A plane passing through three points $\left(-{\lambda }^2,1,1\right)\left(1,-{\lambda }^2,1\right),\left(1,1,{\lambda }^2\right)$ also passes through $\left(1,1,-1\right)$ then set consisting all the real value of $\lambda$ is (A) $\left\{-\sqrt{3},\sqrt{3}\right\}$ (B) $\left\{3,-3\right\}$ (C) $\left\{1\right\}$ (D) $\left\{1,\sqrt{3},-\sqrt{3}\right\}$

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