d | ρ | Label | ID | ||
---|---|---|---|---|---|

C_{3}^{2}×3_{-}^{ 1+2} | 81 | C3^2xES-(3,1) | 243,63 |

extension | φ:Q→Out N | d | ρ | Label | ID |
---|---|---|---|---|---|

3_{-}^{ 1+2}⋊_{1}C_{3}^{2} = C_{3}×C_{3}≀C_{3} | φ: C_{3}^{2}/C_{3} → C_{3} ⊆ Out 3_{-}^{ 1+2} | 27 | ES-(3,1):1C3^2 | 243,51 | |

3_{-}^{ 1+2}⋊_{2}C_{3}^{2} = C_{3}×He_{3}.C_{3} | φ: C_{3}^{2}/C_{3} → C_{3} ⊆ Out 3_{-}^{ 1+2} | 81 | ES-(3,1):2C3^2 | 243,52 | |

3_{-}^{ 1+2}⋊_{3}C_{3}^{2} = C_{3}^{3}⋊C_{3}^{2} | φ: C_{3}^{2}/C_{3} → C_{3} ⊆ Out 3_{-}^{ 1+2} | 27 | 9 | ES-(3,1):3C3^2 | 243,56 |

3_{-}^{ 1+2}⋊_{4}C_{3}^{2} = He_{3}.C_{3}^{2} | φ: C_{3}^{2}/C_{3} → C_{3} ⊆ Out 3_{-}^{ 1+2} | 27 | 9 | ES-(3,1):4C3^2 | 243,57 |

3_{-}^{ 1+2}⋊_{5}C_{3}^{2} = C_{3}×C_{9}○He_{3} | φ: trivial image | 81 | ES-(3,1):5C3^2 | 243,64 | |

3_{-}^{ 1+2}⋊_{6}C_{3}^{2} = 3_{-}^{ 1+4} | φ: trivial image | 27 | 9 | ES-(3,1):6C3^2 | 243,66 |

extension | φ:Q→Out N | d | ρ | Label | ID |
---|---|---|---|---|---|

3_{-}^{ 1+2}._{1}C_{3}^{2} = C_{3}×C_{3}.He_{3} | φ: C_{3}^{2}/C_{3} → C_{3} ⊆ Out 3_{-}^{ 1+2} | 81 | ES-(3,1).1C3^2 | 243,54 | |

3_{-}^{ 1+2}._{2}C_{3}^{2} = C_{9}.He_{3} | φ: C_{3}^{2}/C_{3} → C_{3} ⊆ Out 3_{-}^{ 1+2} | 27 | 3 | ES-(3,1).2C3^2 | 243,55 |

3_{-}^{ 1+2}._{3}C_{3}^{2} = C_{3}^{2}.C_{3}^{3} | φ: C_{3}^{2}/C_{3} → C_{3} ⊆ Out 3_{-}^{ 1+2} | 27 | 9 | ES-(3,1).3C3^2 | 243,59 |

3_{-}^{ 1+2}._{4}C_{3}^{2} = C_{9}._{2}He_{3} | φ: C_{3}^{2}/C_{3} → C_{3} ⊆ Out 3_{-}^{ 1+2} | 27 | 9 | ES-(3,1).4C3^2 | 243,60 |

×

⋊

ℤ

𝔽

○

≀

ℚ

◁