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Do you have any reason to believe those partial derivatives might not be continuous? It appears to me (looking at (9)) that your partials are continuous everywhere except at the constant vectors r and t. Do r or t happen to be critical points of your scalar function? In your calculations you assume the derivatives of f are zero. If r or t are critical points then you're computing a derivative at a point where the second derivative isn't continuous, so you can't assume symmetry of derivative-taking as you do in (6).
Other than that I'm not sure but at the very least here's a bump.
you grew up in a racist society -> you were socialized to be racist thanks to racism being a dominant ideology -> you benefit from racism -> you’re racist no matter how much u think you’re not.
unlearning it is going to be a constant battle and u will never unlearn it fully. accept this. it is ingrained in you as a result of your upbringing and the media you’ve consumed. the sooner you come to terms with your own racism, the sooner u can better yourself. recognize the problem in yourself instead of setting yourself apart from those “other” white people
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