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KB Term:  Term intersection
English Word: 

Sigma KEE - distance
distance

appearance as argument number 1
-------------------------


(instance distance SingleValuedRelation) Merge.kif 7853-7853 distance is an instance of single valued relation
(instance distance SpatialRelation) Merge.kif 7854-7854 distance is an instance of spatial relation
(instance distance TernaryPredicate) Merge.kif 7855-7855 distance is an instance of ternary predicate
(instance distance TotalValuedRelation) Merge.kif 7856-7856 distance is an instance of total valued relation
(domain distance 1 Physical) Merge.kif 7857-7857 The number 1 argument of distance is an instance of physical
(domain distance 2 Physical) Merge.kif 7858-7858 The number 2 argument of distance is an instance of physical
(domain distance 3 LengthMeasure) Merge.kif 7859-7859 The number 3 argument of distance is an instance of length measure
(documentation distance EnglishLanguage "(distance ?OBJ1 ?OBJ2 ?QUANT) means that the shortest distance between the two objects ?OBJ1 and ?OBJ2 is ?QUANT. Note that the difference between the predicates length and distance is that the length is used to state the LengthMeasure of one of the dimensions of a single object, while distance is used to state the LengthMeasure that separates two distinct objects.") Merge.kif 7861-7866 The number 3 argument of distance is an instance of length measure

appearance as argument number 2
-------------------------


(subrelation depth distance) Merge.kif 7902-7902 depth is a subrelation of distance
(termFormat EnglishLanguage distance "distance") domainEnglishFormat.kif 19938-19938 depth is a subrelation of distance
(termFormat ChineseTraditionalLanguage distance "距離") domainEnglishFormat.kif 19939-19939 depth is a subrelation of distance
(termFormat ChineseLanguage distance "距离") domainEnglishFormat.kif 19940-19940 depth is a subrelation of distance
(format EnglishLanguage distance "the distance between %1 and %2 is %n %3") english_format.kif 624-624 depth is a subrelation of distance

antecedent
-------------------------


(=>
    (distance ?OBJ1 ?OBJ2 ?QUANT)
    (distance ?OBJ2 ?OBJ1 ?QUANT))		 Merge.kif 7868-7870 If the distance between X and Y is Z, then the distance between Y and X is Z
(=>
    (and
        (side ?SIDE1 ?OBJECT)
        (side ?SIDE2 ?OBJECT)
        (distance ?SIDE1 ?SIDE2 ?WIDTH))
    (width ?OBJECT ?WIDTH))		 Merge.kif 9996-10001 If a side of X is Y, a side of X is Z, and the distance between Y and Z is W, then the width of X is W
(=>
    (and
        (path ?PROCESS ?PATH1)
        (origin ?PROCESS ?SOURCE)
        (destination ?PROCESS ?DEST)
        (length ?PATH1
            (MeasureFn ?MEASURE1 ?U))
        (distance ?SOURCE ?DEST
            (MeasureFn ?DISTANCE ?U))
        (not
            (greaterThan ?MEASURE1 ?DISTANCE))
        (part ?OBJ ?PATH1))
    (between ?SOURCE ?OBJ ?DEST))		 Merge.kif 11334-11344 If All of the following hold: (1) X is path along which Y occurs (2) Y originates at Z (3) Y ends up at W (4) the length of X is V U(s) (5) the distance between Z and W is T U(s) (6) V is not greater than T (7) S is a part of X, then S is between Z and W
(=>
    (and
        (relativeAngle ?O1 ?O2 ?N)
        (physicalEnd ?E1 ?O1)
        (physicalEnd ?E2 ?O1)
        (not
            (equal ?E1 ?E2))
        (length ?O1
            (MeasureFn ?N1 ?U))
        (length ?O2
            (MeasureFn ?N2 ?U))
        (distance ?E1 ?E3
            (MeasureFn ?N3 ?U))
        (physicalEnd ?E3 ?O2)
        (physicalEnd ?E4 ?O2)
        (not
            (equal ?E3 ?E4))
        (not
            (meetsSpatially ?E1 ?E3)))
    (equal ?N
        (ArcCosineFn
            (DivisionFn
                (SubtractionFn
                    (SubtractionFn
                        (MultiplicationFn ?N3 ?N3)
                        (MultiplicationFn ?N1 ?N1))
                    (MultiplicationFn ?N2 ?N2))
                (MultiplicationFn 2.0
