[ ]:
| Symbol
|
Order
|
| [1]+ |
1.1
|
| [1] = [ ] |
2.1
|
[2]:  
| Symbol
|
Order
|
| [1+,2]+ |
1.1
|
| [2]+ |
2.1
|
| [2] |
4.1
|
[2,2]:    
| Symbol
|
Order
|
[2+,2+]+ = [(2+,2+,2+)] |
1.1
|
| [2+,2+] |
2.1
|
| [2,2]+ |
4.1
|
| [2+,2] |
4.1
|
| [2,2] |
8.1
|
[2,2,2]:      
| Symbol
|
Order
|
[(2+,2+,2+,2+)] = [2+,2+,2+]+ |
1.1
|
| [2+,2+,2+] |
2.1
|
| [2+,2,2+] |
4.1
|
| [(2,2)+,2+] |
4
|
| [[2+,2+,2+]] |
4
|
| [2,2,2]+ |
8
|
| [2+,2,2] |
8.1
|
| [(2,2)+,2] |
8
|
| [[2+,2,2+]] |
8.1
|
| [2,2,2] |
16.1
|
| [[2,2,2]]+ |
16
|
| [[2,2+,2]] |
16
|
| [[2,2,2]] |
32
|
|
[p]:  
| Symbol
|
Order
|
| [p]+ |
p
|
| [p] |
2p
|
[p,2]:    
| Symbol
|
Order
|
| [p,2]+ |
2p
|
| [p,2] |
4p
|
[2p,2+]:     
| Symbol
|
Order
|
| [2p,2+] |
4p
|
| [2p+,2+] |
2p
|
[p,2,2]:      
| Symbol
|
Order
|
| [p+,2,2+] |
2p
|
| [(p,2)+,2+] |
2p
|
| [p,2,2]+ |
4p
|
| [p,2,2+] |
4p
|
| [p+,2,2] |
4p
|
| [(p,2)+,2] |
4p
|
| [p,2,2] |
8p
|
[2p,2+,2]:       
| Symbol
|
Order
|
| [2p+,2+,2+]+ |
p
|
| [2p+,2+,2+] |
2p
|
| [2p+,2+,2] |
4p
|
| [2p+,(2,2)+] |
4p
|
| [2p,(2,2)+] |
8p
|
| [2p,2+,2] |
8p
|
|
[p,2,q]:      
| Symbol
|
Order
|
| [p+,2,q+] |
pq
|
| [p,2,q]+ |
2pq
|
| [p+,2,q] |
2pq
|
| [p,2,q] |
4pq
|
[(p,2)+,2q]:       
| Symbol
|
Order
|
| [(p,2)+,2q+] |
2pq
|
| [(p,2)+,2q] |
4pq
|
[2p,2,2q]:        
| Symbol
|
Order
|
[2p+,2+,2q+]+= [(2p+,2+,2q+,2+)] |
pq
|
| [2p+,2+,2q+] |
2pq
|
| [2p,2+,2q+] |
4pq
|
| [((2p,2)+,(2q,2)+)] |
4pq
|
| [2p,2+,2q] |
8pq
|
[[p,2,p]]:      
| Symbol
|
Order
|
| [[p+,2,p+]] |
2p2
|
| [[p,2,p]]+ |
4p2
|
| [[p,2,p]+] |
4p2
|
| [[p,2,p]] |
8p2
|
[[2p,2,2p]]:        
| Symbol
|
Order
|
| [[(2p+,2+,2p+,2+)]] |
2p2
|
| [[2p+,2+,2p+]] |
4p2
|
| [[((2p,2)+,(2p,2)+)]] |
8p2
|
| [[2p,2+,2p]] |
16p2
|
|
[3,3,2]:      
| Symbol
|
Order
|
[(3,3)Δ,2,1+] ≅ [2,2]+ |
4
|
[(3,3)Δ,2] ≅ [2,(2,2)+] |
8
|
[(3,3)⅄,2,1+] ≅ [4,2+] |
8
|
[(3,3)+,2,1+] = [3,3]+ |
12.5
|
[(3,3)⅄,2] ≅ [2,4,2+] |
16
|
[3,3,2,1+] = [3,3] |
24
|
| [(3,3)+,2] |
24.10
|
| [3,3,2]+ |
24.10
|
| [3,3,2] |
48.36
|
[4,3,2]:      
| Symbol
|
Order
|
[1+,4,3+,2,1+] = [3,3]+ |
12
|
| [3+,4,2+] |
24
|
| [(3,4)+,2+] |
24
|
[1+,4,3+,2] = [(3,3)+,2] |
24.10
|
[3+,4,2,1+] = [3+,4] |
24.10
|
[(4,3)+,2,1+] = [4,3]+ |
24.15
|
[1+,4,3,2,1+] = [3,3] |
24
|
[1+,4,(3,2)+] = [3,3,2]+ |
24
|
| [3,4,2+] |
48
|
| [4,3+,2] |
48.22
|
| [4,(3,2)+] |
48
|
| [(4,3)+,2] |
48.36
|
[1+,4,3,2] = [3,3,2] |
48.36
|
[4,3,2,1+] = [4,3] |
48.36
|
| [4,3,2]+ |
48.36
|
| [4,3,2] |
96.5
|
[5,3,2]:      
| Symbol
|
Order
|
[(5,3)+,2,1+] = [5,3]+ |
60.13
|
[5,3,2,1+] = [5,3] |
120.2
|
| [(5,3)+,2] |
120.2
|
| [5,3,2]+ |
120.2
|
| [5,3,2] |
240 (nc)
|
|
[31,1,1]:    
| Symbol
|
Order
|
[31,1,1]Δ ≅[[4,2+,4]]+ |
32
|
| [31,1,1]⅄ |
64
|
| [31,1,1]+ |
96.1
|
| [31,1,1] |
192.2
|
<[3,31,1]> = [4,3,3] |
384.1
|
[3[31,1,1]] = [3,4,3] |
1152.1
|
[3,3,3]:      
| Symbol
|
Order
|
| [3,3,3]+ |
60.13
|
| [3,3,3] |
120.1
|
| [[3,3,3]]+ |
120.2
|
| [[3,3,3]+] |
120.1
|
| [[3,3,3]] |
240.1
|
[4,3,3]:      
| Symbol
|
Order
|
[1+,4,(3,3)Δ] = [31,1,1]Δ ≅[[4,2+,4]]+ |
32
|
[4,(3,3)Δ] = [2+,4[2,2,2]+] ≅[[4,2+,4]] |
64
|
[1+,4,(3,3)⅄] = [31,1,1]⅄ |
64
|
[1+,4,(3,3)+] = [31,1,1]+ |
96.1
|
[4,(3,3)⅄] ≅ [[4,2,4]] |
128
|
[1+,4,3,3] = [31,1,1] |
192.2
|
| [4,(3,3)+] |
192.1
|
| [4,3,3]+ |
192.3
|
| [4,3,3] |
384.1
|
[3,4,3]:      
| Symbol
|
Order
|
| [3+,4,3+] |
288.1
|
[3,4,3⅄] = [4,3,3] |
384.1
|
| [3,4,3]+ |
576.2
|
| [3+,4,3] |
576.1
|
| [[3+,4,3+]] |
576 (nc)
|
| [3,4,3] |
1152.1
|
| [[3,4,3]]+ |
1152 (nc)
|
| [[3,4,3]+] |
1152 (nc)
|
| [[3,4,3]] |
2304 (nc)
|
[5,3,3]:      
| Symbol
|
Order
|
| [5,3,3]+ |
7200 (nc)
|
| [5,3,3] |
14400 (nc)
|
|