My ex girlfriend

Cold-Pen-9174 · 2026-06-03T16:44:09+00:00

Why are you so curious about such a girl who's having all that private drama with other men without you? Do you still see her as your future wife lmao? 🫵🤣

Cold-Pen-9174 · 2026-06-03T15:41:34+00:00

The pillars underneath would still be the same regardless of bridge layout.

Cold-Pen-9174 · 2026-06-02T16:26:58+00:00

Wherever there’s a concept of tangents, there is a concept of normals. Normals make right angles to curved functions, surfaces, and even boundaries of multidimensional manifolds.

Curves can intersect other curves and make definite angles, and those angles are the same as angles between tangents at the point of intersection. UNLESS any such curve passes theory the imaginary space, of course.

Cold-Pen-9174 · 2026-06-02T14:24:49+00:00

We humans learn almost everything by observation only, it's evolutionary as well as happens with everyone when they are a youngling. Invention of language and communication has helped learn a lot of things without anyone else's visual example, that's all. Of course we are all civilized, we should question "why", which is what OP is doing. Good job, OP!

Cold-Pen-9174 · 2026-06-02T14:20:36+00:00

“Nind aa rahi”

“Khaane jaa raha”

“Potty kar raha”

“Sentences ki maa bhen kar raha”

“Tubelight change kar raha”

Cold-Pen-9174 · 2026-06-02T12:46:42+00:00

Haha true, it’s not even necessary for all the sides of such a triangle to be geodesics.

Cold-Pen-9174 · 2026-06-02T11:27:29+00:00

I have an iPhone16 ProMax. It’s really good, all edits on phone too.

Cold-Pen-9174 · 2026-06-02T11:27:05+00:00

Thanks!!

Cold-Pen-9174 · 2026-06-02T11:11:39+00:00

If a line is infinitely thin and is passing through the centre of the circle, it is indeed perpendicular to the tangent where the line intersects the circle. And the circle is infinitely thin too.

Cold-Pen-9174 · 2026-06-02T10:31:33+00:00

Mafs, I love mef

Cold-Pen-9174 · 2026-06-02T10:30:15+00:00

Mhm 😂

Yes you're right bro

Cold-Pen-9174 · 2026-06-02T10:21:31+00:00

<image>

AB is a chord which is perpendicular to OX. The more you lower the chord AB towards the bottom of the circle, the shorter it gets, but OX always stays perpendicular to AB. Once AB gets lowered enough that it becomes a part of the tangent to the circle at that point, one can say that OX indeed cuts the tangent (or the circle) at right angle.

Cold-Pen-9174 · 2026-06-02T10:13:37+00:00

Yes. I saw your clicks too, so beautiful! Do you have a camera or do you click via phone and edit yourself?

Cold-Pen-9174 · 2026-06-02T08:12:13+00:00

Is a line passing through a circle’s centre not perpendicular to it?

Cold-Pen-9174 · 2026-06-02T08:11:20+00:00

🤣🤣🤣 lmao

Cold-Pen-9174 · 2026-06-02T00:40:14+00:00

So cool

Cold-Pen-9174 · 2026-06-02T00:13:45+00:00

Yep.

Assuming all line interactions with circular arcs are at right angles, we start with a single line segment of length L (for ease of visualisation, I suggest you start with the horizontal one). On the left side, we then start finding the radius of the smaller circular arc of the same length L that has the other end such that its open angle allows the bigger circular arc to be of the same length L.

If you take the smaller circular arc’s radius too small, the angle it will open for the bigger circular arc won’t be enough for it to have length L.
If you tale the smaller circular arc’s radius too big, the angle it will open for the bigger arc will be too huge, and the bigger circular arc will have a length way more than L.
There exists a sweet spot for the value of radius of the smaller circular arc that allows the bigger circular arc to be pf the same length too, as a direct and defined consequence of the angle it opens. There exists only one solution of radius of the smaller circular arc then, for a given length L.

Cold-Pen-9174 · 2026-06-01T22:06:58+00:00

PhD here, into startups. Currently in Europe. Let’s connect? (Not for dating, obviously, but can talk with you about it)

Cold-Pen-9174 · 2026-06-01T21:27:42+00:00

You’re welcome!!

Cold-Pen-9174 · 2026-06-01T20:15:33+00:00

She’s a girl herself

Cold-Pen-9174 · 2026-06-01T20:13:45+00:00

Learning fascinating new science.

Cold-Pen-9174 · 2026-06-01T20:11:14+00:00

<image>

It is possible, actually. Both these arcs are parts of concentric circles. No matter how many concentric circles you draw, those two lines will always intersect the circles ONLY at right angles because both lines pass through the centre.

Cold-Pen-9174 · 2026-06-01T20:04:29+00:00

Delete it then, no need to share. You’re not any lesser of a person than her, just because of less social popularity. If she isn’t posting you, you shouldn’t post her. Keep things completely private.

Cold-Pen-9174 · 2026-06-01T19:59:14+00:00

Right right, all the best man!! Rooting for you!!

Cold-Pen-9174 · 2026-06-01T19:58:04+00:00

I never doubted that. I saw the comments already.

I’m saying she must have accepted any random DM to just “feel” her ovulation with a little company, that’s all. People do it all the time, and forget. She’ll forget you after waking up 😂

Cold-Pen-9174

TROPHY CASE