#NEXUS 
[MacClade 4.08 registered to Jason Anderson, University of Calgary]


BEGIN TAXA;
	DIMENSIONS  NTAX=27;
	TAXLABELS
	Dendrerpeton
	Sclerocephalus
	Micromelerpeton
	Platyrhinops
	Doleserpeton
	Acheloma
	Phonerpeton
	Anconastes
	Fedexia
	Tambachia
	Ecolsonia
	Aspidosaurus
	Platyhistrix
	Dissorophus
	B_texensis
	B_brevis
	B_olsoni
	Brevidorsum
	Conjunctio
	ADMIRAL
	Cacops_M
	Cacops_A
	Cacops_W
	Kamacops
	Zygosaurus
	new_taxon
	RAT;
END;


BEGIN CHARACTERS;
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	CHARSTATELABELS  
		2  Character_1 / _ _ 2 3,
  3  Character_2,  4  Character_3,  5  Character_4,  6  Character_5,
  7  Character_6,  8  Character_7,  9  Character_8,  10  Character_9,  11  Character_10,
  12  Character_11,  13  Character_12,  14  Character_13,  15  Character_14,  16  Character_15,
  17  Character_16,  18  Character_17,  19  Character_18,  20  Character_19,  21  Character_20,
  22  Character_21,  23  Character_22,  24  Character_23,  25  Character_24,  26  Character_25,
  27  Character_26,  28  Character_27,  29  Character_28,  30  Character_29,  31  Character_30,
  32  Character_31,  33  Character_32,  34  Character_33,  35  Character_34,  36  Character_35,
  37  Character_36,  38  Character_37,
  39  Character_38 / _ _ 2,
  40  Character_39,  41  Character_40,
  42  Character_41,  43  Character_42,  44  Character_43,  45  Character_44,
  46  Character_45 / _ _ 2,
  47  Character_46,  48  Character_47,  49  Character_48,  50  Character_49,  51  Character_50,
  52  Character_51,  53  Character_52,
  54  Character_53 / _ _ 2,
  55  Character_54,  56  Character_55,
  57  Character_56,  58  Character_57,
  59  Character_58 / _ _ 2,
  60  Character_59,  61  Character_60,
  62  Character_61,  63  Character_62,  64  Character_63,  65  Character_64,  66  Character_65,
  67  Character_66,
  68  Character_67 / _ _ 2,
  69  Character_68,  70  Character_69,  71  Character_70
		;

MATRIX
[                           10        20        30        40        50        60        70]
[                           .         .         .         .         .         .         . ]

Dendrerpeton       00000000000000000000001000000000000000100000000000000000000000000000000
Sclerocephalus     00000000000000000000000001010000000010000000000000000000100000000000010
Micromelerpeton    10?1000011010?1000000101100000000000??001000000000011000100000000000010
Platyrhinops       10100100010111110110001?1000011101000?000000000000001100100000000001110
Doleserpeton       10110110010111110110010110000111011000001000100000011100100000000001110
Acheloma           10110000000001101011110010011101110100011111111000000200100010000001010
Phonerpeton        10111?0000000111101111001001110111010001111010100100110110001000000?010
Anconastes         011?000????0011010111100100011011?0?0?0101101010100111001000?000000???0
Fedexia            101????????00??01011110010001101????0??1000000?0000111001000?000000???0
Tambachia          101?000?00000110100111001000110101010?01011010101001110010001000000???0
Ecolsonia          0111000?00000110101111001000110111010?110000021011011100100010000001010
Aspidosaurus       10??1?0001?00?10??11?10??0?01??101??0??0?0?0?0?00?????1?1120?000000???0
Platyhistrix       ????1?0??1000?101011110??010?1000?0?0?0??0?0?0?00?0011101000?000000????
Dissorophus        101?1?0??11011101011111?10?011000?010020000000000?011110111111001111110
B_texensis         101?1?0??11011101011111?10?011010?010?10000000?00002111011111101011?111
B_brevis           10111?01011011101011111110?0110?01010?0000?000?00011111011?11101111?111
B_olsoni           101??????????1101?11111?10?011?0??????2000?0?0?00?0111?01??1????0?1???1
Brevidorsum        101???????????10101111?1101??100??????10???0?0?0?10?11?01??1?0?00?0?110
Conjunctio         101?1?0?01100?101011111?101011010?01??201??0?0?00111111111?1?000001???0
ADMIRAL            101???????????111011111?10101101??????2010?0?0?0??1012?011?1?0?0000?110
Cacops_M           10111?00011001101011110110101101000101001000020101101211112110100002110
Cacops_A           10111?0?011001101011110?101011010?010?0010?0?2?10110121?112110?00002110
Cacops_W           10111?0?011001101011110?101011010?010?0010?0?2010110121?112110100002110
Kamacops           ??111?00011001101011110?10?0110?0?01010000?0?2010110021?1??1?010000???0
Zygosaurus         ??1???????????????11?????0?0??????????00???0?2?1???00?????????????0???0
new_taxon          10111-1001101110101101111010?1010111000000001000010001101101?0?11?1?111
RAT                101?1?0?01100?1010111101101011010?01??2010?0?1?0011211?111?1?001000???0
;
END;


BEGIN ASSUMPTIONS;
	OPTIONS  DEFTYPE=unord PolyTcount=MINSTEPS ;
END;


BEGIN TREES; 

	TRANSLATE
		1	Dendrerpeton,
		2	Sclerocephalus,
		3	Micromelerpeton,
		4	Platyrhinops,
		5	Doleserpeton,
		6	Acheloma,
		7	Phonerpeton,
		8	Anconastes,
		9	Fedexia,
		10	Tambachia,
		11	Ecolsonia,
		12	Aspidosaurus,
		13	Platyhistrix,
		14	Dissorophus,
		15	B_texensis,
		16	B_brevis,
		17	B_olsoni,
		18	Brevidorsum,
		19	Conjunctio,
		20	ADMIRAL,
		21	Cacops_M,
		22	Cacops_A,
		23	Cacops_W,
		24	Kamacops,
		25	Zygosaurus,
		26	new_taxon,
		27	RAT
	;
	TREE  * UNTITLED =  [&R] (1,2,(3,((4,5),(((((6,7),(8,10)),11),9),((12,((14,((15,(16,26)),17)),(18,(19,(20,(21,22,23,(24,25))))))),13)))));

END;


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