I just built myself a sim racing rig with triple screen setup. Will be signing up for iRacing soon. I'm tired of being productive and "on".
Ask HN: What are you passionate about at the moment?
141–150 of 865 posts
Re: Ask HN: What are you passionate about at the moment?
#142Re: Ask HN: What are you passionate about at the moment?
#143Made this orrery a week ago: https://youtu.be/FGdjk5fY87s?si=t9nwZI8YXxy4Bi7D
And presently working on a world clock inspired by the xkcd 1335 commic.
Re: Ask HN: What are you passionate about at the moment?
#144I've been competing in ultra-distance bike races since 2020. In April this year, I decided to take a break from work and see how well I could do if I dedicated one year to training. I chose the Race around the Netherlands in 2024, the race that started it all for me, as my goal race. Training takes up to 30 hours a week, so at time it's like a full time job, but I haven't felt so fulfilled in a long, long time. I def…
Re: Ask HN: What are you passionate about at the moment?
#145The following open research problem. Given an undirected graph G with two vertices s and t, the task is to determine whether there is an undirected path connecting s and t which is simple (no repeated vertices) and has length divisible by 3. It is not known whether this problem is NP-hard, or whether it can be solved in polynomial time; apparently the question is open since the early 90s. (The problem is also open fo…
In your right hand, take any collection of trees with 2, 3, ..., n vertices. These have a total of 1+2+...+n-1 edges, ie, n choose 2.
In your left hand, take the complete graph with n vertices. This, of course, has the same number of edges.
Conjecture: it is always possible to pack/embed the trees into the complete graph in such a way that all edges are matched exactly once.
The problem has been open for like fifty years, lacking a counter-example or a proof. One can assume Erdos thought hard about it at some point...
Re: Ask HN: What are you passionate about at the moment?
#146Earlier quoted context omitted.
I'm producing tools for the following: • converting gendered restrooms to all-gender restrooms (with or without permission) • easy legislative templates and meetups for removing billboards from your municipality • low-powered and repairable permacomputing hardware designs • tools for improving home ventilation • software for retrofitting walkable infrastructure into existing towns and cities
> converting gendered restrooms to all-gender restrooms (with or without permission) I believe, for a long list of reasons, that families with stably married mother/father are the best way to preserve humanity and that they are most stable without wandering eyes. Avoiding having wandering eyes, or wandering loyalties, in turn, is helped when we make it easier for people to manage and direct sexual attraction to keep…
Re: Ask HN: What are you passionate about at the moment?
#147Golf is one of the only sports that can be realistically simulated indoors.
Golf is also one of the only sports where even severe lag has no effect on the accuracy of the play - just the viewing experience. Unlike FPS games in the cloud which become unplayable with even modest lag.
The golf simulation technology landscape today is pre-cloud. People running their own gaming computers with complex lash ups of open source software to connect their launch monitors. All pretty prohibitive to the stereotypical older tech-averse golf player.
Re: Ask HN: What are you passionate about at the moment?
#148Re: Ask HN: What are you passionate about at the moment?
#149Building lo-fi synthesizers with Teensy or Arduino. They are becoming more like interactive sculptures than instruments now. The sound is important, but the visual aesthetic is just as interesting to me.
Love to see pics.
Re: Ask HN: What are you passionate about at the moment?
#150Earlier quoted context omitted.
What is your approach to learning them? Do you do them in order from ABOK or pick ones that look interesting and/or useful? What are your favorite knots? I've tried to learn a number of knots. I find that tying knots is a good way to keep my hands busy while doing something else, like listening in a meeting. I favor the diamond knot, constrictor knot, hangman's knot, alpine butterfly loop, and Japanese square knot.
I first just went through it front to back, having a go at some of the simpler ones as I went. Since then, I've mostly just picked ones that felt interesting to learn. I've been a bit partial to more decorative stuff lately: a few of the sinnets, Full Matthew Walker, Turks-Heads, that sort of thing. I'd say my favourite one is one I come up with based on a Sheepshank, but (to the surprise of no one) was in the book a…