Pentomino Wall Kick Illustration
Please note that the pentomino naming used here follows the Golomb convention, extended with mirrored chiral pentomino names as seen in Wikipedia.
I pentomino kicks
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Kick Tests
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Useful Kicks
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| 0⇒R
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( 0, 0)
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(-2, 0)
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(+1, 0)
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(-2,-1)
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(+1,+2)
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| R⇒2
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( 0, 0)
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(-1, 0)
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(+2, 0)
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(-1,+2)
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(+2,-1)
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| 2⇒L
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( 0, 0)
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(+2, 0)
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(-1, 0)
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(+2,+1)
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(-1,-2)
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| L⇒0
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( 0, 0)
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(+1, 0)
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(-2, 0)
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(+1,-2)
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(-2,+1)
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(+1,-2)
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Kick Tests
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Useful Kicks
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| 0⇒L
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( 0, 0)
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(-1, 0)
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(+2, 0)
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(-1,+2)
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(+2,-1)
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| L⇒2
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( 0, 0)
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(-2, 0)
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(+1, 0)
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(-2,-1)
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(+1,+2)
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| 2⇒R
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( 0, 0)
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(+1, 0)
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(-2, 0)
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(+1,-2)
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(-2,+1)
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| R⇒0
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( 0, 0)
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(+2, 0)
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(-1, 0)
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(+2,+1)
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(-1,-2)
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(-1,-2)
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V pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
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( 0,-2)
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(-1,-2)
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| R⇒2
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( 0, 0)
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(+1, 0)
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(+1,-1)
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( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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T pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
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( 0,-2)
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(-1,-2)
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| R⇒2
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( 0, 0)
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(+1, 0)
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(+1,-1)
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( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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U pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
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( 0,-2)
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(-1,-2)
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| R⇒2
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( 0, 0)
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(+1, 0)
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(+1,-1)
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( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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W pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
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( 0,-2)
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(-1,-2)
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| R⇒2
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( 0, 0)
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(+1, 0)
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(+1,-1)
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( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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X pentomino kicks
Technically, X pentomino has SRS kick table applied, but it's impossible to perform a wallkick with this piece.
J pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
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( 0,-2)
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(-1,-2)
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| R⇒2
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( 0, 0)
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(+1, 0)
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(+1,-1)
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( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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L pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
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( 0,-2)
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(-1,-2)
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| R⇒2
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( 0, 0)
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(+1, 0)
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(+1,-1)
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( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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N' pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
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( 0,-2)
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(-1,-2)
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| R⇒2
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( 0, 0)
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(+1, 0)
|
(+1,-1)
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( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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N pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
|
(-1, 0)
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(-1,+1)
|
( 0,-2)
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(-1,-2)
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| R⇒2
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( 0, 0)
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(+1, 0)
|
(+1,-1)
|
( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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Y pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
|
( 0,-2)
|
(-1,-2)
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| R⇒2
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( 0, 0)
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(+1, 0)
|
(+1,-1)
|
( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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Y' pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
|
( 0,-2)
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(-1,-2)
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| R⇒2
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( 0, 0)
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(+1, 0)
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(+1,-1)
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( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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P pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
|
( 0,-2)
|
(-1,-2)
|
| R⇒2
|
( 0, 0)
|
(+1, 0)
|
(+1,-1)
|
( 0,+2)
|
(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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Q pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
|
( 0,-2)
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(-1,-2)
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| R⇒2
|
( 0, 0)
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(+1, 0)
|
(+1,-1)
|
( 0,+2)
|
(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
|
(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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F pentomino kicks
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Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
|
(-1,+1)
|
( 0,-2)
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(-1,-2)
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| R⇒2
|
( 0, 0)
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(+1, 0)
|
(+1,-1)
|
( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
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(+1,+1)
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( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
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(-1, 0)
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(-1,-1)
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( 0,+2)
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(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
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( 0, 0)
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(+1, 0)
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F' pentomino kicks
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|
Kick Tests
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| 0⇒R
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( 0, 0)
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(-1, 0)
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(-1,+1)
|
( 0,-2)
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(-1,-2)
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| R⇒2
|
( 0, 0)
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(+1, 0)
|
(+1,-1)
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( 0,+2)
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(+1,+2)
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| 2⇒L
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( 0, 0)
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(+1, 0)
|
(+1,+1)
|
( 0,-2)
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(+1,-2)
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| L⇒0
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( 0, 0)
|
(-1, 0)
|
(-1,-1)
|
( 0,+2)
|
(-1,+2)
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| 0⇒2
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( 0, 0)
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( 0,+1)
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| R⇒L
|
( 0, 0)
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(+1, 0)
|
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Z pentomino kicks
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|
Kick Tests
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| 0⇒R
|
( 0, 0)
|
(-1, 0)
|
(-1,+1)
|
( 0,-2)
|
(-1,-2)
|
| R⇒2
|
( 0, 0)
|
(+1, 0)
|
(+1,-1)
|
( 0,+2)
|
(+1,+2)
|
| 2⇒L
|
( 0, 0)
|
(+1, 0)
|
(+1,+1)
|
( 0,-2)
|
(+1,-2)
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| L⇒0
|
( 0, 0)
|
(-1, 0)
|
(-1,-1)
|
( 0,+2)
|
(-1,+2)
|
| 0⇒2
|
( 0, 0)
|
( 0,+1)
|
|
|
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| R⇒L
|
( 0, 0)
|
(+1, 0)
|
|
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S pentomino kicks
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|
Kick Tests
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| 0⇒R
|
( 0, 0)
|
(-1, 0)
|
(-1,+1)
|
( 0,-2)
|
(-1,-2)
|
| R⇒2
|
( 0, 0)
|
(+1, 0)
|
(+1,-1)
|
( 0,+2)
|
(+1,+2)
|
| 2⇒L
|
( 0, 0)
|
(+1, 0)
|
(+1,+1)
|
( 0,-2)
|
(+1,-2)
|
| L⇒0
|
( 0, 0)
|
(-1, 0)
|
(-1,-1)
|
( 0,+2)
|
(-1,+2)
|
| 0⇒2
|
( 0, 0)
|
( 0,+1)
|
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| R⇒L
|
( 0, 0)
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(+1, 0)
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