interval on at at [2,4] of maximum decreasing on y=5 at discontinuity on maximum discontinuity minimum on at x=5 y=-1 maximum minimum minimum non- removable at decreasing [-2,0] maximum x=5 value at discontinuity decreasing x=-4 x=2 y=4 minimum minimum discontinuity at at minimum on discontinuity on maximum removable discontinuity increasing of at value of at at value maximum x=2 minimum y=-5 discontinuity of at increasing maximum interval [1,3] of interval x=-3 of maximum removable [2,4] x=1 of discontinuity increasing at minimum x=-2 at interval minimum on minimum x=-3 x=0 of discontinuity value removable value maximum x=-5 decreasing at minimum removable discontinuity discontinuity on [-3,-1] interval on x=0 decreasing minimum y=2 at x=4 [0,2] interval of at value maximum x=-2 at x=5 y=3 decreasing at interval minimum on discontinuity at on y=0 of at value increasing y=-1 of discontinuity value x=-1 non- removable on non- removable at at [-3,-1] at removable minimum y=3 maximum value x=3 at y=-3 x=-5 maximum x=-3 maximum x=0 at at discontinuity maximum interval value value x=-5 x=-2 [-1,1] interval at maximum non- removable removable discontinuity of discontinuity y=2 non- removable non- removable value y=-2 y=1 [-4,-2] x=0 at of minimum at removable discontinuity removable x=3 interval x=1 x=-2 maximum non- removable at increasing x=3 at discontinuity increasing discontinuity non- removable of interval [-4,-2] of x=2 at maximum value discontinuity minimum at maximum [-2,0] x=1 value interval maximum y=-2 of interval minimum minimum x=-3 x=-5 at x=2 discontinuity minimum removable x=-4 at increasing x=-4 y=0 on of value at at y=-4 x=5 at non- removable interval value removable x=-1 y=-3 minimum x=4 at value x=-1 decreasing at x=4 at of x=4 [0,2] value discontinuity at x=3 [1,3] removable x=-1 non- removable [-1,1] at x=-4 on non- removable x=1 maximum y=1 interval on at at [2,4] of maximum decreasing on y=5 at discontinuity on maximum discontinuity minimum on at x=5 y=-1 maximum minimum minimum non- removable at decreasing [-2,0] maximum x=5 value at discontinuity decreasing x=-4 x=2 y=4 minimum minimum discontinuity at at minimum on discontinuity on maximum removable discontinuity increasing of at value of at at value maximum x=2 minimum y=-5 discontinuity of at increasing maximum interval [1,3] of interval x=-3 of maximum removable [2,4] x=1 of discontinuity increasing at minimum x=-2 at interval minimum on minimum x=-3 x=0 of discontinuity value removable value maximum x=-5 decreasing at minimum removable discontinuity discontinuity on [-3,-1] interval on x=0 decreasing minimum y=2 at x=4 [0,2] interval of at value maximum x=-2 at x=5 y=3 decreasing at interval minimum on discontinuity at on y=0 of at value increasing y=-1 of discontinuity value x=-1 non- removable on non- removable at at [-3,-1] at removable minimum y=3 maximum value x=3 at y=-3 x=-5 maximum x=-3 maximum x=0 at at discontinuity maximum interval value value x=-5 x=-2 [-1,1] interval at maximum non- removable removable discontinuity of discontinuity y=2 non- removable non- removable value y=-2 y=1 [-4,-2] x=0 at of minimum at removable discontinuity removable x=3 interval x=1 x=-2 maximum non- removable at increasing x=3 at discontinuity increasing discontinuity non- removable of interval [-4,-2] of x=2 at maximum value discontinuity minimum at maximum [-2,0] x=1 value interval maximum y=-2 of interval minimum minimum x=-3 x=-5 at x=2 discontinuity minimum removable x=-4 at increasing x=-4 y=0 on of value at at y=-4 x=5 at non- removable interval value removable x=-1 y=-3 minimum x=4 at value x=-1 decreasing at x=4 at of x=4 [0,2] value discontinuity at x=3 [1,3] removable x=-1 non- removable [-1,1] at x=-4 on non- removable x=1 maximum y=1
(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.
interval
on
at
at
[2,4]
of
maximum
decreasing
on
y=5
at
discontinuity
on
maximum
discontinuity
minimum
on
at
x=5
y=-1
maximum
minimum
minimum
non-removable
at
decreasing
[-2,0]
maximum
x=5
value
at
discontinuity
decreasing
x=-4
x=2
y=4
minimum
minimum
discontinuity
at
at
minimum
on
discontinuity
on
maximum
removable
discontinuity
increasing
of
at
value
of
at
at
value
maximum
x=2
minimum
y=-5
discontinuity
of
at
increasing
maximum
interval
[1,3]
of
interval
x=-3
of
maximum
removable
[2,4]
x=1
of
discontinuity
increasing
at
minimum
x=-2
at
interval
minimum
on
minimum
x=-3
x=0
of
discontinuity
value
removable
value
maximum
x=-5
decreasing
at
minimum
removable
discontinuity
discontinuity
on
[-3,-1]
interval
on
x=0
decreasing
minimum
y=2
at
x=4
[0,2]
interval
of
at
value
maximum
x=-2
at
x=5
y=3
decreasing
at
interval
minimum
on
discontinuity
at
on
y=0
of
at
value
increasing
y=-1
of
discontinuity
value
x=-1
non-removable
on
non-removable
at
at
[-3,-1]
at
removable
minimum
y=3
maximum
value
x=3
at
y=-3
x=-5
maximum
x=-3
maximum
x=0
at
at
discontinuity
maximum
interval
value
value
x=-5
x=-2
[-1,1]
interval
at
maximum
non-removable
removable
discontinuity
of
discontinuity
y=2
non-removable
non-removable
value
y=-2
y=1
[-4,-2]
x=0
at
of
minimum
at
removable
discontinuity
removable
x=3
interval
x=1
x=-2
maximum
non-removable
at
increasing
x=3
at
discontinuity
increasing
discontinuity
non-removable
of
interval
[-4,-2]
of
x=2
at
maximum
value
discontinuity
minimum
at
maximum
[-2,0]
x=1
value
interval
maximum
y=-2
of
interval
minimum
minimum
x=-3
x=-5
at
x=2
discontinuity
minimum
removable
x=-4
at
increasing
x=-4
y=0
on
of
value
at
at
y=-4
x=5
at
non-removable
interval
value
removable
x=-1
y=-3
minimum
x=4
at
value
x=-1
decreasing
at
x=4
at
of
x=4
[0,2]
value
discontinuity
at
x=3
[1,3]
removable
x=-1
non-removable
[-1,1]
at
x=-4
on
non-removable
x=1
maximum
y=1