 ![The figures represent numerical approximations of $x_{\operatorname{\mathsf{opt}}}(p,q)$ (blue), $x_{\operatorname{\mathsf{beq}}}(p,q)$ (orange) and $x_{\operatorname{\mathsf{weq}}}(p,q)$ (green) as function of $q$, when $p=0.0,\:0.0,\:0.0$ and $0.00$, respectively. In third picture, the vertical segment around $x\approx 0.0$ is the discontinuous jump mentioned in \[pr:phase-transition-q\].[]{data-label="fig:x-x-x-q"}](p00 "fig:"){width="0cm"}![The figures represent numerical approximations of $x_{\operatorname{\mathsf{opt}}}(p,q)$ (blue), $x_{\operatorname{\mathsf{beq}}}(p,q)$ (orange) and $x_{\operatorname{\mathsf{weq}}}(p,q)$ (green) as function of $q$, when $p=0.0,\:0.0,\:0.0$ and $0.00$, respectively. In third picture, the vertical segment around $x\approx 0.0$ is the discontinuous jump mentioned in \[pr:phase-transition-q\].[]{data-label="fig:x-x-x-q"}](p00 "fig:"){width="0cm"}