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4ff4af4a-1cb8-4991-b9c5-4e9e9b184c9e
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accept
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7b26a19a-17bf-4b9b-8ac8-32d1ad3cac5a
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s1
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digraph { s0 [shape=circle] s1 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s1 [label=a] s1 -> s1 [label=a] }
{"a":{"s0":"s1","s1":"s1"}}
f3655348-7347-4b28-bc3f-8cb8b8591896
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s11
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reject
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s1
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digraph { s0 [shape=doublecircle] s1 [shape=circle] s2 [shape=circle] s3 [shape=circle] "" [shape=plaintext] "" -> s0 s0 -> s1 [label=a] s0 -> s0 [label=b] s0 -> s0 [label=c] s0 -> s2 [label=d] s0 -> s0 [label=e] s1 -> s2 [label=a] s1 -> s0 [label=b] s1 -> s1 [label=c] s1 -> s0 [label=d] s1 -> s0 [label...
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43af55a6-5cd2-4c28-92f1-8a2c222b0235
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accept
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s1
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digraph { s0 [shape=circle] s1 [shape=doublecircle] s2 [shape=circle] s3 [shape=doublecircle] s6 [shape=doublecircle] s7 [shape=doublecircle] s8 [shape=circle] s9 [shape=doublecircle] s10 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s3 [label=a] s0 -> s6 [label=b] s0 -> s6 [label=c] s1 -> s8 ...
{"a":{"s0":"s3","s1":"s8","s2":"s1","s3":"s8","s6":"s8","s7":"s0","s8":"s1","s9":"s9","s10":"s2"},"b":{"s0":"s6","s1":"s9","s2":"s2","s3":"s6","s6":"s2","s7":"s8","s8":"s6","s9":"s0","s10":"s10"},"c":{"s0":"s6","s1":"s10","s2":"s10","s3":"s7","s6":"s0","s7":"s3","s8":"s3","s9":"s8","s10":"s10"}}
f82d5eeb-aee2-4481-a20c-3455a63a2a05
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reject
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s0
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digraph { s0 [shape=circle] s2 [shape=circle] s3 [shape=doublecircle] s4 [shape=doublecircle] s5 [shape=circle] s6 [shape=circle] s7 [shape=circle] s8 [shape=circle] "" [shape=plaintext] "" -> s0 s0 -> s0 [label=a] s0 -> s3 [label=b] s0 -> s8 [label=c] s2 -> s7 [label=a] s2 -> s5 [label=b] s2 -> s0 [lab...
{"a":{"s0":"s0","s2":"s7","s3":"s2","s4":"s5","s5":"s2","s6":"s2","s7":"s3","s8":"s5"},"b":{"s0":"s3","s2":"s5","s3":"s7","s4":"s6","s5":"s4","s6":"s5","s7":"s0","s8":"s8"},"c":{"s0":"s8","s2":"s0","s3":"s0","s4":"s2","s5":"s6","s6":"s2","s7":"s2","s8":"s2"}}
7e2408ef-6e05-43c2-be64-bb72726087a8
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accept
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s7
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{"a":{"s0":"s12","s1":"s1","s2":"s0","s3":"s13","s4":"s4","s5":"s6","s6":"s10","s7":"s7","s8":"s9","s9":"s5","s10":"s4","s11":"s3","s12":"s8","s13":"s6","s14":"s14"},"b":{"s0":"s14","s1":"s6","s2":"s11","s3":"s7","s4":"s14","s5":"s0","s6":"s6","s7":"s7","s8":"s1","s9":"s6","s10":"s12","s11":"s2","s12":"s13","s13":"s11"...
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accept
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s0
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digraph { s0 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s0 [label=a] s0 -> s0 [label=b] s0 -> s0 [label=c] }
{"a":{"s0":"s0"},"b":{"s0":"s0"},"c":{"s0":"s0"}}
cadc088a-f09e-4585-b8ee-fef7e3e2f704
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accept
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1aad5b99-f26b-472f-a799-9aaf6fa6e432
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digraph { s0 [shape=circle] s1 [shape=circle] s2 [shape=circle] s3 [shape=circle] s6 [shape=doublecircle] s9 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s6 [label=a] s0 -> s9 [label=b] s1 -> s2 [label=a] s1 -> s0 [label=b] s2 -> s0 [label=a] s2 -> s3 [label=b] s3 -> s1 [label=a] s3 -> s0 [l...
