Here is a screenshot from J. Alper. I notice a fact about algebriac curves, that for a smooth curve $C$ of genus $g\geq2$, the line bundle $\Omega_C^{\otimes 3}$ is very ample.
Where can I find a reference for this statement?
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1Hartshorne proves that a line bundle is very ample if its degree is at least $2g+1$. – Mohan Sep 21 '23 at 13:37