Table 4 Decompositions of orders for the CBIJM ${\mathbf{\left[}\mathit{J}\mathbf{\right]}}_{{\mathit{p}}^{\mathit{s}}}$ with density 1/ p

2

2=2

[J]₂=[J]₂

1/2

3

3=3

[J]₃=[J]₃

1/3

4

2²=2×2

${\left[J\right]}_4={\left[J\right]}_2^{\otimes 2}$

1/2

5

5=5

[J]₅=[J]₅

1/5

7

7=7

[J]₇=[J]₇

1/7

8

2³=2²×2

${\left[J\right]}_8={\left[J\right]}_2^{\otimes 3}$

1/2

9

3²=3×3

${\left[J\right]}_9={\left[J\right]}_3^{\otimes 2}$

1/3

11

11=11

[J]₁₁=[J]₁₁

1/11

13

13=13

[J]₁₃=[J]₁₃

1/13

16

2⁴=2³×2

${\left[J\right]}_{16}={\left[J\right]}_2^{\otimes 4}$

1/2

17

17=17

[J]₁₇=[J]₁₇

1/17

19

19=19

[J]₁₉=[J]₁₉

1/19

23

23=23

[J]₂₃=[J]₂₃

1/23

25

5²=5×5

${\left[J\right]}_{25}={\left[J\right]}_5^{\otimes 2}$

1/5