                    (MultiplicationFn ?N1 ?N2))))))		 Merge.kif 18247-18272 If All of the following hold: (1) the relative angle between X and Y is Z (2) one end of X is W (3) one end of X is V (4) equal W and V (5) the length of X is U T(s) (6) the length of Y is S T(s) (7) the distance between W and R is Q T(s) (8) one end of Y is R (9) one end of Y is P (10) equal R and P (11) W doesn't meet R, then equal Z and the arccosine of ((Q and Q and U and U) and S and S) and 2.0 and U and S
(=>
    (and
        (physicalEnd ?P1 ?O)
        (physicalEnd ?P2 ?O)
        (not
            (equal ?P1 ?P2))
        (distance ?P1 ?P2
            (MeasureFn ?D ?U)))
    (not
        (exists (?OP1 ?OP2 ?N2)
            (and
                (physicalEnd ?OP1 ?O)
                (physicalEnd ?OP2 ?O)
                (not
                    (equal ?OP1 ?OP2))
                (distance ?OP1 ?OP2
                    (MeasureFn ?N2 ?U))
                (greaterThan ?N2 ?D)))))		 Merge.kif 18287-18302 If one end of X is Y, one end of X is Z, equal Y and Z, and the distance between Y and Z is W V(s), then there don't exist U, T and S such that one end of X is U and one end of X is T and equal U and T and the distance between U and T is S V(s) and S is greater than W
(=>
    (and
        (physicalEnd ?E1 ?O)
        (physicalEnd ?E2 ?O)
        (part ?P1 ?E1)
        (part ?P2 ?E2)
        (instance ?U UnitOfLength)
        (distance ?P1 ?P2
            (MeasureFn ?D1 ?U))
        (not
            (equal ?E1 ?E2)))
    (not
        (exists (?OP1 ?OP2 ?D2)
            (and
                (not
                    (part ?OP1 ?E1))
                (not
                    (part ?OP2 ?E2))
                (distance ?OP1 ?OP2
                    (MeasureFn ?D2 ?U))
                (greaterThan ?D2 ?D1)))))		 Mid-level-ontology.kif 1550-1570 If All of the following hold: (1) one end of X is Y (2) one end of X is Z (3) W is a part of Y (4) V is a part of Z (5) U is an instance of unit of length (6) the distance between W and V is T U(s) (7) equal Y and Z, then there don't exist S, R and Q such that S is not a part of Y and R is not a part of Z and the distance between S and R is Q U(s) and Q is greater than T
(=>
    (and
        (instance ?GUN Gun)
        (instance ?U UnitOfLength)
        (effectiveRange ?GUN
            (MeasureFn ?LM ?U))
        (distance ?GUN ?O
            (MeasureFn ?LM1 ?U))
        (not
            (exists (?O2)
                (between ?O ?O2 ?GUN)))
        (lessThanOrEqualTo ?LM1 ?LM))
    (exists (?DAMAGING)
        (capability
            (KappaFn ?DAMAGING
                (and
                    (instance ?DAMAGING Damaging)
                    (patient ?DAMAGING ?O))) instrument ?GUN)))		 Mid-level-ontology.kif 1662-1680 If All of the following hold: (1) X is an instance of gun (2) Y is an instance of unit of length (3) Z Y(s) is an effective range of X (4) the distance between X and W is V Y(s) (5) there doesn't exist U such that U is between W and X (6) V is less than or equal to Z, then there exists T such that X is capable of doing the class described by T as a instrument
(=>
    (and
        (instance ?GUN Gun)
        (instance ?U UnitOfLength)
        (effectiveRange ?GUN
            (MeasureFn ?LM ?U))
        (distance ?GUN ?O
            (MeasureFn ?LM1 ?U))
        (instance ?O Organism)
        (not
            (exists (?O2)
                (between ?O ?O2 ?GUN)))
        (lessThanOrEqualTo ?LM1 ?LM))
    (exists (?KILLING)
        (capability
            (KappaFn ?KILLING
                (and
                    (instance ?KILLING Killing)
                    (patient ?KILLING ?O))) instrument ?GUN)))		 Mid-level-ontology.kif 1684-1703 If All of the following hold: (1) X is an instance of gun (2) Y is an instance of unit of length (3) Z Y(s) is an effective range of X (4) the distance between X and W is V Y(s) (5) W is an instance of organism (6) there doesn't exist U such that U is between W and X (7) V is less than or equal to Z, then there exists T such that X is capable of doing the class described by T as a instrument
(=>
    (and
        (instance ?P1 PointInSpace)
