Diagram shows a horizontal bar marked 2 of length 32.00 and thickness 6.00 which is centered below a vertical bar marked 1 of length 24.00 and thickness 4.00. The centroid is on the vertical bar 1 at a distance 22.00 below the top edge of the vertical bar 1 and a distance 8.00 from the bottom edge of the horizontal bar 2. A caption at the bottom of the diagram reads: symmetric about vertical axis.

Here is Canvas object wihch demonstrate the problem.

{{slides[0]["label"]}}

  Ic |d| d2 A Izy
1
2
         
       

You have scored {{total_points}} of the {{max_total_points}} points possible so far in this round.

Playing for {{slides[[0]].max_points}} points

Here is Canvas object wihch demonstrate the problem.

{{slides[1]["label"]}}

  Ic |d| d2 A Izy
1
2
         
       

You have scored {{total_points}} of the {{max_total_points}} points possible so far in this round.

Playing for {{slides[[1]].max_points}} points

Round Your score Points possible
1 {{get_your_score(1)}} {{get_max_points(1)}}
2 {{get_your_score(2)}} {{get_max_points(2)}}
3 {{get_your_score(3)}} {{get_max_points(3)}}
4 {{get_your_score(4)}} {{get_max_points(4)}}
5 {{get_your_score(5)}} {{get_max_points(5)}}
6 {{get_your_score(6)}} {{get_max_points(6)}}
7 {{get_your_score(7)}} {{get_max_points(7)}}
TOTAL: {{total_your_points}}
({{total_your_percent}})
 {{total_avalible_points}}
debug info
labelsetid
{{ x.label }} {{ x.set }} {{ x.id }}