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IMG_9500 - Inwards quad tri pentagon | by tend2it
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IMG_9500 - Inwards quad tri pentagon

ZEN MAGNETS - Neodymium Magnetic Balls (@Varies) - Fun with 5-ball pentagon rings part 3

 

(@060) - Diamond subunit (3-layer) = (4 x (3 x 5))

 

(@040) - 12-pointed star / Dome = =((6 x (Diamond subunit (3-layer)) + (6 x (3 x 5))

 

(@030) - 2-layer triangle subunit - (3 x (2 x 5))

 

(@120) - Outwards quad triangle subunit = (4 x (2-layer triangle subunit))

 

(@360) - Outwards quad-tri triangle = (3 x (Outwards quad triangle subunit))

 

(@600) - Outwards quad-tri star= (5 x (Outwards quad triangle subunit))

 

(@600) - Outwards quad-tri spaceship v1 = (5 x (Outwards quad triangle subunit))

 

(@480) - Outwards quad-tri square = (4 x (Outwards quad triangle subunit))

 

(@600) - Outwards quad-tri spaceship v2 = (5 x (Outwards quad triangle subunit))

 

(@120) - Inwards quad triangle subunit = (4 x (2-layer triangle subunit))

 

(@600) - Inwards quad-tri pentagon = (5 x (Inwards quad triangle subunit))

 

(@600) - Inwards quad-tri spaceship v3 = (5 x (Inwards quad triangle subunit))

 

(@960) - Triangle subunit ring variations v1 = (8 x (2-layer triangle subunit))

 

 

(@720) - Triangle subunit ring variations v2 = (6 x (2-layer triangle subunit))

 

(@040) - Triangle subunit ring variations squares = (16 x (2-layer triangle subunit))

 

(@720) - Triangle subunit ring variations v2 = (6 x (2-layer triangle subunit))

 

(@070) - Heptagon subunit = (7 x (2 x 5))

 

(@140) - Heptagon subunit stacker v1 = (2 x (Heptagon subunit))

 

(@560) - Heptagon subunit stacker v2 = (8 x (Heptagon subunit))

 

Note: Outward = three pentagon rings facing outward, Inward = three pentagon rings facing inward. For polarity reversed, separate two from the rest, and use a separator card in-between to flip the two ball from top set to bottom set.

 

More build pics here:

www.flickr.com/photos/tend2it/sets/72157635735200846/

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Taken on September 14, 2013