Talk:Boundaries and roles

From Jsarmi

Here is the plan:

Define goals/questions
Define Positioning theory, triangle, types of positioning , etc. -> Example?
Data/Methods
Case 1 T2/S2 then ask, is it stable? the same in sesssion 1, the same in session 3 or 4
tell story of T2, with contrasting cases from 1 and 3 or 4
tell story of T5 up to S4, contrast with case from S1
Wonder about the community level
Conclusions
What do we gain: dynamics, mathematics, change
It might be that we are observing early stages of role formation/differentiation
Understanding the dynamics of roles/activities move us closer to the design of activity systems (i.e. tasks, roles, resources) that are productive, but interaction is contingent on ist situatedness

Additional Cases?

we arent getting anything done

 212  	dragon:	 I'll work at the bottom	 
 213 	MFmod:	 i can alway put the questions back if you want them later	 
 214 	meet_the_fangs:	 lets get to it	 	 	 
 215 	dragon:	 ok @: Message 213: To whole message	 
 216 	dragon:	 I'll be green from now on	 
 217 	meet_the_fangs:	 aiite ill be red	 	 	 
 218 	estrickmcnizzle:	 we arent getting anything done
 219 	meet_the_fangs:	 any suggestion?	 	 	 
 220 	estrickmcnizzle:	 i dont know, maybe just a more simple problem
 221 	estrickmcnizzle:	 less time consuming
 222 	gdog, 20:52 (20.05): drop the questoin	 	 
 223 	dragon:	 I think I know the answer...	 
 224 	gdog, 20:52 (20.05): more simpel one that i can understnad plz :)
 
 -Team 5, Session 4-

Expert turned Deviant

In session 2 of team 2, towards the end bob turns very disruptive drawing red lines repeatedly on the whiteboard, moving the diagrams the team was using at the moment, etc. and states that he is bored:

 256  bob123:  draw radii to A and B
 257 mathisfun:  that ?
 258 bob123:  and a perpendicular bisector to AB
 259 bob123:  making two right triangles
 260 bob123:  then you can find AB
 261 mathisfun:  k
 262 bob123:  but then you have to compensate for the 3rd dimension
 263 qwer:  Do you need the bisector? @: Message 258: To whole message
 264 bob123:  up and down
 265 bob123:  you don't need to draw any of it
 266 bob123:  as long as you know what you're doing
 267 mathisfun:  who is doing that?
 268 bob123:  me
 269 bob123:  i'm bored
 270 qwer:  So you make the A B line the hypotinuse of a vertical triangle and use pythag.
 271 mathisfun:  dude stop
 272 bob123:  fine
 273 bob123:  be that way
 274 mathisfun:  i will
 275 qwer:  What's that? @: 
 276 mathisfun:  a master piece by bob
 277 bob123:  it's running away!!
 278 mathisfun:  arg
 279 mathisfun:  stop it 
 280 qwer:  arg, too
 281 bob123:  hilarious
 
 -Team 2, Session 2-
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