┈┈┈┈╱▔╲▂▂╱▔╲┈┈┈┈
┈┈┈▕╮╱▔╲╱▔╲╭▏┈┈┈
┈┈┈╱╋▏┊▕┊┊▕╋╲┈┈┈
┈┈▕╋▕━▅━━▅━▏╋▏┈┈
┈┈▕╱▔╲▔╭╮▔╱▔╲▏┈┈
┈┈▕┊┳┊▔╰╯▔┊┳┊▏┈┈
┈┈┈╲╰━━╯╰━━╯╱┈┈┈
┈┈┈╱▔╭┈┈┈┈╮▔╲┈┈┈
┈┈╱▕┊┊┈┈┈┈┊┊▏╲┈┈
┈┈╲╱┊┊┈┈┈┈┊┊╲╱┈┈
┈┈┈▏╋┊┈┈┈┈┊╋▕┈┈┈
┈┈┈╲╋╰┈┈┈┈╯╋╱┈┈┈
╱▔╲┈╲╋╭▂▂╮╋╱┈┈┈┈
▏╋▕▂╱▏┊▏▕┊▕┈┈┈┈┈
╲▂▂▂╱▏┊▏▕┊▕┈┈┈┈┈
┈┈╱▔▔┈╯╲╱╰┈▔▔╲┈┈
┈┈╲▂▂▂▂╱╲▂▂▂▂╱

Let's assume that letters are changed to numbers primarily by their position in the English alphabet, O would equal 15 and W would equal 23.

Using that information, we can derive the equation off of (O)(w)(O), and then make that (15)(23)(15).

15 x 23 = 345. So now we're left with (345)(15).

345 x 15 = 5175.

I have now concluded that OwO = 5,175.

That said... notices bulge 5,175, what's this?