Waymo pays you $2.85 in Waymo credit to take the train
(Waymo takes $2.85 off your next ride if you take the train)
I live in East Bay, and I often take gratuitous Waymo trips all the way across the city to Embarcadero Station to ride BART back home. I do this because I like seeing the pretty skyscrapers and the bustling city and the pretty townhomes painted interesting colors. They may want to rethink their reward structure a bit to avoid paying out to people like me.
A trick I learned from an east bay friend is that (when possible) the bus across the bridge is way nicer than the BART under the bay, especially around sunset.
A bus that gets stuck in traffic is by definition a failure. It will (again by definition) never be a viable alternative to driving, meaning a reinforcing loop where more driving means more traffic for the bus to be stuck on, meaning the bus is even slower and less attractive...
> It will (again by definition) never be a viable alternative to driving
I don’t follow the logic here. Why would a bus (periodically) getting stuck in traffic forever invalidate it in comparison to getting stuck in the same traffic in a car?
If buses and cars participate in the same road traffic (i.e. the bus doesn't have dedicated lanes), then a bus trip will never be faster than a comparable car trip. This is because you have to walk to/from the bus stop at both ends of the journey, wait for a bus to show up, ride the bus and have it stop for other passengers, transfer between routes, the bus has slower acceleration and turning than a car, etc.
Think about even the most strawman trip possible: A bus rider and a car driver start exactly at the location of a bus stop, the bus shows up exactly at the start time, both contestants ride/drive straight for a few kilometres (which happens to follow exactly one bus route, without changing buses; but the bus might stop a few times along the way for other passengers), and end exactly at a bus stop. The car will win every single time.
Yeah, the car will be faster, unless there are accommodations that benefit the bus only (like dedicated lanes). But the bus doesn’t have to be _faster_ to be viable to many people: there are other things going for the bus like not having to park, often being cheaper especially if it allows you to not own a car, etc. etc.
A big one: no need to find parking! Or to go back to your parked car on the reverse trip. You can do a triangle trip A,B,C,A with public transit. With a car it has to be A,B,C,B,A as you left your car at B.
I do trips like A,B,C,A all the time in a car. Sometimes even A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A trips in a car.
If you're sprinkling in little rules like "ah but you couldn't park at C", well, "the bus doesn't go to C" is also a valid restriction I run into often. So often when I take transit, its drive to train station -> take train someplace -> take bus someplace -> walk several blocks to destination -> walk several blocks back to bus stop -> ride bus to train station -> ride train back to train stop -> take car home so a A,B,C,D,C,B,A trip is actually quite common just to do the same as A,D,A with a car.
novia · · focus · HN ↗
(Waymo takes $2.85 off your next ride if you take the train)
I live in East Bay, and I often take gratuitous Waymo trips all the way across the city to Embarcadero Station to ride BART back home. I do this because I like seeing the pretty skyscrapers and the bustling city and the pretty townhomes painted interesting colors. They may want to rethink their reward structure a bit to avoid paying out to people like me.
evmar · · focus · HN ↗
HaloZero · · focus · HN ↗
andrepd · · focus · HN ↗
paavope · · focus · HN ↗
I don’t follow the logic here. Why would a bus (periodically) getting stuck in traffic forever invalidate it in comparison to getting stuck in the same traffic in a car?
nayuki · · focus · HN ↗
Think about even the most strawman trip possible: A bus rider and a car driver start exactly at the location of a bus stop, the bus shows up exactly at the start time, both contestants ride/drive straight for a few kilometres (which happens to follow exactly one bus route, without changing buses; but the bus might stop a few times along the way for other passengers), and end exactly at a bus stop. The car will win every single time.
<a href="https://en.wikipedia.org/wiki/Downs%E2%80%93Thomson_paradox" rel="nofollow">https://en.wikipedia.org/wiki/Downs%E2%80%93Thomson_paradox , <a href="https://www.youtube.com/watch?v=RQY6WGOoYis" rel="nofollow">https://www.youtube.com/watch?v=RQY6WGOoYis
paavope · · focus · HN ↗
mitxela · · focus · HN ↗
vel0city · · focus · HN ↗
If you're sprinkling in little rules like "ah but you couldn't park at C", well, "the bus doesn't go to C" is also a valid restriction I run into often. So often when I take transit, its drive to train station -> take train someplace -> take bus someplace -> walk several blocks to destination -> walk several blocks back to bus stop -> ride bus to train station -> ride train back to train stop -> take car home so a A,B,C,D,C,B,A trip is actually quite common just to do the same as A,D,A with a car.