# Heilbronn convex n=36 # value (exact area implied by these coordinate literals): 0.00481652121725546850971056770181 # domain: convex hull of the points; value = min triangle area / hull area (scale-invariant) # credit: found by Nathan Sudermann-Merx, October 2026 # coordinates: Nathan Sudermann-Merx search campaign, October 2026: C basin hopping with soft-min L-BFGS, symmetric orbit parametrisation, ruin-and-recreate moves, vertical seeding from n-1/n+1 records, HiGHS trust-region SLP polish (Found by vertical seeding / basin hopping; coordinates are the SLP-polished double-precision optimum, truncated toward zero.) # via: https://math.tejstead.com/heilbronn/convex/36/ -0.178366741502753754001650624085 0.54192352687769517577482695760264 -0.48497895659075437026491115502739 0.30048485659346077170991151932923 -0.56466397613951087079547314534581 -0.08155407851195993683859822551955 -0.38013629390181435823729033798958 -0.42543301481292432243441445207721 -0.01773846319343393842919187876548 -0.57024717622554118051622819721846 0.35295954339392346097921205183693 -0.44823640719471655215250868821116 0.55850400872859794186900701235382 -0.11649090254862708639391901439291 0.50271839310821813832416908407211 0.26976192914822417575281016902174 0.2117054060696172394463271437881 0.52979009522282025593760040486324 -0.17836789022368786983271260252689 -0.54192396430910843288014026839436 -0.48497959353215815024373903340951 -0.30048559847297390626119031130486 -0.56466380326942267107243619627155 0.08155325751019214213487046509418 -0.38013539210806968448756239322871 0.42543237703692938626775724209515 -0.01773725443534824459127889996621 0.57024689828997117342680087131549 0.35296049352500802902547340904597 0.44823649734088953950878644184088 0.55850425565578738395034104603483 0.11649119678832281355887651743173 0.50271782129153622446508398365496 -0.2697616903008535002191170688781 0.2117042830684444716770288375048 -0.52979014533493791469716341580254 0.32221415890265251133585252654724 0.00000002980864843058436296659553 0.24683066133825216706284534486456 0.20711493942744622831757151551079 0.05595250592615865769503728799669 0.31731840615807737092325177976088 -0.16110629704191082951508681400479 0.27904500314217388642989252295082 -0.30278152131731085417867740407575 0.11020328101237074540058014890313 -0.30278175491685162760205716984128 -0.11020384198007432456334531543291 -0.16110688853671185219069966226321 -0.27904542343467855006776199841383 0.05595183330308851674589810949042 -0.3173186109236732067716581732814 0.24683022231472279953708593212382 -0.20711495466185927941341297319545 0.48108882184527333037010494219616 0.00000010868536507600109290219262 0.36853582227298170599768166096093 0.30923760876056078445161634786479 0.08354096744943881852276209828175 0.4737793339995792778180702741328 -0.24054348268841936188888002331255 0.41663438248550319895825633726189 -0.45207481212362802270092057269995 0.16454151212716188450646039647396 -0.45207516090459285253025185724002 -0.1645422213346026307074872896177 -0.24054436583282413885115886860438 -0.41663488165472450801285574832198 0.08353996317467614633330496201824 -0.47377951137157890201158325320623 0.3685351667791838636375558092375 -0.30923750314883288016408949338258