        (instance ?P2 PointInSpace)
        (not
            (equal ?P1 ?P2))
        (instance ?L FiniteLineInSpace)
        (part ?P1 ?L)
        (part ?P2 ?L)
        (endPointsOfLineInSpace ?P1 ?P2 ?L)
        (length ?L
            (MeasureFn ?X ?U))
        (instance ?U UnitOfLength)
        (distance ?P1 ?P2
            (MeasureFn ?Y ?U)))
    (equal ?X ?Y))		 Mid-level-ontology.kif 27962-27977 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) equal X and Y (4) Z is an instance of finite line in space (5) X is a part of Z (6) Y is a part of Z (7) X and Y are end points of Z (8) the length of Z is W V(s) (9) V is an instance of unit of length (10) the distance between X and Y is U V(s), then equal W and U
(=>
    (and
        (distanceOfParallelLinesInSpace ?L1 ?L2
            (MeasureFn ?D ?U))
        (instance ?U UnitOfLength)
        (parallelLinesInSpace ?L1 ?L2)
        (part ?P1 ?L1)
        (instance ?P1 PointInSpace)
        (part ?P2 ?L2)
        (instance ?P2 PointInSpace)
        (distance ?P1 ?P2
            (MeasureFn ?X ?U)))
    (lessThanOrEqualTo ?D ?X))		 Mid-level-ontology.kif 28003-28015 If All of the following hold: (1) X Y(s) is the distance of the parallelLinesInSpace Z and W (2) Y is an instance of unit of length (3) Z and W are parallel (4) V is a part of Z (5) V is an instance of point in space (6) U is a part of W (7) U is an instance of point in space (8) the distance between V and U is T Y(s), then X is less than or equal to T
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A RockyMountains)
        (located ?B RockyMountains)
        (orientation ?A ?B North)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 RockyMountains)
                    (orientation ?A1 ?A North)
                    (instance ?B1 PointInSpace)
                    (located ?B1 RockyMountains)
                    (orientation ?B1 ?B South))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (approximateValue ?X 3000))		 Geography.kif 377-395 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Rocky Mountains (4) Y is located at Rocky Mountains (5) X is north of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Rocky Mountains (4) Z is north of to X (5) W is an instance of point in space (6) W is located at Rocky Mountains (7) W is south of to Y (7) the distance between X and Y is V mile(s), then the approximate value of V is 3000
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A RockyMountains)
        (located ?B RockyMountains)
        (orientation ?A ?B East)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 RockyMountains)
                    (orientation ?A1 ?A East)
                    (instance ?B1 PointInSpace)
                    (located ?B1 RockyMountains)
                    (orientation ?B1 ?B West))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (and
        (greaterThan ?X 70)
        (greaterThan 300 ?X)))		 Geography.kif 397-417 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Rocky Mountains (4) Y is located at Rocky Mountains (5) X is east of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Rocky Mountains (4) Z is east of to X (5) W is an instance of point in space (6) W is located at Rocky Mountains (7) W is west of to Y (7) the distance between X and Y is V mile(s), then V is greater than 70 and 300 is greater than V
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A CaliforniaCoastRanges)
        (located ?B CaliforniaCoastRanges)
        (orientation ?A ?B North)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 CaliforniaCoastRanges)
                    (orientation ?A1 ?A North)
                    (instance ?B1 PointInSpace)
                    (located ?B1 CaliforniaCoastRanges)
                    (orientation ?B1 ?B South))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (approximateValue ?X 400))		 Geography.kif 443-461 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at California Coast Ranges (4) Y is located at California Coast Ranges (5) X is north of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at California Coast Ranges (4) Z is north of to X (5) W is an instance of point in space (6) W is located at California Coast Ranges (7) W is south of to Y (7) the distance between X and Y is V mile(s), then the approximate value of V is 400
