30balls

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【　62ページ以降、随時更新中　　　2024/11　】


　　　--- Notation ---
　　　N : Number of Beads
　　　P12Hh : 12-Pentagon and h-Hexagon"
　　　h : Number of Hexagon,
　　　k : Parameter in non-Negative Integer




New Ver. 2025/01/01
Linear3 Series
P12Hh, N=30+3h, h=0+3k (k=0,1,2,3,4,5,6)　[T+B=0+3=3]
H12, 12=0(+12)
(3Linear) k=4
H15, 15=0(+15)
(3Linear) k=5
H18, 18=0(+18)
(3Linear) k=6
○
H00, 0=0(+0)
(3Linear) k=0
H03, 3=0(+3)
(3Linear) k=1
H06, 3=0(+6)
(3Linear) k=2
H09, 9=0(+9)
(3Linear) k=3
P12H00 => Traditional 30-Balltype


●




Old Ver.

　　　Linear 3 series (3-1)　　[T:TopCap,B:BottomCap]
P12Hh, N=30+3h, h=3+3k (k=0,1,2,3,･･･) 　[T+B=0+3=3]

P12H03
N=39, k=0
P12H06
N=48, k=1
P12H09
N=57, k=2
P12H12
N=66, k=3




Linear Small 5 series (5-1)
P12Hh, N=30+3h, h=0+5k (k=0,1,2,3,4,･･･) 　[T+B=0+0=0]

P12H00
N=30, k=0
P12H05
N=45, k=1
P12H10
N=60, k=2
P12H15
N=75, k=3
P12H20
N=90, k=4
P12H00 => Traditional 30-Balltype



Linear Large 5 series (5-2)
P12Hh, N=30+3h, h=10+5k (k=0,1,2,3,･･･) 　[T+B=5+5=10]

P12H10
N=60, k=0
P12H15
N=75, k=1
P12H20
N=90, k=2
P12H18
N=105, k=3
P12H20 => Traditional 90-Balltype



Linear Small 6 series (6-1)
P12Hh, N=30+3h, h=2+6k (k=0,1,2,･･･) 　[T+B=1+1=2]

P12H02
N=36, k=0
P12H08
N=54, k=1
P12H14
N=72, k=2
P12H20
N=90, k=3




Linear Small(2)　6 series (6-2)
P12Hh, N=30+3h, h=3+6k (k=0,1,2,･･･) 　[T+B=1+2=3]

P12H03
N=39, k=0
P12H09
N=57, k=1
P12H15
N=75, k=2
P12H15
N=75, k=2




Linear Large 6 series (6-3)
P12Hh, N=30+3h, h=4+6k (k=0,1,2,･･･) 　[T+B=1+3=4]

P12H04
N=42, k=0
P12H10
N=60, k=1
P12H16
N=78, k=2




Linear Large(2) 6 series (6-4)
P12Hh, N=30+3h, h=4+6k (k=0,1,2,･･･) 　[T+B=2+2=4]

P12H04
N=42, k=0
P12H10
N=60, k=1
P12H16
N=78, k=2




Linear Large(3) 6 series (6-5)
P12Hh, N=30+3h, h=5+6k (k=0,1,2,･･･) 　[T+B=2+2=5]

P12H05,1+4
N=45, k=0
P12H11,1+4(+6)
N=63, k=1
P12H17,1+4(+12)
N=81, k=2




Linear Over 6 series (6-6)
P12Hh, N=30+3h, h=6+6k (k=0,1,2,･･･) 　[T+B=3+3=6]

P12H06
N=48, k=0
P12H12
N=66, k=1
P12H18
N=84, k=2




Linear S-Small 7 series (7-1)
P12Hh, N=30+3h, h=6+7k (k=0,1,2,･･･) 　[T+B=3+3=6]

P12H06
N=48, k=0
P12H13
N=69, k=1
P12H21
N=90, k=2




Linear Small 7 series (7-2)
P12Hh, N=30+3h, h=7+7k (k=0,1,2,･･･) 　[T+B=3+4=7]

P12H07
N=51, k=0
P12H14
N=72, k=1
P12H21
N=93, k=2




Linear Middle 7 series (7-3)
P12Hh, N=30+3h, h=8+7k (k=0,1,2,･･･) 　[T+B=3+5=8]

P12H08
N=54, k=0
P12H15
N=75, k=1
P12H22
N=96, k=2




Linear Large 7 series (7-4)
P12Hh, N=30+3h, h=9+7k (k=0,1,2,･･･) 　[T+B=4+5=9]

P12H09
N=57, k=0
P12H16
N=78, k=1
P12H23
N=99, k=2




Linear Over 7 series (7-5)
P12Hh, N=30+3h, h=10+7k (k=0,1,2,･･･) 　[T+B=5+5=10]

P12H10
N=60, k=0
P12H17
N=81, k=1
P12H24
N=102, k=2




Linear Over(2) 7 series (7-6)
P12Hh, N=30+3h, h=11+7k (k=0,1,2,･･･) 　[T+B=3+8=11]

P12H11
N=63, k=0
P12H18
N=84, k=1
P12H25
N=103, k=2




Linear eXtra 7 series (7-7)
P12Hh, N=30+3h, h=12+7k (k=0,1,2,･･･) 　[T+B=4+8=12]

P12H12
N=66, k=0
P12H19
N=87, k=1
P12H26
N=106, k=2





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(7-8)もあるが・・・ある目的には、不用
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Linear Small 8 series (8-1)
P12Hh, N=30+3h, h=5+8k (k=0,1,2,･･･) 　[T+B=2+3=5]

P12H05
N=45, k=0
P12H13
N=69, k=1
P12H21
N=93, k=2




Linear Large 8 series (8-2)
P12Hh, N=30+3h, h=8+8k (k=0,1,2,･･･) 　[T+B=3+5=8]

P12H08
N=54, k=0
P12H16
N=78, k=1
P12H24
N=102, k=2




Linear 9 series (9-1)
P12Hh, N=30+3h, h=12+9k (k=0,1,2,･･･) 　[T+B=6+6=12]

P12H12
N=66, k=0
P12H21
N=93, k=1
P12H30
N=120, k=2







TABLE OF P12Hh

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