How to use TAMinations

This example to the right is just a snapshot image, not a working animation. The square dancers are boys, and the round ones are girls. The orange connections are handholds.

I try to follow the Callerlab definitions as closely as possible. Some differences you might see are:

  • The dancers may adjust a bit to finish in standard lines, waves, columns, etc. This is what real dancers do as well.
  • I try to match the Callerlab timing with the number of tick marks between Start and End, but you might find a few differences.
  • Handholds are drawn very simply and don't show any styling - hands up, couples, forearm, are all shown the same. Some handholds might not start or end exactly when real dancers would.

TAMination Controls and Display

  • This slider shows the current position in the animation. You can drag it to change the position.
  • Drag this slider to vary the speed when the animation is playing. Bottom is snail-paced, top is hot hash.
  • Multi-part calls have the different parts numbered here. The tick marks show the beats. All animations start on beat 2.
  • Click to go to the start of the animation.
  • Click to go to the start of the current part.
  • Click to go backward a small amount.
  • Click to play or stop animation.
  • Click to go forward a small amount.
  • Click to go to the start of the next part.
  • Click to go to the end of the animation.
  • Square dancers are "boys", circles are "girls". The dark hemisphere show the facing direction. (So this example shows right-handed ocean waves.)
  • These orange connectors are handholds. There's no styling - hands up, couples, forearm etc. are all drawn the same.

Special Features

You can access some fun "extras" by right-clicking in the animation.

  • Loop Check to automatically restart the animation when playing.
  • Grid Check to show a grid with 1-dancer-size boxes.
  • Show Dancer Path Displays the route this dancer takes as a colored line.
  • Hexagon One dancer is added for every 2 in the starting formation, so 4 couples becomes 6 couples. There's an excellent article on this by Clark Baker, and more info and graphics by Justin Legakis

This is a static image of an animation. Move over each part to highlight what it does.