(=>
    (and
        (instance ?R GeographicArea)
        (tangentialProperPart ?R KlamathMountains)
        (tangentialProperPart ?R CaliforniaCoastRanges)
        (instance ?N PointInSpace)
        (located ?N ?R)
        (instance ?S PointInSpace)
        (located ?S ?R)
        (orientation ?N ?S North)
        (not
            (exists (?N1 ?S1)
                (and
                    (instance ?N1 PointInSpace)
                    (located ?N1 ?R)
                    (orientation ?N1 ?N North)
                    (instance ?S1 PointInSpace)
                    (located ?S1 ?R)
                    (orientation ?S1 ?S South))))
        (distance ?N ?S
            (MeasureFn ?X Mile)))
    (approximateValue ?X 80))		 Geography.kif 562-583 If All of the following hold: (1) X is an instance of geographic area (2) X is a tangentialProperPart of Klamath Mountains (3) X is a tangentialProperPart of California Coast Ranges (4) Y is an instance of point in space (5) Y is located at X (6) Z is an instance of point in space (7) Z is located at X (8) Y is north of to Z (9) All of the following hold: (1) there don't exist W (2) V such that W is an instance of point in space (3) W is located at X (4) W is north of to Y (5) V is an instance of point in space (6) V is located at X (7) V is south of to Z (10) the distance between Y and Z is U mile(s), then the approximate value of U is 80
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A PeninsularRanges)
        (located ?B PeninsularRanges)
        (orientation ?A ?B North)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 PeninsularRanges)
                    (orientation ?A1 ?A North)
                    (instance ?B1 PointInSpace)
                    (located ?B1 PeninsularRanges)
                    (orientation ?B1 ?B South))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (approximateValue ?X 930))		 Geography.kif 1308-1326 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Peninsular Ranges (4) Y is located at Peninsular Ranges (5) X is north of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Peninsular Ranges (4) Z is north of to X (5) W is an instance of point in space (6) W is located at Peninsular Ranges (7) W is south of to Y (7) the distance between X and Y is V mile(s), then the approximate value of V is 930
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A SierraNevada)
        (located ?B SierraNevada)
        (orientation ?A ?B North)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 SierraNevada)
                    (orientation ?A1 ?A North)
                    (instance ?B1 PointInSpace)
                    (located ?B1 SierraNevada)
                    (orientation ?B1 ?B South))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (approximateValue ?X 400))		 Geography.kif 1338-1356 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Sierra Nevada (4) Y is located at Sierra Nevada (5) X is north of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Sierra Nevada (4) Z is north of to X (5) W is an instance of point in space (6) W is located at Sierra Nevada (7) W is south of to Y (7) the distance between X and Y is V mile(s), then the approximate value of V is 400
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A SierraNevada)
        (located ?B SierraNevada)
        (orientation ?A ?B East)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 SierraNevada)
                    (orientation ?A1 ?A East)
                    (instance ?B1 PointInSpace)
                    (located ?B1 SierraNevada)
                    (orientation ?B1 ?B West))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (and
        (greaterThan ?X 50)
