This is the full cluster diagram from the first trial run with a fully connected network of 16 hidden nodes. It is one of the best examples of strong clustering that we have seen, though the results of the network are poor. __|-> 1 | |_|-> 1 | |_|-> 1 | |-> 1 -| |--> 7 | | |--> 4 | | | __|-> 0 |--| | | |_|-> 4 | | | |-> 0 | | | _|-> 4 |--| | | |_|-> 4 | | | |-> 4 | | |--| _|-> 5 | | | | | |-> 1 | | | |-| |-> 1 | | | | | |-> 1 |--| | | | | |-> 1 | | |-| | | _|-> 1 | | | | | |-| |-> 1 | | | | |-| | |-> 1 | | |-| | | |-| _|-> 1 | | | | | | | |-| |-> 1 | | | | |-| |-| |-> 1 | | | |-| | |-> 1 | | | | | | _|-> 1 | | | | | |-| |-> 1 |--| |-| | |-> 1 | | |_|-> 1 | | |-> 1 | | |-> 1 | |-| _|-> 1 | |-| |-> 1 | |-> 1 | |--> 2 | | _|-> 0 | | |-| |-> 0 | | | |_|-> 0 | | | |-> 0 | | | _|-> 7 |--| | | |-> 7 | | | _|-> 7 | | | |-| |-> 7 | | | |-| |-> 7 | | | |-| |-> 7 | | | | | _|-> 7 | | | | |-| |-> 7 |--| | | |-> 7 | | | |-> 2 | | | | _|-> 2 | | | | | |_|-> 2 | | |-| |-| |-| |_|-> 2 | | | | | | | | |-> 2 | | | | | | | |_|-> 2 | | | | | |-| |_|-> 2 | | | | | | |-> 2 | | | | | |_|-> 2 | | | | | |_|-> 2 |-| | |-| |-> 2 | | | _|-> 0 | | | |-| |-> 0 | | | | |_|-> 0 | | | | |-> 0 | | | | _|-> 0 | | | | | |-> 0 | | |-| |-| |-> 0 | | | | |-| _|-> 0 | | | | | | |_|-> 0 | | | | |-| |-> 0 | | |-| |_|-> 0 | | | |-> 0 | | | _|-> 0 | | | |-| |-> 0 | | | | |_|-> 0 | | |-| |-> 0 | | |_|-> 0 | | |-> 0 | | _|-> 7 |-| | |-> 7 | | _|-> 7 | | | |-> 7 | |-| | _|-> 2 | | | | | |_|-> 2 | | | | | |_|-> 2 | | |-| |-| |_|-> 2 | | | | | |-> 2 | | | | | |-> 2 | | | | |-| _|-> 2 | | | | |-| |-> 2 | | |-| |_|-> 2 | | | |_|-> 2 | | | |-> 2 | | | |-> 7 | | | | _|-> 7 | | | | |-| |-> 7 | | |-| |-| |-> 7 | | | | | _|-> 7 | | | |-| |-| |-> 7 | | |-| | |-> 7 | | | |-> 7 | | |-> 7 | | |-> 5 | | |-| |-> 5 | | | |-| _|-> 5 | | |-| |-| |-> 5 |-| | | |-> 5 | | |_|-> 5 | |-| |-> 5 | | | _|-> 5 | | | | |-> 5 | | |-| _|-> 5 | | | | |-> 5 | | |-| _|-> 5 | | | |-| |-> 5 | | | | |-> 5 | | |-| |-> 5 | | |-| _|-> 5 | | | |-| |-> 5 | | |-| |-> 5 | | | _|-> 5 | | |-| |-> 5 | | |_|-> 5 | | |-> 5 | | |-> 8 | | |-| _|-> 8 | | | | |-| |-> 8 | | | |-| |-> 8 | | | |_|-> 8 |-| |-| |-> 8 | | | _|-> 8 | | | |-| |-> 8 | | | |-| |-> 8 | | | | |-> 8 | | |-| _|-> 8 | | | | |_|-> 8 | | |-| |-> 8 | | | |-> 8 | | |-| _|-> 8 | | |-| |-> 8 | | |-> 8 | | _|-> 3 | | |-| |-> 3 | | | |-> 5 | | |-| |-> 9 | | | |-| |-> 3 | | | | | _|-> 2 | | | |-| | |_|-> 3 | | | | | |-> 3 | | | | | |-> 3 | | | |-| | _|-> 3 |-| | | |-| |-| |-> 3 | | | | | |-| |-> 3 | | | | |-| |-> 3 | | |-| |_|-> 3 | | | |-> 3 | | | |-> 3 | | | | _|-> 3 | | |-| | |_|-> 3 | | | | |-> 3 | | |-| |-> 3 | | | | |-> 3 | | |-| |-| |-> 3 | | | | | |-| _|-> 3 | | |-| |-| |-| |-> 3 | | | | |-> 3 | | | |-> 3 | | |-> 3 | | _|-> 4 | | |-| |-> 4 | | | |_|-> 4 | | |-| |-> 4 |-| | |_|-> 4 | | |-> 4 | | _|-> 6 | | |-| |-> 4 | | | | |-> 8 | | | |-| _|-> 4 | | | |-| |-> 4 | |-| | |-> 4 | | | |-| _|-> 9 | | | | | | |-> 7 | | | | | |-| _|-> 9 | | | | | | |-| |-> 9 | | | | |-| |_|-> 9 | | | | | |-> 9 | | | | | |-> 8 | | |-| |-| _|-> 8 | | | |-| |-> 8 | | | |_|-> 8 | | | |_|-> 8 | | | |-> 8 | | | |-> 6 | | | | _|-> 6 | | | | | |_|-> 6 | | |-| |-| |_|-> 6 | | | | | |_|-> 6 | | | | | |-> 6 | | | | |-> 4 | | |-| _|-> 6 | | | | |_|-> 6 |-| | | |-> 6 | | | _|-> 6 | |-| |-| |-> 6 | | | |-> 6 | | | |-> 6 | |-| |-| _|-> 6 | | | |-| |-> 6 | | | | _|-> 6 | |-| |-| |-> 6 | | |-> 6 | | |-> 6 | |-| |-> 6 | |-| _|-> 6 | |-| |-> 6 | |-> 6 | |-> 4 | |-| |-> 4 | | |-| |-> 4 | | |-| |-> 4 | | |-| _|-> 4 | | | |-| |-> 4 |-| |-| |-> 4 | |-> 4 | |-> 9 | | |-> 9 | | |-| _|-> 9 | | | |-| |-> 9 |-| |-| |-> 9 | | | |-> 9 | | | | _|-> 9 | | |-| |-| |-> 9 | | | |-| |-> 9 |-| |-| |-> 9 | | _|-> 9 | |-| |-> 9 | |-> 9 | _|-> 9 |-| |-> 9 |_|-> 9 |_|-> 9 |-> 9