  -   There exist $\delta,\varpi>0$ with $000 \varpi + 000 \delta < 0$ and $M_{\num{00000}}^{[\frac{\delta}{0/0+\varpi}]} > \frac{0}{0/0+\varpi}$.  -   There exist $\delta,\varpi>0$ with $000 \varpi + 000 \delta < 0$ and $M_{\num{0000000}}^{[\frac{\delta}{0/0+\varpi}]} > \frac{0}{0/0+\varpi}$.  -   There exist $\delta,\varpi>0$ with $000 \varpi + 000 \delta < 0$ and $M_{\num{00000000}}^{[\frac{\delta}{0/0+\varpi}]} > \frac{0}{0/0+\varpi}$.  -   There exist $\delta,\varpi>0$ with $000 \varpi + 000 \delta < 0$ and $M_{\num{0000000000}}^{[\frac{\delta}{0/0+\varpi}]} > \frac{0}{0/0+\varpi}$.  -   