Encouraging!  Like, not super encouraging or anything, but it could've gone wrong, and it didn't.

Next, Keltham is going to distribute two propositions each to half the girls, to be assigned a probability on this kind of scale.  Don't discuss it among yourselves and especially don't show your question to the other group.  He'd be making 6 copies of each proposition, for everyone to look at privately, if he had easy copying.  Since he doesn't, he'll give each group a piece of paper to be passed around among themselves, and everybody writes down their own answer individually, on the same common scale they just used for beef-lunches.

Don't worry, it won't be a complicated proposition; it's something that happens around here about a third as often as they have beef at a meal, going on his own memory.

On this occasion he'll not-really-pseudorandomize by taking alternate girls from among 'desks', that is, if they were to be numbered in a seating chart, evens would go to one side of the room, odds to the other side.  Can they sort themselves out while he writes the two propositions?

(Encouraging!  Like, not super encouraging or anything, but it could've gone wrong, and it didn't.)

Next, Keltham is going to distribute two propositions each to half the girls, to be assigned a probability on this kind of scale.

He'd be making 6 copies of each proposition, for everyone to look at privately, if he had easy copying.  Since he doesn't, he'll give each group a piece of paper to be passed around among themselves, and everybody writes down their own answer individually, on the same common scale they just used for beef-lunches.  Don't discuss it among yourselves and especially don't show your question to the other group.

Don't worry, it won't be a complicated proposition.  It's something that happens around here about a third as often as they have beef at a meal, going on his own memory.

On this occasion they will not-really-pseudorandomize by taking alternate girls from among 'desks', that is, if they were to be numbered in a seating chart, evens would go to one side of the room, odds to the other side, starting from Merixtell.  Can they sort themselves out while he writes the two propositions?

(Encouraging!  Like, not super encouraging or anything, but it could've gone wrong, and it didn't.)

Next, Keltham is going to distribute two propositions each to half the girls, to be assigned a probability on this kind of scale.

He'd be making 6 copies of each proposition, for everyone to look at privately, if he had easy copying.  Since he doesn't, he'll give each group a piece of paper to be passed around among themselves, and everybody writes down their own answer individually, on the same common scale they just used for beef-lunches.  Don't discuss it among yourselves and especially don't show your question to the other group.

Don't worry, it won't be a complicated proposition.  It's something that happens around here about a third as often as they have beef at a meal, going on his own memory.

On this occasion they will not-really-pseudorandomize by taking alternate girls from among 'desks', that is, if they were to be numbered in a seating chart, evens would go to one side of the room, odds to the other side, starting from Meritxell.  Can they sort themselves out while he writes the two propositions?