Braid: 1 -2 3
Pseudo-Anosov Growth: 3.73205
Braid: 1 -2 3
Reducible 
Graph on surface with 5 peripheral loops:
Vertex number 1 with image vertex 5:
Edges at vertex are: 1 -1 6 
Vertex number 2 with image vertex 4:
Edges at vertex are: 3 -3 8 -7 
Vertex number 3 with image vertex 3:
Edges at vertex are: 5 -5 -9 
Vertex number 4 with image vertex 1:
Edges at vertex are: -2 -6 7 2 
Vertex number 5 with image vertex 2:
Edges at vertex are: -4 -8 9 4 
Edge number 1 from vertex 1 to vertex 1:
Type: Peripheral about puncture number 1
Image is: 4 
Edge number 2 from vertex 4 to vertex 4:
Type: Peripheral about puncture number 2
Image is: 1 
Edge number 3 from vertex 2 to vertex 2:
Type: Peripheral about puncture number 3
Image is: 2 
Edge number 4 from vertex 5 to vertex 5:
Type: Peripheral about puncture number 4
Image is: 3 
Edge number 5 from vertex 3 to vertex 3:
Type: Peripheral about puncture number 5
Image is: 5 
Edge number 6 from vertex 1 to vertex 4:
Type: Main
Image is: -8 -3 -7 2 -6 
Edge number 7 from vertex 4 to vertex 2:
Type: Main
Image is: 6 -2 7 3 8 -4 -8 -3 -7 
Edge number 8 from vertex 2 to vertex 5:
Type: Main
Image is: 7 3 8 4 -8 
Edge number 9 from vertex 5 to vertex 3:
Type: Main
Image is: 8 -4 9 
Reducible Isotopy class
The following main edges and their images constitute an invariant subgraph:
6 7 8