Digression Fact arrives exactly on time talks about office hours chuckles to himself shares skill, trivia, etc. Proof: LATER careful algebra erases wrong board Remark introduces an acronym makes endearing joke mentions graduate class coins dice cosmic rays gives a reference *writes statement* "We'll come back to this" brings out a tool 3 different Xs in proof class goes 4 minutes over "I suppose you need an example" writes exactly what he said "Where are you going with this?" Lebesgue measure on Borel set searches through notes π-λ theorem "I will in a minute" finishes statement after proof definition in the theorem Digression Fact arrives exactly on time talks about office hours chuckles to himself shares skill, trivia, etc. Proof: LATER careful algebra erases wrong board Remark introduces an acronym makes endearing joke mentions graduate class coins dice cosmic rays gives a reference *writes statement* "We'll come back to this" brings out a tool 3 different Xs in proof class goes 4 minutes over "I suppose you need an example" writes exactly what he said "Where are you going with this?" Lebesgue measure on Borel set searches through notes π-λ theorem "I will in a minute" finishes statement after proof definition in the theorem
(Print) Use this randomly generated list as your call list when playing the game. There is no need to say the BINGO column name. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.
Digression
Fact
arrives exactly on time
talks about office hours
chuckles to himself
shares skill, trivia, etc.
Proof: LATER
careful algebra
erases wrong board
Remark
introduces an acronym
makes endearing joke
mentions graduate class
coins dice cosmic rays
gives a reference
*writes statement* "We'll come back to this"
brings out a tool
3 different Xs in proof
class goes 4 minutes over
"I suppose you need an example"
writes exactly what he said
"Where are you going with this?"
Lebesgue measure on Borel set
searches through notes
π-λ theorem
"I will in a minute"
finishes statement after proof
definition in the theorem