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(8,6x)(4x,6)

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(8,6x)(4x,6)
86x4x6 200

Capacity

6

Period

4

Full period

16

Orbits

2

Composition

Prime

States

(Ground state)
(1,1)(1,1)(1,1) (8,6x)
(1,1)(1,1)(1,0)(1,0) (4x,6)

Ladder diagram

86x4x6

Stack notation

(6,6x)(4x,5)

Dual

(8x,6)(4,6x)

Anagrams

(8,6)(6x,4x) (time-reverse)

 

(8,6x)(4x,6)(6x,8)(6,4x)
86x4x66x864x 200

Capacity

6

Period

8

Full period

24

Orbits

4

Composition

(8,6x)(4x,6)
(6x,8)(6,4x)

States

(Ground state)
(1,1)(1,1)(1,1) (8,6x)
(1,1)(1,1)(1,0)(1,0) (4x,6)
(1,1)(1,1)(1,1) (6x,8)
(1,1)(1,1)(0,1)(0,1) (6,4x)

Ladder diagram

86x4x66x864x

Stack notation

(6,6x)(4x,5)*

Dual

(8x,6)(4,6x)*

Anagrams

(8,6)(6x,4x)(6,8)(4x,6x) (time-reverse)
(8,6)(6x,4x)(6x,8)(6,4x)
(8,6)(6x,4x)(8,6)(6x,4x)
(8,6)(6x,4x)(8,6x)(4x,6)
(8,6x)(4x,6)(6,8)(4x,6x)
(8,6x)(4x,6)(8,6)(6x,4x)
(8,6x)(4x,6)(8,6x)(4x,6)

 (8,6x)(4x,6) is a synchronous 6 object siteswap where a pair of throws from the 7 object pattern (8,6x)* is followed by a pair of throws from the 5 object pattern (6,4x)*, going the opposite direction. The 8s should be about twice as high as the basic pattern, and the 4s should be about a third of the height of the basic pattern. This is the 6 object version of (6,4x)(2x,4).

There are two versions of this pattern: in the asymmetrical version, all the (8,6x) pairs are thrown toward the same side of the pattern, and in the symmetrical version, (8,6x)(4x,6)(6x,8)(6,4x), or (8,6x)(4x,6)* for short, each (8,6x) pair is thrown in the same direction as the previous (6,4x) pair.

Siteswap exercisesEdit

You can use these exercises to practice the same kinds of throws and sequences of throws that are done in this pattern, before you learn the full pattern.

Some of the siteswaps listed below are shortened to leave out parts where you’re not doing anything. Click on them to see animations of the exercises.

You should practice doing these starting with your right hand and with your left hand, so that you will be ready to learn the full symmetrical pattern.

Prerequisites: 6 ball fountain, (6,4x)*

Exercises to prepare for (8,6x)(4x,6)*:

VariationsEdit

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