No.

$M$

Factors

S

$f^4$

m

V_L

V_M

V_N

E

$\left(\mathrm{1,2,4,5}\right)$

T

P

$\left|M\right|$

130

902

$2\times 11\times 41$

1b

$5^2{2}^4{11}^4{41}^4$

13

2

3

7

4

$\left(-\mathrm{,}-\mathrm{,}(\times )\mathrm{,}-\right)$

${\beta }_2$

$11\times \mathrm{5,}{\mathcal{K}}_{\mathrm{<mo\; stretchy="false">\; (\; </mo>11\; <mo\; stretchy="false">\; )\; </mo>}}\times {\mathcal{K}}_{\mathrm{<mo\; stretchy="false">\; (\; </mo>41\; <mo\; stretchy="false">\; )\; </mo>}}$

1

131

924

$2^2\times 3\times 7\times 11$

2

$2^4{3}^4{7}^4{11}^4$

12

1

2

5

6

$\left(-\mathrm{,}-\mathrm{,}\times \mathrm{,}-\right)$

$\gamma$

$3\times \mathrm{7,7}\times 11$

1

132

955

$5\times 191$

1a

$5^6{191}^4$

4

2*

3*

6*

3

$\left(-\mathrm{,}-\mathrm{,}\otimes \mathrm{,}-\right)$

${\alpha }_2$

$\mathcal{K}\mathrm{,}{\mathfrak{K}}_1$

1

133

957

$3\times 11\times 29$

2

$3^4{11}^4{29}^4$

3

2

2

5

2

$\left(-\mathrm{,}\otimes \mathrm{,}(\times )\mathrm{,}-\right)$

${\alpha }_3$

${\mathcal{K}}_{\mathrm{<mo\; stretchy="false">\; (\; </mo>11\; <mo\; stretchy="false">\; )\; </mo>}}\mathrm{,}{\mathcal{K}}_{\mathrm{<mo\; stretchy="false">\; (\; </mo>29\; <mo\; stretchy="false">\; )\; </mo>}}$

1

134

982

$2\times 491$

2

$2^4{491}^4$

1

1

1

2

3

$\left(-\mathrm{,}-\mathrm{,}\otimes \mathrm{,}-\right)$

${\alpha }_2$

$\mathcal{K}\mathrm{,}{\mathfrak{K}}_1$

2