I’ve recently begun going through a bit of a personal renaissance regarding my gender, and I realized my numbers-focused brain needs something to quantify gender identity, both for myself and so I can better understand others. I also just don’t like socially-constructed labels, at least for myself.
So, using the Kinsey Scale of Sexuality as inspiration, and with input from good friends, I made up my own Gender Identity Scale.
- Three axes: X, Y, and Z
- X: Man (not necessarily masculinity), 0 to 6
- Y: Woman (not necessarily femininity), 0 to 6
- Z: Fluidity, 0 to 2
- X and Y axes’ numbers go from
0 - not part of my identityto6 - strongly identify as - Z axis’s numbers go from
0 - non-fluidto2 - always changing
Example: The average cis-man is 6,0,0, the average cis-woman is 0,6,0, and a “balanced” nonbinary person might be 3,3,1, or 0,0,0, or 6,6,2…
Personally, I think I’m about a 3,2,1 - I don’t have a strong connection to either base gender, but being biologically male, I do identify a bit more as a man. I also feel that I’m somewhat gender-fluid, but not entirely so. I honestly don’t fully understand gender fluidity yet, so the Z-axis may require some tweaking.
Does this make sense? Can you use this to accurately quantify your own gender identity? I wanna know!
It seems weird to track the movement of the points on an additional axis. Generally you get that by taking the derivative instead you should express your gender as a parametric equation and obtain the fluidity by getting the derivative.
You could think of the 3rd number qualitatively giving a margin or error or standard deviation. The center is at (x,y) but the exact value fluctuates within a radius of z. But if that’s the case, then it should not be capped at 2.