pick a number . multiply the number by 12 and add 6to the product, divide the sum by 3, subtract twice the original numbers and subtract 2.
Let "n" denotes the picked number. Then we get
"\\frac{12n+6}3-2n-2,"
which is equal to
"4n+2-2n-2=2n" .
We conclude that we get the number which is equal twice to the original number.
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