pub fn new(set_id: SetId, equivocation: Equivocation<H, N>) -> Self {
        EquivocationProof {
            set_id,
            equivocation,
        }
    }
/// Create a new `EquivocationProof` for the given set id and using the
/// given equivocation as proof.
Create a new `EquivocationProof` for the given set id and using the
given equivocation as proof.
Create a new ` EquivocationProof ` for the given set id and using the given equivocation as proof .
pub fn new(set_id: SetId, equivocation: Equivocation<H, N>) -> Self {
        EquivocationProof {
            set_id,
            equivocation,
        }
    }
pub fn new ( set_id : SetId , equivocation : Equivocation < H , N > ) -> Self { EquivocationProof { set_id , equivocation , } }
Create a new `EquivocationProof` for the given set id and using the
given equivocation as proof.
Create a new ` EquivocationProof ` for the given set id and using the given equivocation as proof .
set_id
SetId
equivocation
Equivocation<H, N>
set_id
SetId
equivocation
Equivocation<H, N>