A contact lens including an optical zone and a peripheral zone provided around the optical zone, characterized in that with a lens rear surface of the peripheral zone, a peripheral area is set, the peripheral area comprising a rotationally asymmetric and non-toric shape surface included in a range of shape functions Za and Zb expressed by Formula 3 and Formula 4 below: Za = x 2 + y 2 R a 1 + 1 − 1 + C. C. a ⋅ x 2 + y 2 R a 2 + ∑ i = 0 ∞ N i P i Z i Zb = x 2 + y 2 R b 1 + 1 − 1 + C. C. b ⋅ x 2 + y 2 R b 2 + ∑ i = 0 ∞ N i P i Z i Where, in Formula 3 and Formula 4, Ra = -5.909 mm, C.C.a = -1.550, Rb = -6.701 mm, and C.C.b = -1.885, and a second term at a right side of Formula 3 and Formula 4 is a Zernike polynomial where Zi is a Zernike function, and as Pi, included are the following standard Zernike coefficients: P 0 = − 9.6845 × 10 − 4 P 1 = 8.9965 × 10 − 6 P 2 = − 0.0011180 P 3 = − 1.3770 × 10 − 4 P 4 = 0.0052355 P 5 = 3.8193 × 10 − 4 P 6 = 7.6195 × 10 − 6 P 7 = − 4.4347 × 10 − 6 P 8 = 2.5460 × 10 − 5 P 9 = − 3.2957 × 10 − 6 P 10 = 9.3233 × 10 − 7 P 11 = − 1.1110 × 10 − 6 P 12 = − 8.9217 × 10 − 5 P 13 = − 4.9545 × 10 − 6 P 14 = 3.9033 × 10 − 7 P 15 = 4.1580 × 10 − 9 P 16 = − 9.6441 × 10 − 8 P 17 = 1.5186 × 10 − 7 P 18 = 4.4563 × 10 − 7 P 19 = − 1.5916 × 10 − 8 P 20 = − 1.1687 × 10 − 8 P 22 = − 6.8005 × 10 − 10 P 23 = 6.2657 × 10 − 9 P 24 = 4.8416 × 10 − 7 P 25 = 2.0883 × 10 − 8 P 26 = − 1.4009 × 10 − 9 P 30 = 1.7202 × 10 − 10 P 31 = − 4.5331 × 10 − 10 P 32 = − 2.8146 × 10 − 9 P 33 = 9.2066 × 10 − 11 P 39 = − 9.3203 × 10 − 12 P 40 = − 1.0670 × 10 − 9 P 41 = − 2.7720 × 10 − 11 P 49 = 4.1354 × 10 − 13 P 50 = 3.7438 × 10 − 12 P 60 = 8.3784 × 10 − 13 and wherein a rear surface of the peripheral area provided with the rotationally asymmetric and non-toric shaped surface included within the range of the shape functions Za and Zb is set in a region of the contact lens further to an outer circumference side than ø7 mm and further to an inner circumference side than 1 mm from an inside of an edge part. with a lens rear surface of the peripheral zone, a peripheral area is set, the peripheral area comprising a rotationally asymmetric and non-toric shape surface included in a range of shape functions Za and Zb expressed by Formula 3 and Formula 4 below: Za = x 2 + y 2 R a 1 + 1 − 1 + C. C. a ⋅ x 2 + y 2 R a 2 + ∑ i = 0 ∞ N i P i Z i Zb = x 2 + y 2 R b 1 + 1 − 1 + C. C. b ⋅ x 2 + y 2 R b 2 + ∑ i = 0 ∞ N i P i Z i Where, in Formula 3 and Formula 4, Ra = -5.909 mm, C.C.a = -1.550, Rb = -6.701 mm, and C.C.b = -1.885, and a second term at a right side of Formula 3 and Formula 4 is a Zernike polynomial where Zi is a Zernike function, and as Pi, included are the following standard Zernike coefficients: P 0 = − 9.6845 × 10 − 4 P 1 = 8.9965 × 10 − 6 P 2 = − 0.0011180 P 3 = − 1.3770 × 10 − 4 P 4 = 0.0052355 P 5 = 3.8193 × 10 − 4 P 6 = 7.6195 × 10 − 6 P 7 = − 4.4347 × 10 − 6 P 8 = 2.5460 × 10 − 5 P 9 = − 3.2957 × 10 − 6 P 10 = 9.3233 × 10 − 7 P 11 = − 1.1110 × 10 − 6 P 12 = − 8.9217 × 10 − 5 P 13 = − 4.9545 × 10 − 6 P 14 = 3.9033 × 10 − 7 P 15 = 4.1580 × 10 − 9 P 16 = − 9.6441 × 10 − 8 P 17 = 1.5186 × 10 − 7 P 18 = 4.4563 × 10 − 7 P 19 = − 1.5916 × 10 − 8 P 20 = − 1.1687 × 10 − 8 P 22 = − 6.8005 × 10 − 10 P 23 = 6.2657 × 10 − 9 P 24 = 4.8416 × 10 − 7 P 25 = 2.0883 × 10 − 8 P 26 = − 1.4009 × 10 − 9 P 30 = 1.7202 × 10 − 10 P 31 = − 4.5331 × 10 − 10 P 32 = − 2.8146 × 10 − 9 P 33 = 9.2066 × 10 − 11 P 39 = − 9.3203 × 10 − 12 P 40 = − 1.0670 × 10 − 9 P 41 = − 2.7720 × 10 − 11 P 49 = 4.1354 × 10 − 13 P 50 = 3.7438 × 10 − 12 P 60 = 8.3784 × 10 − 13 and wherein a rear surface of the peripheral area provided with the rotationally asymmetric and non-toric shaped surface included within the range of the shape functions Za and Zb is set in a region of the contact lens further to an outer circumference side than ø7 mm and further to an inner circumference side than 1 mm from an inside of an edge part.