You can not select more than 25 topics Topics must start with a letter or number, can include dashes ('-') and can be up to 35 characters long.
 
 
 
 
 
 

1.8 KiB

Functional

  • Try to run the program.

  • Does the program compile and run without any error or warning?

  • Set one or more control points by left-clicking on the canvas.

  • Confirm that the program allows you to mark these control points.

  • Check if the program draws a small circle around the control points for identification purposes.

  • Set three or more control points on the canvas and press Enter.

  • Observe whether Chaikin's algorithm starts the animation.

  • To exit the program, press the Escape key.

  • Ensure the program exits without any errors.

  • Start the program and set only one control point by left-clicking on the canvas. Then, press Enter.

  • Confirm that only the selected control point is visible, and nothing else changes.

  • Restart the program, set two control points by left-clicking on the canvas, and press Enter.

  • Check if only a straight line is drawn between the two control points.

  • Restart the program, set three or more control points by left-clicking on the canvas, and press Enter.

  • Confirm that the animation completes 7 steps before restarting.

  • Restart the program, set three or more control points by left-clicking on the canvas, and press Enter. Then, press Escape to exit the program.

  • Verify that the program exits without any errors.

  • Start the program and press Enter without selecting any points.

  • Check if the program continues without any errors.

  • After pressing Enter without selecting points, try placing points without needing to restart the program.

Bonus Features

  • Check if a message is displayed when you press Enter without drawing any points, reminding you to add points.

  • Verify if you can clear the screen and add new control points without restarting the program.

  • Check if it's possible to drag the control points in real time and observe the generation of a new curve.