        (greaterThan 80 ?X)))		 Geography.kif 1358-1378 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Sierra Nevada (4) Y is located at Sierra Nevada (5) X is east of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Sierra Nevada (4) Z is east of to X (5) W is an instance of point in space (6) W is located at Sierra Nevada (7) W is west of to Y (7) the distance between X and Y is V mile(s), then V is greater than 50 and 80 is greater than V
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A AndesMountains)
        (located ?B AndesMountains)
        (orientation ?A ?B North)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 AndesMountains)
                    (orientation ?A1 ?A North)
                    (instance ?B1 PointInSpace)
                    (located ?B1 AndesMountains)
                    (orientation ?B1 ?B South))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (approximateValue ?X 5500))		 Geography.kif 1436-1454 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Andes Mountains (4) Y is located at Andes Mountains (5) X is north of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Andes Mountains (4) Z is north of to X (5) W is an instance of point in space (6) W is located at Andes Mountains (7) W is south of to Y (7) the distance between X and Y is V mile(s), then the approximate value of V is 5500
(=>
    (and
        (instance ?A PointInSpace)
        (instance ?B PointInSpace)
        (located ?A AndesMountains)
        (located ?B AndesMountains)
        (orientation ?A ?B East)
        (not
            (exists (?A1 ?B1)
                (and
                    (instance ?A1 PointInSpace)
                    (located ?A1 AndesMountains)
                    (orientation ?A1 ?A East)
                    (instance ?B1 PointInSpace)
                    (located ?B1 AndesMountains)
                    (orientation ?B1 ?B West))))
        (distance ?A ?B
            (MeasureFn ?X Mile)))
    (and
        (greaterThan ?X 120)
        (greaterThan 430 ?X)))		 Geography.kif 1456-1476 If All of the following hold: (1) X is an instance of point in space (2) Y is an instance of point in space (3) X is located at Andes Mountains (4) Y is located at Andes Mountains (5) X is east of to Y (6) All of the following hold: (1) there don't exist Z (2) W such that Z is an instance of point in space (3) Z is located at Andes Mountains (4) Z is east of to X (5) W is an instance of point in space (6) W is located at Andes Mountains (7) W is west of to Y (7) the distance between X and Y is V mile(s), then V is greater than 120 and 430 is greater than V
(=>
    (and
        (instance ?ZONE UniformPerimeterArea)
        (part ?INNER1
            (InnerBoundaryFn ?ZONE))
        (part ?OUTER1
            (OuterBoundaryFn ?ZONE))
        (distance ?INNER1 ?OUTER1 ?WIDTH1)
        (part ?INNER2
            (InnerBoundaryFn ?ZONE))
        (part ?OUTER2
            (OuterBoundaryFn ?ZONE))
        (distance ?INNER2 ?OUTER2 ?WIDTH2))
    (equal ?WIDTH1 ?WIDTH2))		 Geography.kif 2295-2308 If All of the following hold: (1) X is an instance of uniform perimeter area (2) Y is a part of the inner boundary of X (3) Z is a part of the outer boundary of X (4) the distance between Y and Z is W (5) V is a part of the inner boundary of X (6) U is a part of the outer boundary of X (7) the distance between V and U is T, then equal W and T
(=>
    (and
        (orientation ?OBJ ?REGION Outside)
        (instance ?ZONE
            (PerimeterAreaFn ?REGION))
        (instance ?ZONE UniformPerimeterArea)
        (width ?ZONE
            (MeasureFn ?LIMIT ?UNIT))
        (distance ?OBJ ?REGION
            (MeasureFn ?FAR ?UNIT))
        (instance ?UNIT UnitOfMeasure)
        (lessThanOrEqualTo
            (SubtractionFn ?FAR ?LIMIT) 0.0))
    (located ?OBJ ?ZONE))		 Geography.kif 2310-2319 If All of the following hold: (1) X is outside of to Y (2) Z is an instance of the perimeter area of Y (3) Z is an instance of uniform perimeter area (4) the width of Z is W V(s) (5) the distance between X and Y is U V(s) (6) V is an instance of unit of measure (7) (U and W) is less than or equal to 0.0, then X is located at Z
(=>
    (and
        (orientation ?OBJ ?REGION Outside)
