![Number of data points) numpts 5; Test data set) ptso, e), (l, e, (o, 1), (1, 1), (o.3, .4 dmesh DelaunayMesh [pts] Extract the triangle list from the Delaunay triangulation ) tris Meshcells [dmesh, 2] numtris -Length[tris]; * This demonstrates how to access the pts from the tris list ) Print[ Number of triangles numtris - , numtris]; Do Print[ Tri , i, v1-, pts [[tris[[i, 1, 1]111, V2-, pts [[tris[ [i, 1, 2]]11, 3ltristti, 1, 3 fi, 1, numtris) 1: Number of triangles numtris-4 Tri 1 v1-(0, 1 v2 [0, e v3-(0.3, 0.4 Tri 2 v1 0.3, 0.4) v2-11, 0 v3(1, 1) Tri 4 v1-0.3, 0.4) v2-(1, 1) v3 -(0, 1) B. Create a neighbor list for a given triangulation as discussed in class. Data structure to hold neighbor data) nghbrs Table[ (e, o, e), (i, 1, numtris]; Your code here )](https://d2vlcm61l7u1fs.cloudfront.net/media%2Fe7f%2Fe7f0c5b4-5815-4321-8a49-0d886d0f752c%2Fphp1Mk7Tp.png)
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