@TrustlessState @ArthurB @danrobinson Now, we get to pairings. Described in additive notation, pairings let you "multiply" two elliptic curve points *by each other* (the result is not a curve point, but a different thing called a "GT element")
A * B = X
(3A) * B = A * (3B) = X⚬X⚬X
(A + C) * B = A * B ⚬ C * B
@TrustlessState @ArthurB @danrobinson 现在，我们开始配对。用加法表示法描述，配对让您“乘”两个椭圆曲线点*彼此*（结果不是曲线点，而是称为“GT 元素”的不同事物）
A * B = X
(3A) * B = A * (3B) = X⚬X⚬X
(A C) * B = A * B ⚬ C * B