In this package the unirationality construction of the moduli space *M _{14}* of curves of genus 14 due to Verra is implemented. The main references are

[Mu] S. Mukai, Curves, *K3* surfaces and Fano *3*-folds of genus *≤10*. Algebraic geometry and commutative algebra, Vol. I, 357-377, Kinokuniya, Tokyo, 1988.

[Ve] A. Verra, The unirationality of the moduli spaces of curves of genus 14 or lower. Compos. Math. 141 (2005), no. 6, 1425-1444.

- Functions and commands
- randomCanonicalCurveGenus8with8Points -- Compute a random canonical curve of genus 8 with 8 marked point
- randomCurveGenus8Degree14inP6 -- Compute a random normal curve of genus g=8 and degree 14 in \PP^6
- randomCurveGenus14Degree18inP6 -- Compute a random curve of genus 14 of Degree 18 in \PP^6

- Other things
- canonicalCurveGenus14 -- compute a random curve of genus 14 in its canonical embedding
- curveGenus14Degree18inP6 -- compute a random curve of genus 14 and degree 18 in $\mathbb{P}^6$