In a certain code language, ‘LASER’ is written as ‘80’ and ‘WHITE’ is written as ‘70’. How will ‘GLOVES’ be written in that language?

Let's find the sum of the positional values of letters in the words:$\text{A}=1,\text{B}=2,\dots ,\text{Z}=26$. For LASER:$\text{L}=12$$\text{A}=1$$\text{S}=19$$\text{E}=5$$\text{R}=18$$\text{Sum}=12+1+19+5+18=55$ The given code is $80$. Notice that $55+25=80$. Let's see if 25 comes from $5\times 5$ (where $5$ is the number of letters).For WHITE:$\text{W}=23$$\text{H}=8$$\text{I}=9$$\text{T}=20$$\text{E}=5$$\text{Sum}=23+8+9+20+5=65$ The given code is $70$. Notice that $65+5=70$.Let's check another pattern: sum of opposite letter values.Opposite values for LASER:$\text{L}\to 15$$\text{A}\to 26$$\text{S}\to 8$$\text{E}\to 22$$\text{R}\to 9$$\text{Sum of opposites}=15+26+8+22+9=80$.Wow, this is a perfect match! The code is simply the sum of the opposite positional values.Let's verify with WHITE:$\text{W}\to 4$$\text{H}\to 19$$\text{I}\to 18$$\text{T}\to 7$$\text{E}\to 22$$\text{Sum of opposites}=4+19+18+7+22=70$.This also matches perfectly!Now, let's find the sum of opposite values for GLOVES:$\text{G}\to 20$$\text{L}\to 15$$\text{O}\to 12$$\text{V}\to 5$$\text{E}\to 22$$\text{S}\to 8$$\text{Sum}=20+15+12+5+22+8=82$.