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3. Non-unitary Wightman CFTs and non-unitary vertex algebras

4. Modularity of admissible-level $\mathfrak{sl}_{3}$ minimal models with denominator $2$

5. Reimagining the language of engagement in a post-stakeholder world

11. Unitary vertex algebras and Wightman conformal field theories

14. Diverse values of nature for sustainability

15. Asymmetric Galilean conformal algebras

16. Bridging senses of place and mobilities scholarships to inform social-ecological systems governance: A research agenda

22. Staggered modules of $N=2$ superconformal minimal models

23. Multi-graded Galilean conformal algebras

26. An inclusive typology of values for navigating transformations towards a just and sustainable future

29. Higher-order Galilean contractions

43. Transformative research for sustainability: characteristics, tensions, and moving forward

45. Galilean contractions of $W$-algebras

46. Correction to: Why nature matters: A systematic review of intrinsic, instrumental, and relational values

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