The Intellegent (sic) Anoles

By Aisley and Jacob

 

Our Question:  Can a lizard navigate a maze?

 

Our hypothesis:  An anole can navigate through a maze.

 

Maze Information:  The length of our box was 1 ft. 5 in., the height was 4in., and the width was 11in.

 

Week One:  First we measured a box to construct the maze.  Then we designed the maze.  During that time Aisley sketched down a picture of the maze, in case it got destroyed.  After that we put in obstacles to confuse the anoles.  When we finished the obstacles we sketched the maze inside the box.  We used symbols for the obstacles.  Then we constructed the maze and glued it together.

 

Week Four:  After we made a place place we taped the maze down.  It was two-sided tape.  We worked on the play place some more.  Then we made an elevator out of a box.  The next day we ran a lizard through the maze.  It did very interesitng (sic) things.  On that day, Jacob took the maze home and ran his anole through.  It made it through the maze in 5 min. 45 sec.  Then Jacob ran the anole through one more time.  This time it ran the maze in 5 seconds.  A few days later, Jacob got another anole.  We ran it through once and it made it in 2 seconds.

 

Anole Data

Name                                       Time(in sec.)                 Comments

Lizy                  2                                              She was the fastest

Lizy                  5                                              She slowed down a little

Blue eyes          5                                              He was tied with Lizy

Blue eyes          6                                              He was second

Ralph               1278                                        He was the slowest one

Ralph               300                                          He was getting better

Ralph               67                                            He was getting closer

Ralph               10                                            He was catching up

 

Our Conclusion:  Yes, they can navigate through a maze, but not as fast as we would like them to go.