T-Spin Single Triple Single: Difference between revisions

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== See also ==
== See also ==
*[[Twist]] - Explanation of Twists
*[[Twist]] - Explanation of twists such as T-Spins
*[[T-Spin methods]] - Various methods to create T-Spins
*[[T-Spin methods]] - Various methods of creating T-Spins

Revision as of 07:56, 22 March 2007

This stacking method, discovered by fiddlesworth, produces 12 garbage lines in Tetris DS standard vs. mode while using roughly half as many tetrominoes (15 to 21) as the common "three tetrises" opening (30 to 35). It requires Hold piece and SRS.

You can perform this stack from an empty playfield if any of the following is true of the first bag of seven tetrominoes:

  • S before J
  • Z before L
  • J before S before T (hold the J)
  • L before Z before T (hold the L)

It is especially useful if your first tetromino is S or Z, but it does have a speed penalty on games with a slow soft drop.

Start with an S–J or Z-L:

JJ
J
JSS
SS

Setup with S and J

LL
L
ZZL
ZZ

Mirror image
with Z and L

Build it (S and J depicted)

IJJZ
IJLZZ
IJSSLZOO
ISSLLOO

O before Z

IJJOO
IJLOO
IJSSLZZ
ISSLLZZ

Z before O

Soft-drop a T and spin it:

IJJZ
IJTLZZ
IJSSTTLZOO
ISSTLLOO

Soft-drop a T

IJJZ
IJLZZ
IJSSTLZOO
ISSTTTLLOO

Rotate right

IJJZ
IJLZZ
IJSSTLZOO
----------

T-spin single
(2 garbage)

Build it more. You'll need to soft-drop the S, and you'll need to switch the O and Z if you got Z before O in the first bag:

GGGG
GGGGG
GGGGGGGGG

After single

OO
JOOLLZI
JJJLZZI
GGGSSLZGI
GGSSGGGI
GGGGGGGGG

Drop J before O

JJ
JOOLLZI
JOOLZZI
GGGSSLZGI
GGSSGGGI
GGGGGGGGG

Or drop O before J


Soft-drop a T and spin it twice:

OOT
JOOTTLLZI
JJJTLZZI
GGGSSLZGI
GGSSGGGI
GGGGGGGGG

Soft drop T

OO
JOOTLLZI
JJJTTTLZZI
GGGSSLZGI
GGSSGGGI
GGGGGGGGG

Rotate left

OO
JOOLLZI
JJJLZZI
GGGSSTLZGI
GGSSTTGGGI
GGGGGTGGGG

S00per Rotation

OO
JOOLLZI
JJJLZZI
----------
----------
----------

Back-to-back
T-spin triple
(7 garbage)

And it leaves room for a back-to-back T-spin single (3 garbage).


References

See also

  • Twist - Explanation of twists such as T-Spins
  • T-Spin methods - Various methods of creating T-Spins