coded as $MASUQE$,how is $FAMINE$ coded in that code?

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