Game. Exponent rules. Algebra

The game teaches to use exponent rules and properties.
Game directive:
The answer is in the blue ground on top of the screen. You must use drag-and-drop and make the answer. A red ground is initial position. You draw the red ground to the near black ground and receive new values in the red ground. The new values depend on exponent rules.
For example:
– if the red ground is 2^(2) and the near black ground is *2^(3), the new value of the red ground will be 2^(5). 2^(2)* 2^(3)= 2^(2+3)= 2^(5);
– if the red ground is 2^(2) and the near black ground is /2^(3), the new value of the red ground will be 2^(-1). 2^(2)/ 2^(3)= 2^(2-3)= 2^(-1);
– if the red ground is 2^(2) and the near black ground is ()^(3), the new value of the red ground will be 2^(6) . (2^(2)) ^(3), = 2^(2*3)= 2^(6).
When you is drawing the red ground, the near black ground will become green. You will win, when the value of the red ground equals to the answer in the blue ground. The answer depend of order calculations.