taxname=; mxram 4096; taxname +25; nstates num 32; xread 'File downloaded from graemetlloyd.com' 28 23 & [numeric] Polyodon 1011000010000100000000000000 Psephurus 1011000010000100000000000000 Scaphirhynchus 0100000010000000000000000000 Pseudoscaphirhynchus 0100000010000000000000000000 Acipenser_sturio 0010111000000000000000000000 Acipenser_oxyrinchus 0010111000000000000000000000 Acipenser_stellatus 0010110000000000000000000011 Acipenser_ruthenus 0010110111110000000000000011 Acipenser_schrenckii 0010110111110011000000000011 Acipenser_nudiventris 0010110111110000000000000011 Acipenser_persicus 0010110000000011000010000011 Acipenser_gueldenstaedtii 0010110000000011000010000011 Acipenser_naccarii 0010110000000011000010001011 Acipenser_dabryanus 0010111000000011111001000111 Acipenser_sinensis 0010111000000011111001000111 Acipenser_medirostris 0010111000000011100101000111 Acipenser_mikadoi 0010111000000011100101000111 Acipenser_transmontanus 0010111000000011100101000111 Acipenser_brevirostrum 0010110000000011000010111011 Acipenser_fulvescens 0010110000000011000000111011 Acipenser_baerii 0010110000000011000000111011 Huso_huso 0010111011101101000000000011 Huso_dauricus 0010111111101101000000000011 ; ccode -[/1 0 -[/1 1 -[/1 2 -[/1 3 -[/1 4 -[/1 5 -[/1 6 -[/1 7 -[/1 8 -[/1 9 -[/1 10 -[/1 11 -[/1 12 -[/1 13 -[/1 14 -[/1 15 -[/1 16 -[/1 17 -[/1 18 -[/1 19 -[/1 20 -[/1 21 -[/1 22 -[/1 23 -[/1 24 -[/1 25 -[/1 26 -[/1 27 ; proc/;