remove redundant description

neps/nep-0488.md

@@ -365,22 +365,13 @@ Values from $F_p$ are encoded as big-endian [u8; 48]. Only values less than p ar
 An element $q \in F_{p^{2}}$ can be expressed as $q = c_0 + c_1 v$, where $c_0, c_1 \in F_p$. 
 An element from $F_{p^2}$ is encoded in [u8; 96] as the byte concatenation of $c_1$ and $c_0$. The encoding for $c_1$ and $c_0$ follows the rule described in the previous section.
 
-The representation of $q \in F_{p^2}$, with $q = c_0 + c_1 v$, is encoded as [u8; 96]:
-
-- $c_1 \in F_p$ is represented as `[u8; 48]`
-- $c_0 \in F_p$ is represented as `[u8; 48]`
 
 #### Uncompressed points on curve $E(F_p)$
 
 Points on the curve are represented by affine coordinates: $(x: F_p, y: F_p)$. 
 Elements from $E(F_p)$ are encoded in `[u8; 96]` as the byte concatenation of the x and y point coordinates, where $x, y \in F_p$. 
 The encoding follows the rules outlined in the section “Fields elements $F_p$”.
 
-$E(F_p)$ is encoded as [u8; 96]:
-
-- $x \in F_p$ is represented as [u8; 48]
-- $y \in F_p$ is represented as [u8; 48]
-
 *The second-highest bit* within the encoding serves to signify a point at infinity.
 When this bit is set to 1, it designates an infinity point.
 In this case, all other bits should be set to 0.