(Print) Use this randomly generated list as your call list when playing the game. 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.
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O-Construct 3 acute angles on the board
G-Solve the riddle: an ant walks in a straight line, and ends up where it started. How is this possible?
G-Euclid was born in 330 BCE, how many candles should we put on his birthday cake?
N-Draw a self portrait Euclid Style
B-Build a Compass. Construct 5 Circles with your contraption
G-Silently slide a perfectly circular note under Serfass' door that says "Euclid Rulez"
O-Draw 3 radii
I-List 4 points on the coordinate plane in the same circle
N-CONSTRUCT A SCALENE TRIANGLE AND COLOR IT PURPLE!!!
B-Construct the midpoint of a segment
G-list all the shapes you can make with less than 10 sides in one breath
I-Draw a baby Euclid playing with his two favorite toys
N-Construct EF and GH so they intersect on point I
G-Make an equilateral triangle with rubber bands
I-Construct an isosceles triangle. Indicate congruency for its sides and angles.
B-Describe a geometry problem you might encounter in your home
O-Construct a length twice the size of another
I-Construct and label 3 rays: AB, BC, CD
B-Find the definition of isosceles triangle in 2 textbooks, then argue which is best.
O-With rubber bands, make 2 triangles that share the same vertex
I-Construct 3 obtuse angles on the board
B-Construct 2 circles with coinciding (same) radii (plural of radius).
N-Construct an angle with your initials. Repeat the process for 2 people you look up to.
O-Describe a geometry problem you might encounter in the workplace
