yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Gavin Grimm's Story | Gender Revolution


2m read
·Nov 11, 2024

[Music] Ground Zero in the fight over transgender bathrooms is this quiet town in Southern Virginia. The unlikely face at the center of it all: Gavin Grim.

"When you realize you were trans, you actually went to the doctor?"

"I went to a gender therapist who specialized in seeing transgender youth, and it was very apparent to her very quickly that transition had to be done as quickly as we possibly could, because I was suffering greatly."

"You and your mom went to school when you were sophomore; you explained to the school what was going on, and my understanding is your high school was pretty accepting and receptive, is that accurate?"

"I was assured that I would be respected at the school. I would be called exclusively Gavin and exclusively by male pronouns at Loster High School."

Gavin initially used the bathroom in the nurse's office, but it was inconvenient to get to from his classes. Since he was already using the men's room at restaurants and movie theaters, he asked the principal if he could do the same at school. The principal agreed, and Gavin says he used the boys' room without incident for nearly two months.

"For me, it was a matter of going in and going out and minding my own business, as most everyone does in a bathroom. But then the School Board got involved."

The School Board ruled that Gavin could no longer use the men's room. Instead, they gave him the option to use three unisex bathrooms, something Gavin wasn't interested in.

"The problem is I'm not looking for a compromise. I'm not looking for separate but equal. I'm looking for the same opportunities that my peers enjoy every single day, and that includes using the same restroom as any other student."

"When you first learned your case was going to be heard before the Supreme Court, what was your reaction?"

"The Supreme Court aspect of it is daunting, if only because it's the Supreme Court. I mean, this could go really well or it could go really wrong, and I have to be prepared for that reality. But regardless of what happens, the end will justify the means because even if we suffer a loss, we've generated a conversation that's moved the nation in the right direction. And if we win and it's after I graduate, I'm still doing good for a lot of other [Music] kids." [Music]

More Articles

View All
Explicit Laplacian formula
So let’s say you have yourself some kind of multivariable function, and this time let’s say it’s got some very high dimensional input. So X1, X2, on and on and on, up to, you know, X sub n for some large number n. Um, in the last couple videos, I told yo…
Turning Roadkill Into Art | National Geographic
I think what I’m aiming for is this notion of, I guess, seduction and revulsion. Something that’s really beautiful, really lush, rubbing up against something that’s also perhaps repulsive. I’m an artist and roadkill resurrector. The first body of work th…
The Death Of Bees Explained – Parasites, Poison and Humans
Human society is extremely complex and fragile, built upon various pillars. One of them is the honey bee. One out of three meals eaten by humans is made possible by honey bees. They are so important that if all the honey bees were to die out, thousands of…
The Scariest Thing About ChatGPT No One Is Talking About
Imagine you had a personal Search Assistant who can not only track down answers in a fraction of a second but good breakdown complex topics, offer personalized recommendations, and even do your work for you. It’s a scenario you might not have to imagine f…
Standard normal table for proportion between values | AP Statistics | Khan Academy
A set of laptop prices are normally distributed with a mean of 750 and a standard deviation of 60. What proportion of laptop prices are between 624 and 768 dollars? So let’s think about what they are asking. We have a normal distribution for the prices, …
Trig functions differentiation | Derivative rules | AP Calculus AB | Khan Academy
So let’s say that we have ( y ) is equal to the secant of (\frac{3\pi}{2} - x), and what we want to do is we want to figure out what (\frac{dy}{dx}) is, the derivative of ( y ) with respect to ( x ) at ( x = \frac{\pi}{4} ). Like always, pause this video…