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Rule:
0. is(?x, confident, 1) -> is(?x, gruff, 1)
1. sees(?x, ?y) -> is(?x, gruff, 2y+1)
2. is(?x, round, 2) -> is(?x, confident, 4)
3. is(?x, nice, 1) -> is(?x, round, 4)
4. needs(?x, ?y) -> is(?x, confident, 2y+4)
5. visits(?x, ?y) -> is(?x, nice, 2y+4)
Assertion:
greater(Grace, nice, 6)
Answer:
False
One reasoning:
['Fact2', 'Rule5', ['Default']]
Step reasoning:
Default -> int0: Fiona is 0 nice; Fact2 & Rule5 & int0 -> int1: Grace is 2*0+4=4 nice
ID: 159
Fact:
0. greets(Joseph, Benjamin)
1. greets(Benjamin, Daniel)
2. argues(William, Joseph)
3. greets(Benjamin, William)
4. argues(Daniel, Benjamin)
5. is(Benjamin, blue, 2)
Rule:
0. argues(?x, ?y) -> is(?x, big, 2y+1)
1. kisses(?x, ?y) -> is(?x, green, 2y+2)
2. is(?x, white, 2) -> is(?x, green, 1)
3. is(?x, blue, 4) -> is(?x, green, 1)
4. is(?x, big, 1) -> is(?x, white, 3)
5. kisses(?x, ?y) -> is(?x, big, 1y+3)
Assertion:
greater(Daniel, big, 3)
Answer:
False
One reasoning:
['Fact4', 'Rule0', ['Default']]
Step reasoning:
Default -> int0: Benjamin is 0 big; Fact4 & Rule0 & int0 -> int1: Daniel is 2*0+1=1 big
ID: 160
Fact:
0. argues(Samuel, Chioe)
1. is(Chioe, compassionate, 2)
2. chases(Harry, Chioe)
3. chases(Chioe, Samuel)
4. greets(Samuel, Chioe)
5. greets(Samuel, Amelia)
Rule:
0. is(?x, compassionate, 3) -> is(?x, big, 3)
1. chases(?x, ?y) -> is(?x, confident, 2y+4)
2. is(?x, round, 1) -> is(?x, compassionate, 4)
3. is(?x, big, 3) -> is(?x, confident, 3)
4. argues(?x, ?y) -> is(?x, big, 1y+4)
5. is(?x, big, 2) -> is(?x, round, 3)
Assertion:
less(Chioe, confident, 10)
Answer:
True
One reasoning:
['Fact3', 'Rule1', ['Default']]
Step reasoning:
Default -> int0: Samuel is 0 confident; Fact3 & Rule1 & int0 -> int1: Chioe is 2*0+4=4 confident
ID: 161
Fact:
0. interacts(Chioe, Michael)
1. is(Michael, kind, 1)
2. is(Chioe, nice, 3)
3. greets(Michael, Gary)
4. greets(Liam, Michael)
5. greets(Michael, Chioe)
Rule:
0. is(?x, quiet, 3) -> is(?x, kind, 3)
1. is(?x, blue, 2) -> is(?x, nice, 3)
2. sees(?x, ?y) -> is(?x, kind, 2y+1)
3. is(?x, kind, 1) -> is(?x, blue, 3)
4. sees(?x, ?y) -> is(?x, blue, 2y+4)
5. is(?x, kind, 4) -> is(?x, blue, 2)
Assertion:
less(Michael, blue, 1)
Answer:
False
One reasoning:
['Rule3', ['Fact1']]
Step reasoning:
Fact1 -> int0: Michael is 1 kind; Rule3 & int0 -> int1: Michael is 3 blue
ID: 162
Fact:
0. helps(William, Gary)
1. interacts(Gary, Samuel)
2. helps(Emily, William)
3. interacts(William, Emily)
4. likes(Emily, Samuel)
5. likes(William, Gary)
Rule:
0. helps(?x, ?y) -> is(?x, red, 2y+4)
1. likes(?x, ?y) -> is(?x, big, 2y+4)
2. is(?x, red, 2) -> is(?x, round, 4)