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Polynomial $p$ $e$ $f$ $c$ Galois group Slope content
x14 + 2x2 - 2x + 3 7 1 14 0 $C_{14}$ (as 14T1) $ [\ ]^{14}$
x14 - 117649x2 + 1647086 7 2 7 7 $C_{14}$ (as 14T1) $ [\ ]_{2}^{7}$
x14 - 686x8 + 117649x2 - 3294172 7 2 7 7 $C_{14}$ (as 14T1) $ [\ ]_{2}^{7}$
x14 + 14x13 + 7x12 + 21x11 + 14x10 + 7x9 + 28x8 + 36x7 + 7x6 + 35x5 + 42x4 + 28x3 + 35x2 + 28x + 31 7 7 2 14 14T24 $ [7/6, 7/6]_{6}^{2}$
x14 + 14x12 + 7x11 + 14x10 + 21x9 + 42x8 + 22x7 + 42x6 + 42x5 + 42x4 + 14x3 + 28x + 10 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 7x13 + 35x12 + 35x11 + 21x8 + 15x7 + 42x6 + 42x5 + 21x3 + 3 7 7 2 14 14T24 $ [7/6, 7/6]_{6}^{2}$
x14 + 21x13 + 35x11 + 42x10 + 14x9 + 14x8 + 22x7 + 42x6 + 14x5 + 42x4 + 7x3 + 35x2 + 14x + 17 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 28x13 + 21x12 + 14x11 + 7x10 + 7x9 + 43x7 + 21x5 + 21x4 + 14x3 + 35x2 + 7x + 31 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 28x13 + 28x12 + 28x11 + 28x10 + x7 + 21x6 + 21x5 + 42x4 + 21x2 + 28x + 31 7 7 2 14 14T24 $ [7/6, 7/6]_{6}^{2}$
x14 + 14x13 + 42x11 + 42x10 + 14x9 + 36x7 + 7x6 + 14x5 + 42x4 + 28x3 + 42x2 + 10 7 7 2 14 14T24 $ [7/6, 7/6]_{6}^{2}$
x14 + 21x13 + 42x12 + 7x11 + 7x10 + 7x9 + 28x8 + 22x7 + 7x6 + 35x5 + 21x4 + 7x3 + 14x2 + 35x + 45 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 14x13 + 42x12 + 14x11 + 28x10 + 35x8 + 8x7 + 14x3 + 35x + 10 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 42x13 + 21x12 + 28x11 + 35x10 + 14x8 + 22x7 + 21x6 + 21x5 + 21x4 + 21x3 + 21x2 + 14x + 31 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 35x13 + 21x12 + 28x11 + 7x10 + 7x9 + 43x7 + 28x6 + 28x5 + 21x4 + 7x2 + 42x + 10 7 7 2 14 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 + 14x13 + 21x11 + 14x10 + 14x8 + 15x7 + 14x6 + 21x5 + 21x3 + 21x2 + 35x + 45 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 14x13 + 28x12 + 28x11 + 14x10 + 28x9 + 35x8 + 36x7 + 21x5 + 42x4 + 28x3 + 28x2 + 42x + 3 7 7 2 14 14T24 $ [7/6, 7/6]_{6}^{2}$
x14 + 28x12 + 42x11 + 42x9 + 21x8 + 29x7 + 21x6 + 35x5 + 7x4 + 14x3 + 28x2 + 42x + 45 7 7 2 14 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 + 42x13 + 14x12 + 14x11 + 28x9 + 28x8 + 15x7 + 35x6 + 35x5 + 7x4 + 42x3 + 7x2 + 28x + 31 7 7 2 14 14T24 $ [7/6, 7/6]_{6}^{2}$
x14 + 35x13 + 7x10 + 7x9 + 43x7 + 35x5 + 7x4 + 28x3 + 28x2 + 28x + 24 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 7x13 + 7x11 + 7x10 + 42x9 + 14x8 + 22x7 + 35x6 + 21x4 + 7x3 + 7x2 + 42x + 17 7 7 2 14 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 + 14x13 + 14x12 + 28x11 + 7x9 + 28x8 + 22x7 + 35x6 + 21x5 + 14x4 + 21x + 38 7 7 2 14 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 + 42x13 + 28x12 + 21x11 + 14x10 + 14x8 + 29x7 + 42x6 + 28x5 + 7x4 + 35x3 + 35x2 + 35x + 31 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 35x13 + 42x12 + 42x11 + 42x10 + 7x9 + 42x8 + 36x7 + 14x6 + 21x5 + 28x4 + 35x3 + 7x2 + 17 7 7 2 14 14T24 $ [7/6, 7/6]_{6}^{2}$
x14 - 14x11 - 21x8 - 14x6 + 21x5 - 7x4 - 7x3 - 21x2 - 14x + 21 7 14 1 14 14T32 $ [13/12, 13/12]_{12}^{2}$
x14 + 7x13 - 21x11 - 14x10 - 21x9 + 7x7 + 21x6 + 14x5 + 7x4 - 14x3 - 14x2 - 14x - 14 7 14 1 14 14T32 $ [13/12, 13/12]_{12}^{2}$
