ok so i'm not entirely sure how to interpret the division operators, but if we ignore them and the orphaned multiplication sign on the right side of the equation, we get that i^2 = sin(t). which is true if t = 270° or 3π/2 if we assume i to be the imaginary number. i suppose we could also say that i^2 ∈ sin(t), since -1 < sin(x) < 1. this would also hold true for any variable i if we assume that i is ∈ ℝ and i ≤ 1. i think we can arrange this parametrically too. anyways im ur biggest fan
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I heard your song "Pause" and I was really fascinated! I am new on audiotool and I don`t know what it has to hide but I want to make songs like you.
ok so i'm not entirely sure how to interpret the division operators, but if we ignore them and the orphaned multiplication sign on the right side of the equation, we get that i^2 = sin(t). which is true if t = 270° or 3π/2 if we assume i to be the imaginary number. i suppose we could also say that i^2 ∈ sin(t), since -1 < sin(x) < 1. this would also hold true for any variable i if we assume that i is ∈ ℝ and i ≤ 1. i think we can arrange this parametrically too. anyways im ur biggest fan
I'm not your biggest fan who are you what are you doing here why that complicated name and hello welcome to Audiotool hope you have a good time here.
im ur biggest fan
im ur biggest fan