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reject
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s0
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accept
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s2
2
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3a5ccef2-378f-4f62-bead-9b910262b211
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accept
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s2
5
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accept
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s0
1
digraph { s0 [shape=doublecircle] s1 [shape=circle] "" [shape=plaintext] "" -> s0 s0 -> s1 [label=a] s0 -> s0 [label=b] s1 -> s0 [label=a] s1 -> s1 [label=b] }
{"a":{"s0":"s1","s1":"s0"},"b":{"s0":"s0","s1":"s1"}}
c902df25-140f-4aab-9ae7-5e1e479edd09
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reject
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s4
4
digraph { s0 [shape=circle] s1 [shape=circle] s2 [shape=circle] s3 [shape=circle] s4 [shape=circle] s5 [shape=circle] s6 [shape=circle] s7 [shape=circle] s8 [shape=circle] s9 [shape=circle] s10 [shape=circle] s11 [shape=doublecircle] s12 [shape=circle] s13 [shape=circle] "" [shape=plaintext] "" -> s0 s...
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reject
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s1
3
digraph { s0 [shape=circle] s1 [shape=circle] s2 [shape=circle] s3 [shape=circle] s5 [shape=circle] s7 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s3 [label=a] s1 -> s1 [label=a] s2 -> s7 [label=a] s3 -> s2 [label=a] s5 -> s1 [label=a] s7 -> s5 [label=a] }
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ed1d29f4-d344-4c0d-a1b2-7e444d9ee321
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accept
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s0
2
digraph { s0 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s0 [label=a] s0 -> s0 [label=b] s0 -> s0 [label=c] s0 -> s0 [label=d] s0 -> s0 [label=e] s0 -> s0 [label=f] }
{"a":{"s0":"s0"},"b":{"s0":"s0"},"c":{"s0":"s0"},"d":{"s0":"s0"},"e":{"s0":"s0"},"f":{"s0":"s0"}}
2c4352ed-7302-4e8b-83d8-2158cd5d71e5
{"states": ["s0", "s1", "s2", "s3", "s4"], "alphabets": "abcdefgh", "accepting_states": ["s3", "s0", "s2", "s1", "s4"], "initial_state": "s0", "transitions": [{"fromState": "s0", "symbol": "a", "toStates": ["s2"]}, {"fromState": "s0", "symbol": "b", "toStates": ["s3"]}, {"fromState": "s0", "symbol": "c", "toStates": ["...
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accept
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s1
3
digraph { s0 [shape=doublecircle] s1 [shape=doublecircle] s2 [shape=doublecircle] s3 [shape=doublecircle] s4 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s2 [label=a] s0 -> s3 [label=b] s0 -> s4 [label=c] s0 -> s3 [label=d] s0 -> s4 [label=e] s0 -> s3 [label=f] s0 -> s0 [label=g] s0 -> s1 [la...
{"a":{"s0":"s2","s1":"s2","s2":"s3","s3":"s4","s4":"s4"},"b":{"s0":"s3","s1":"s1","s2":"s0","s3":"s0","s4":"s1"},"c":{"s0":"s4","s1":"s4","s2":"s0","s3":"s2","s4":"s0"},"d":{"s0":"s3","s1":"s3","s2":"s4","s3":"s3","s4":"s1"},"e":{"s0":"s4","s1":"s0","s2":"s2","s3":"s1","s4":"s2"},"f":{"s0":"s3","s1":"s2","s2":"s1","s3"...
38b9470f-5e81-4b9c-854a-f0bfc8a86fb0
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reject
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accept
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accept
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s0
1
digraph { s0 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s0 [label=a] }
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s0
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digraph { s0 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s0 [label=a] s0 -> s0 [label=b] s0 -> s0 [label=c] }
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accept
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s3
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s3
3
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s7
4
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s2
3
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1ad0b22f-5c1f-482c-a7fc-d2e1cfdffd59
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s1
3
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51c8e131-b084-4cf4-9dc0-df803a07883b
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s8
4
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834a2e97-3bf5-4a41-9a11-e8cd0eddb682
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reject
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s2
3
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f1c41d4b-b2d0-4a7f-9a23-abaff4524374
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accept
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s4
5
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16bea99c-e640-4722-8fbe-b0d057cf7d41
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accept
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s0
2
digraph { s0 [shape=doublecircle] s1 [shape=circle] s2 [shape=circle] s3 [shape=doublecircle] s4 [shape=doublecircle] "" [shape=plaintext] "" -> s0 s0 -> s2 [label=a] s0 -> s0 [label=b] s0 -> s2 [label=c] s0 -> s1 [label=d] s1 -> s2 [label=a] s1 -> s3 [label=b] s1 -> s0 [label=c] s1 -> s3 [label=d] s2 -...
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ff39160b-df67-464d-b3c1-091a83c6f318
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s0
2
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a6b34906-834e-4cc4-9b5c-8d79db3735ed
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accept
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s0
2
digraph { s0 [shape=doublecircle] s1 [shape=doublecircle] s2 [shape=doublecircle] s3 [shape=circle] "" [shape=plaintext] "" -> s0 s0 -> s3 [label=a] s0 -> s2 [label=b] s0 -> s0 [label=c] s0 -> s2 [label=d] s0 -> s3 [label=e] s1 -> s0 [label=a] s1 -> s2 [label=b] s1 -> s2 [label=c] s1 -> s0 [label=d] s1 ...
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