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l --32 540 l -h +small +Large +LARGE +huge +Huge +normal +large +tiny +footnote + +\bf Template for Ipe Presentations +\bf Lecture $\,\cdot\,$ \today +\bf My Name + + +-39 -12 m +-10 -12 l + + +-14 -8 m +-14 -31 l + + +-39 -12 m +-10 -12 l + + +-14 -8 m +-14 -31 l + + +0 600 m +0 -100 l + + +-25 600 m +-25 -100 l + + +-34 600 m +-34 -100 l + + +766 600 m +766 -100 l + + +757 600 m +757 -100 l + + +732 600 m +732 -100 l + + +142 600 m +142 400 l + + +-100 0 m +800 0 l + + +-100 -22 m +800 -22 l + + +-100 -69 m +800 -69 l + + +-100 531 m +800 531 l + + +-100 522 m +800 522 l + + +-100 500 m +800 500 l + + +-100 437 m +400 437 l + + +-100 211 m +800 211 l + + +-100 250 m +800 250 l + +verytiny + --24 238 m -760 238 l -760 274 l --24 274 l +-28 212 m +760 212 l +760 250 l +-28 250 l h -\bf www.kit.edu -KIT -- University of the State of Baden-Wuerttemberg and -National Laboratory of the Helmholtz Association -{\sc Institute of Theoretical Informatics $\cdot$ Prof. Dr. Dorothea Wagner} - -607.469 524.569 m -607.469 463.569 l -751.469 463.569 l -751.469 524.569 l + +-13 -22 m +12 0 0 -12 -13 -10 -25 -10 a +-25 522 l +745 522 l +12 0 0 -12 745 510 757 510 a +757 -22 l +h +-34 -69 m +766 -69 l +766 531 l +-34 531 l h +\kitlogo +\helmholz +\algoinst +\bf www.kit.edu +\bf Title 2nd Row - + - -Itemize - \begin{itemize} - \item Item 1 - \item Item 2 - \begin{itemize} - \item Subitem 1 - \item Subitem 2 - \end{itemize} - \item Item 3 - \end{itemize} -Itemize 2 + +-39 -12 m +-10 -12 l + + +-14 -8 m +-14 -31 l + + +-39 -12 m +-10 -12 l + + +-14 -8 m +-14 -31 l + + +0 600 m +0 -100 l + + +-25 600 m +-25 -100 l + + +-34 600 m +-34 -100 l + + +766 600 m +766 -100 l + + +757 600 m +757 -100 l + + +732 600 m +732 -100 l + + +142 600 m +142 400 l + + +-100 0 m +800 0 l + + +-100 -22 m +800 -22 l + + +-100 -69 m +800 -69 l + + +-100 531 m +800 531 l + + +-100 522 m +800 522 l + + +500 500 m +800 500 l + + +-100 475 m +500 475 l + + +-100 440 m +800 440 l + + +638 600 m +638 400 l + + +500 456 m +800 456 l + +Itemize \begin{itemize} \item Item 1 \item Item 2 @@ -2851,5 +4138,28 @@ h \end{itemize} \item Item 3 \end{itemize} + + +0 191.08 m +0 220 l +722 220 l +727 220 732 215 732 210 c +732 191.08 l +h + + +732 191.08 m +732 129.286 l +10 129.286 l +5 129.286 0 134.286 0 139.286 c +0 191.08 l +h + +Theorem +\textsc{FlexDraw} is NP-complete even for instances of size $n$ with +$O(n^\varepsilon)$ inflexible edges with pairwise distance +$\Omega(n^{1-\varepsilon})$. + + -- 2.34.1