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accept
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{"a":{"s0":"s1","s1":"s0","s2":"s6","s3":"s1","s4":"s3","s5":"s6","s6":"s6"},"b":{"s0":"s2","s1":"s3","s2":"s5","s3":"s4","s4":"s5","s5":"s0","s6":"s0"},"c":{"s0":"s2","s1":"s4","s2":"s3","s3":"s1","s4":"s2","s5":"s4","s6":"s1"}}
ed406939-a67f-46e3-9cbb-b6ab850f41f4
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accept
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s4
4
digraph { s0 [shape=doublecircle] s1 [shape=circle] s2 [shape=circle] s3 [shape=doublecircle] s4 [shape=doublecircle] s5 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s5 [label=a] s0 -> s4 [label=b] s0 -> s4 [label=c] s0 -> s2 [label=d] s0 -> s2 [label=e] s0 -> s3 [label=f] s0 -> s5 [label=g] ...
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reject
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s5
5
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{"a":{"s0":"s5","s1":"s7","s2":"s5","s3":"s2","s4":"s0","s5":"s0","s6":"s1","s7":"s10","s8":"s7","s9":"s4","s10":"s1","s11":"s8"},"b":{"s0":"s5","s1":"s7","s2":"s0","s3":"s5","s4":"s7","s5":"s0","s6":"s7","s7":"s5","s8":"s7","s9":"s8","s10":"s3","s11":"s0"},"c":{"s0":"s10","s1":"s1","s2":"s9","s3":"s2","s4":"s0","s5":"...
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s7
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0a0a38e2-f829-44ee-af0d-2df8343baeee
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accept
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s3
4
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{"states": ["s0", "s2", "s3", "s4", "s6"], "alphabets": "a", "accepting_states": ["s2", "s3"], "initial_state": "s0", "transitions": [{"fromState": "s0", "symbol": "a", "toStates": ["s6"]}, {"fromState": "s2", "symbol": "a", "toStates": ["s4"]}, {"fromState": "s3", "symbol": "a", "toStates": ["s4"]}, {"fromState": "s4"...
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accept
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s3
2
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4
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s1
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accept
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s1
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aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa
accept
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s6
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digraph { s0 [shape=doublecircle] s6 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s6 [label=a] s6 -> s6 [label=a] }
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s4
3
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accept
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s2
2
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ab27689d-280e-4172-878b-f4f0e7f543af
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s12
5
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4a03767e-1299-49e1-ac64-7b394c59ee21
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s3
3
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s4
3
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6446b91a-d7ec-4408-970c-4b283791ae85
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s6
4
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32461b6a-e9c6-4a79-8e0f-7f6ea550e33c
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s4
4
digraph { s0 [shape=doublecircle] s1 [shape=doublecircle] s2 [shape=circle] s3 [shape=doublecircle] s4 [shape=circle] s5 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s2 [label=a] s0 -> s5 [label=b] s0 -> s1 [label=c] s0 -> s5 [label=d] s0 -> s0 [label=e] s0 -> s0 [label=f] s0 -> s1 [label=g] ...
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b4c4212b-7ba9-43f4-882d-921a5323e365
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accept
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s0
3
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52422b02-be19-488c-b183-bc370b2dcfed
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reject
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s1
2
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s2
4
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s3
2
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accept
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4
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accept
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s2
2
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aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa
accept
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s6
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digraph { s0 [shape=doublecircle] s6 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s6 [label=a] s6 -> s6 [label=a] }
{"a":{"s0":"s6","s6":"s6"}}
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reject
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s0
4
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accept
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[ "c", "d", "a", "h", "j", "c", "d", "j", "d", "c", "b", "i", "j", "h", "c", "b", "b", "h", "f", "j", "d", "b", "j", "i", "a", "i", "h", "i", "b", "d", "a", "c", "h", "b", "e", "i", "d", "d", "g", "j", "c", "i", "g", "h", "e", "...
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s2
5
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add35978-42fa-4903-90f6-9fc4873ef9ee
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accept
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s1
2
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s3
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s2
4
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s3
4
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s6
4
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s4
4
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s3
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s11
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s7
3
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s2
2
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s3
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3
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