“Cook’s Illustrated tested a variety of soy sauces, and while their favorite pick isn’t freely available...”

Boil ‘em, mash ‘em, stick ‘em in a stew...

Hey, my ice cream suggestion has been resurrected!

You already can if you are a Prime member. Unfortunately, they charge a premium for it.

I use Serious Eats mostly, because I dig Kenji’s style, mainly. I check SE daily.

The word for Steve’s dad’s disgusting habit is janelli, as coined by Michael Ian Black and Tom Cavanagh of “Mike and Tom Eat Snacks”.

You can’t prevent Germans from offering sausages under any circumstances.

I don’t not want to see that :)

Except that there is no precision element to “boil-in-a-bag” given that, as the name implies, you are basically stuck at a cooking temperature of 212 degrees F.

Exactly. It is straightforward, and not too far from any other custard application. But I would love to see Claire’s (mis-)adventures with dry ice!

(also, no pun intended on the “another crack” comment...)

I will reiterate my recommendation from the results post last week:

Claire has tackled sous vide scrambled eggs (and every other kind of egg preparation, quite extensively I may add) on this very blog!

“Kenji did it” is starting to become as pervasive as “Simpsons did it”. No universal “fish” guide, but he has now done tuna and salmon as part of his unholy alliance with Anova.

LET’S ARGUE ABOUT THIS FOREVER!

Do you have reason to believe it wasn’t a smooth increase? Isn’t that how heating things usually works? Thermodynamics and all that?

How obnoxious is having an NFL sunday coincide with 9/11 going to be?
a) Obnoxious
b) Very Obnoxious

Having just been there myself, I can tell you that it is like 90% gone as of 9 months.
But truly, I don’t think a day goes by without either my wife or I inquiring of the other, “Do you think she’s okay?”

What is the best take out/delivery option? Like if you were in a completely unfamiliar city in the United States, what category of Yelp are you browsing?

If she did this for multiple hot pockets and therefore had multiple observations per t, then maybe some kind of parametric fit would be warranted. But it’s clearly not linear. Maybe a logarithmic fit?
Temp = a + b*log(t)

If this is just one observation per t, then a connected line graph is totally fine. If it’s good…