@@ -139,45 +139,45 @@ <h3><a class="toc-backref" href="#id9" role="doc-backlink">How do I load a tree
139139</ tr >
140140</ thead >
141141< tbody >
142- < tr class ="row-even "> < td > < p > 0</ p > </ td >
142+ < tr class ="row-even "> < td > < p > 0 (*) </ p > </ td >
143143< td > < p > internal nodes with support (flexible)</ p > </ td >
144- < td > < p > ((D:0.7,F:0. 5)1.0:0.6,(B:0.2,H:0.7)1.0:0.8 );</ p > </ td >
144+ < td > < p > ((D:2,E: 5)1.0:9,(F:6,G):7 );</ p > </ td >
145145</ tr >
146146< tr class ="row-odd "> < td > < p > 1</ p > </ td >
147147< td > < p > internal nodes with names (flexible)</ p > </ td >
148- < td > < p > ((D:0.7,F:0.5)E:0.6,(B:0.2,H:0.7)B:0.8 );</ p > </ td >
148+ < td > < p > ((D:2,E:5)B:9,(F:6,G):7 );</ p > </ td >
149149</ tr >
150150< tr class ="row-even "> < td > < p > 2</ p > </ td >
151- < td > < p > internal w/ support, all lengths present</ p > </ td >
152- < td > < p > ((D:0.7,F:0. 5)1.0:0.6,(B:0.2,H:0.7 )1.0:0.8 );</ p > </ td >
151+ < td > < p > internal w/ support, all values present</ p > </ td >
152+ < td > < p > ((D:2,E: 5)1.0:9,(F:6,G:3 )1.0:7 );</ p > </ td >
153153</ tr >
154154< tr class ="row-odd "> < td > < p > 3</ p > </ td >
155- < td > < p > internal w/ names, all lengths present</ p > </ td >
156- < td > < p > ((D:0.7,F:0.5)E:0.6,(B:0.2,H:0.7)B:0.8 );</ p > </ td >
155+ < td > < p > internal w/ names, all values present</ p > </ td >
156+ < td > < p > ((D:2,E:5)B:9,(F:6,G:3)C:7 );</ p > </ td >
157157</ tr >
158158< tr class ="row-even "> < td > < p > 4</ p > </ td >
159159< td > < p > names and lengths for leaves only</ p > </ td >
160- < td > < p > ((D:0.7,F:0. 5),(B:0.2,H:0.7 ));</ p > </ td >
160+ < td > < p > ((D:2,E: 5),(F:6,G:3 ));</ p > </ td >
161161</ tr >
162162< tr class ="row-odd "> < td > < p > 5</ p > </ td >
163163< td > < p > leaf names and all lengths</ p > </ td >
164- < td > < p > ((D:0.7,F:0. 5):0.6,(B:0.2,H:0.7):0.8 );</ p > </ td >
164+ < td > < p > ((D:2,E: 5):9,(F:6,G:3):7 );</ p > </ td >
165165</ tr >
166166< tr class ="row-even "> < td > < p > 6</ p > </ td >
167167< td > < p > leaf names and internal lengths</ p > </ td >
168- < td > < p > ((D,F):0. 6,(B,H):0. 8);</ p > </ td >
168+ < td > < p > ((D,F):6,(B,H):8);</ p > </ td >
169169</ tr >
170170< tr class ="row-odd "> < td > < p > 7</ p > </ td >
171171< td > < p > all names and leaf lengths</ p > </ td >
172- < td > < p > ((D:0.7,F:0.5)E,(B:0.2,H:0.7)B );</ p > </ td >
172+ < td > < p > ((D:2,E:5)B,(F:6,G:3)C );</ p > </ td >
173173</ tr >
174174< tr class ="row-even "> < td > < p > 8</ p > </ td >
175175< td > < p > all names (leaves and internal nodes)</ p > </ td >
176- < td > < p > ((D,F)E,(B,H)B );</ p > </ td >
176+ < td > < p > ((D,E)B,(F,G)C );</ p > </ td >
177177</ tr >
178178< tr class ="row-odd "> < td > < p > 9</ p > </ td >
179179< td > < p > leaf names only</ p > </ td >
180- < td > < p > ((D,F ),(B,H ));</ p > </ td >
180+ < td > < p > ((D,E ),(F,G ));</ p > </ td >
181181</ tr >
182182< tr class ="row-even "> < td > < p > 100</ p > </ td >
183183< td > < p > topology only</ p > </ td >
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