Waddle Theory
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Waddle Theory

Lead a line of ducklings to the apples. Lead a line of fluffy ducklings across the striped lawn of an old college quad with pixel Isaac Newton. Steer with the arrows or a swipe, collect red apples to grow the line and never bump into the stone walls or your own ducklings in this free snake game.

Twist: The apples fall down the lawn a row at a time, so you meet them on the way down.

Parody. Isaac Newton has no involvement in making these games and does not endorse them. The character is an original pixel-art caricature.

How to play

  1. The apples are falling: each one drops a row about every 5 steps, and one that reaches the bottom of the lawn pops back in at the top.
  2. Aim for the spot just below an apple rather than where it is now, and let it drop into pixel Newton's path.
  3. Every apple is 10 points and one more duckling, and the procession quickens a little each time. After every 5 apples a gold coin rolls in for 6 seconds, worth 50.
  4. Mind the honey-coloured stone walls and the ducklings behind you: touching either one ends the experiment.
  5. Start with an arrow, WASD or a swipe and steer the same way; pixel Newton never turns straight back. M is sound, P or Esc pauses, and your score is ready to share at the end.

Top 10 high scores

No scores yet: play a round and be the first on the board!

All-time top 10 scores in Waddle Theory
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The story

It is the first warm morning of spring at the old college, and a family of ducklings has wandered up from the river onto the freshly mown lawn of the quad. Pixel Isaac Newton steps out of the library with an apple in his pocket, and from that moment the ducklings refuse to follow anyone else. He jots a new idea in the margin of his notes: a body in motion keeps following whoever walks in front. He calls it Waddle Theory.

Every apple that drops onto the grass draws one more duckling into the line, and each new arrival makes the procession a little quicker. Honey-coloured stone walls ring the lawn, so one careless turn ends the experiment, and so does stepping on the line itself. Now and then a shiny gold coin rolls across the grass, worth a special note in the margin. How long can the line grow before the college bell rings for lunch?

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