Recent submissions

Comment · 16 years ago
Comment · 16 years ago
He said he stopped reading.
Comment · 16 years ago
I like that the top purchasers are advertisements.
Comment · 16 years ago
Excellent point, but it shouldn't impact an A/B test. Specifically, the experimental and control users should be equally drawn to look at the deactivation page.

However, this could give a false impression of improvement if you just look at the data before and after the launch. It's a good reason to also look at the total number of deactivations / visits to the deactivation page.

Comment · 16 years ago
How does fewer clothes that you don't wear mean less laundry?
Comment · 16 years ago
I wish I had been. I heard a car crash last night, and when I got downstairs, it became clear that someone had hit a parked car (hard) and was fleeing the scene. I actively tried to catch the license plate, but could only pick up the first three characters, and even those I'm not confident of. Not sure if 15fps on 480x320 would have helped (especially in bad lighting), but I'd love to have that footage and find out.
Comment · 16 years ago
I know you're being sarcastic, but I actually saw this coming and invested a fair amount in kneezles. Now I wish I'd just bought kneezle options, since I could have gotten much better leverage.
Comment · 16 years ago
Comment · 16 years ago
Fine, but under this law men have the right to marry women, but women do not (and vice-versa). Thus, the law is sexist.
Comment · 16 years ago
Should I be considering this differently from solar? They're both harvesting ambient EM radiation; and the energy density of solar is much higher. I guess that radio goes through walls and never sleeps, so that's a plus. Anyway, I thought that the mentioning of a solar calculator was quite appropriate and warranted further discussion.
Comment · 16 years ago
Comment · 16 years ago
What if Alexa is no longer around?
Comment · 16 years ago
Presumably the next step is to write Dwarf Fortress for this.
Comment · 16 years ago
Comment · 16 years ago
A Poisson distribution with a mean of 1.84 results in about 45% of children being first born. In fact, the best you can do with any distribution is 54%. For example, if there are 10k couples, then there will be 18.4k children born, at most 10k of which can be first born; and 10/18.4 = 54%.

In fact, the only thing that matters for the distribution (once you know the mean) is the number of childless families, since they could have had a first born but didn't.

I haven't been able to figure out where 74% comes from. Is there some way to sample on a per-family basis to come up with this?

edit: spelling

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