x14 + 28x13 + 14x12 + 21x11 + 21x8 + 15x7 + 35x6 + 21x5 + 28x4 + 42x3 + 28x2 + 3 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 21x12 + 21x11 - 21x10 + 7x9 - 21x8 - 7x7 + 14x6 - 14x5 + 21x4 - 7x3 - 7x2 - 7x - 21 7 14 1 14 14T32 $ [13/12, 13/12]_{12}^{2}$
x14 - 14x13 + 14x12 + 21x10 - 21x9 + 14x8 - 7x6 - 14x5 - 14x4 - 14x3 - 14x2 + 7x + 14 7 14 1 14 14T32 $ [13/12, 13/12]_{12}^{2}$
x14 + 21x13 - 14x12 + 21x11 + 7x10 + 14x8 - 21x7 - 14x6 + 14x5 - 14x4 + 21x3 + 7x2 + 7x - 14 7 14 1 14 14T32 $ [13/12, 13/12]_{12}^{2}$
x14 - 14x12 - 14x11 - 7x10 - 21x9 - 21x8 + 14x7 - 14x6 - 14x4 + 21x2 + 21x + 14 7 14 1 14 14T32 $ [13/12, 13/12]_{12}^{2}$
x14 + 35x13 + 21x12 + 42x11 + 35x10 + 42x9 + 15x7 + 7x6 + 14x5 + 7x2 + 28x + 3 7 7 2 14 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 + 35x12 + 28x11 + 14x10 + 42x9 + 21x8 + x7 + 21x6 + 42x5 + 7x3 + 21x2 + 28x + 10 7 7 2 14 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 + 35x13 + 14x11 + 35x10 + 14x9 + 7x8 + 43x7 + 42x6 + 42x4 + 7x3 + 42x2 + 28x + 24 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 14x13 + 21x12 + 35x11 + 14x10 + 7x9 + 21x8 + 15x7 + 14x6 + 21x5 + 35x4 + 42x3 + 14x2 + 14x + 38 7 7 2 14 14T24 $ [7/6, 7/6]_{6}^{2}$
x14 + 7x13 + 14x12 + 14x11 + 21x10 + 7x9 + 35x8 + 8x7 + 7x5 + 21x4 + 35x2 + 28x + 45 7 7 2 14 14T23 $ [7/6, 7/6]_{6}^{2}$
x14 + 7x13 + 35x12 + 7x11 + 42x10 + 42x9 + 42x8 + 43x7 + 14x6 + 35x5 + 14x4 + 7x + 3 7 7 2 14 14T24 $ [7/6, 7/6]_{6}^{2}$
x14 + 21x13 + 14x12 + 7x11 - 14x10 - 7x9 - 7x8 - 7x7 - 7x6 - 21x5 - 7x4 - 14x3 + 7x2 + 21 7 14 1 15 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 + 14x12 - 21x11 + 7x10 - 21x9 + 21x8 - 7x7 - 7x6 + 21x5 - 21x4 - 7x3 - 14x2 - 7 7 14 1 15 $F_7$ (as 14T4) $ [7/6]_{6}$
x14 - 14x11 - 21x10 - 21x9 + 7x8 + 21x7 - 14x6 + 7x5 + 21x4 + 14x3 - 7x2 + 14 7 14 1 15 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 - 21x13 - 7x12 + 14x11 + 14x10 + 21x9 + 14x8 - 21x7 - 14x6 - 14x5 + 7x4 - 21x2 - 14 7 14 1 15 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 - 21x13 - 21x12 - 21x11 - 14x10 + 7x9 + 21x7 - 7x6 + 14x5 - 21x3 - 14x2 - 21 7 14 1 15 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 + 14x13 - 21x12 - 21x10 + 21x8 + 14x7 + 21x6 + 21x5 + 14x4 - 14x3 + 21x2 + 7 7 14 1 15 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 + 14x12 + 7x11 + 7x10 - 21x9 - 21x8 + 14x7 - 7x6 + 21x5 - 21x3 + 14x2 - 7 7 14 1 15 $F_7 \times C_2$ (as 14T7) $ [7/6]_{6}^{2}$
x14 - 21x13 + 7x12 + 14x11 - 21x9 + 7x7 + 14x6 - 21x4 + 14x3 + 7x2 + 14 7 14 1 15 $F_7$ (as 14T4) $ [7/6]_{6}$
x14 + 14x13 + 7x12 + 14x11 - 7x10 - 14x8 + 21x7 + 7x6 - 7x5 + 14x4 - 14x3 + 21x2 - 7 7 14 1 15 $F_7$ (as 14T4) $ [7/6]_{6}$
x14 + 21x13 - 14x12 - 14x11 + 14x10 - 14x9 - 14x8 - 21x7 - 14x6 - 21x5 - 7x4 + 14x3 - 21x2 - 21 7 14 1 15 $F_7$ (as 14T4) $ [7/6]_{6}$
x14 - 21x12 - 21x11 + 21x10 + 21x9 - 14x7 + 7x6 + 7x5 + 7x3 - 7x2 - 14 7 14 1 15 $F_7$ (as 14T4) $ [7/6]_{6}$
x14 - 7x13 - 21x12 + 21x11 + 21x10 + 14x9 - 7x7 - 14x5 - 14x4 + 7x3 + 14x2 + 14 7 14 1 15 $F_7$ (as 14T4) $ [7/6]_{6}$
x14 + 28x13 + 21x12 + 42x11 + 14x10 + 28x8 + 37x7 + 28x5 + 7x4 + 7x3 + 35x2 + 28x + 31 7 7 2 16 $C_7^2:C_6$ (as 14T14) $ [4/3, 4/3]_{3}^{2}$
x14 + 7x13 + 42x12 + 7x11 + 21x9 + 14x8 + 44x7 + 35x6 + 35x5 + 21x4 + 21x3 + 21x2 + 14x + 3 7 7 2 16 14T23 $ [4/3, 4/3]_{3}^{4}$

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