girl-girl

Which means you can't usually do girl-girl/guy-guy making out in the public.

For girl-girl pairs mean scores for Perceived Competence subscale were also higher for the PUI condition than for either of the GUI or TUI conditions.

It's the fact that there are twice as many boy-girl families as there are girl-girl families in the world.

The most emotionally upsetting thing for her seems to be normal girl-girl social conflict, especially through her iMessage group chat.

The only possible outcomes are girl-girl or girl-boy (where order is irrelevant.) And this is absolutely NOT the Monty Hall Problem.

In addition, the girl-girl pair scores were significantly higher for the traditional PUI condition than for either of the computational conditions (GUI, TUI).

Since we know that one of them is a boy, we can dismiss both girl-girl pairs.

From older to younger, they are equally likely to be girl-girl, girl-boy, boy-girl, or boy- boy.

Any of those 750 families could have made the quote in my post, yet there are 500 families with boy-girl, and 250 with girl-girl.

As I see it, there are three options - either it's a boy-boy pair, a girl-girl pair or a boy-girl pair.

However, we also have two options for boy-boy and girl-girl pairs: Either Jack is older than John or John is older than Jack.

So, you have one of (boy-girl(known), girl-girl(known), girl(known)-boy, girl(known)-girl).

There aren't two "girl-girl" states, because of the stated assumption in the problem: > Assume the family is selected at random because they have at least one girl.

Simply stated, if you allow the possibility space of "boy-girl" and "girl-boy", you have to also have two "girl-girl" states.

“You’re a girl, but you’re not, like, a girl-girl, y’know?” - the fact that someone is not attracted to you is not the end of the world.

They do report significant gender effects in the way of collaboration, which could be relevant for Osmo: "While all gender pairings’ mean scores on the Interest and Enjoyment subscale were nearly the same for the TUI condition, the boy-boy pairs had significantly higher scores than the girl-girl and girl-boy pairs for the GUI condition.