i1 : K3("11",Verbose=>true)
(K3(5,5,2))(1,2)  K3 surface of genus 11 and degree 20 containing rational curve of degree 1
(K3(11,2,2))(1,0)  K3 surface of genus 11 and degree 20 containing rational curve of degree 2
(K3(3,6,2))(1,2)  K3 surface of genus 11 and degree 20 containing rational curve of degree 2
(K3(11,3,0))(1,0)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 3
(K3(8,3,0))(1,1)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 3
(K3(5,3,0))(1,2)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 3
(K3(11,4,0))(1,0)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 4
(K3(7,4,0))(1,1)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 4
(K3(3,4,0))(1,2)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 4
(K3(11,5,0))(1,0)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 5
(K3(5,7,2))(1,1)  K3 surface of genus 11 and degree 20 containing rational curve of degree 5
(K3(6,5,0))(1,1)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 5
(K3(5,6,0))(1,1)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 6
(K3(4,7,0))(1,1)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 7
(K3(3,8,0))(1,1)  K3 surface of genus 11 and degree 20 containing elliptic curve of degree 8
o1 = {(5, 5, 2), (11, 2, 2), (3, 6, 2), (11, 3, 0), (8, 3, 0), (5, 3, 0),

(11, 4, 0), (7, 4, 0), (3, 4, 0), (11, 5, 0), (5, 7, 2), (6, 5, 0), (5,

6, 0), (4, 7, 0), (3, 8, 0)}
o1 : List