        (instance ?ZONE
            (PerimeterAreaFn ?REGION))
        (instance ?ZONE UniformPerimeterArea)
        (width ?ZONE
            (MeasureFn ?LIMIT ?UNIT))
        (distance ?OBJ ?REGION
            (MeasureFn ?FAR ?UNIT))
        (instance ?UNIT UnitOfMeasure)
        (greaterThan
            (SubtractionFn ?FAR ?LIMIT) 0.0))
    (not
        (located ?OBJ ?ZONE)))		 Geography.kif 2321-2330 If All of the following hold: (1) X is outside of to Y (2) Z is an instance of the perimeter area of Y (3) Z is an instance of uniform perimeter area (4) the width of Z is W V(s) (5) the distance between X and Y is U V(s) (6) V is an instance of unit of measure (7) (U and W) is greater than 0.0, then X is not located at Z
(=>
    (and
        (instance ?AREA
            (MaritimeClaimsTerritorialSeaFn ?PLACE))
        (width ?AREA
            (MeasureFn ?WIDTH ?UNIT))
        (distance ?OBJ ?PLACE
            (MeasureFn ?DISTANCE ?UNIT))
        (lessThanOrEqualTo ?DISTANCE ?WIDTH))
    (located ?OBJ ?AREA))		 Geography.kif 2332-2338 If X is an instance of the maritime claims territorial sea of Y, the width of X is Z W(s), the distance between V and Y is U W(s), and U is less than or equal to Z, then V is located at X

consequent
-------------------------


(=>
    (distance ?OBJ1 ?OBJ2 ?QUANT)
    (distance ?OBJ2 ?OBJ1 ?QUANT))		 Merge.kif 7868-7870 If the distance between X and Y is Z, then the distance between Y and X is Z
(=>
    (altitude ?OBJ1 ?OBJ2 ?Q)
    (distance ?OBJ1 ?OBJ2 ?Q))		 Merge.kif 7872-7874 If the altitude of X relative to Y is Z, then the distance between X and Y is Z
(=>
    (altitude ?OBJ1 ?OBJ2 ?HEIGHT)
    (exists (?TOP)
        (and
            (top ?TOP ?OBJ1)
            (distance ?TOP ?OBJ2 ?HEIGHT))))		 Merge.kif 7895-7900 If the altitude of X relative to Y is Z, then there exists W such that the top of X is W, the distance between W, and Y is Z
(=>
    (depth ?OBJ1 ?OBJ2 ?DEPTH)
    (exists (?BOTTOM)
        (and
            (bottom ?BOTTOM ?OBJ1)
            (distance ?BOTTOM ?OBJ2 ?DEPTH))))		 Merge.kif 7919-7924 If the depth from X to Y is Z, then there exists W such that the bottom of X is W, the distance between W, and Y is Z
(=>
    (width ?OBJECT ?WIDTH)
    (exists (?SIDE1 ?SIDE2)
        (and
            (side ?SIDE1 ?OBJECT)
            (side ?SIDE2 ?OBJECT)
            (distance ?SIDE1 ?SIDE2 ?WIDTH))))		 Merge.kif 9988-9994 If the width of X is Y, then there exist Z, W such that a side of X is Z, a side of X is W, the distance between Z, and W is Y
(=>
    (and
        (height ?OBJECT ?HEIGHT)
        (top ?TOP ?OBJECT)
        (bottom ?BOTTOM ?OBJECT))
    (distance ?TOP ?BOTTOM ?HEIGHT))		 Merge.kif 10003-10008 If the height of X is Y, the top of X is Z, and the bottom of X is W, then the distance between Z and W is Y
(=>
    (and
        (physicalEnd ?P1 ?O)
        (physicalEnd ?P2 ?O)
        (not
            (equal ?P1 ?P2))
        (distance ?P1 ?P2
            (MeasureFn ?D ?U)))
    (not
        (exists (?OP1 ?OP2 ?N2)
            (and
                (physicalEnd ?OP1 ?O)
                (physicalEnd ?OP2 ?O)
                (not
                    (equal ?OP1 ?OP2))
                (distance ?OP1 ?OP2
                    (MeasureFn ?N2 ?U))
                (greaterThan ?N2 ?D)))))		 Merge.kif 18287-18302 If one end of X is Y, one end of X is Z, equal Y and Z, and the distance between Y and Z is W V(s), then there don't exist U, T and S such that one end of X is U and one end of X is T and equal U and T and the distance between U and T is S V(s) and S is greater than W
(=>
    (and
        (physicalEnd ?E1 ?O)
        (physicalEnd ?E2 ?O)
        (part ?P1 ?E1)
        (part ?P2 ?E2)
        (instance ?U UnitOfLength)
        (distance ?P1 ?P2
            (MeasureFn ?D1 ?U))
        (not
            (equal ?E1 ?E2)))
    (not
        (exists (?OP1 ?OP2 ?D2)
            (and
                (not
                    (part ?OP1 ?E1))
                (not
                    (part ?OP2 ?E2))
                (distance ?OP1 ?OP2
                    (MeasureFn ?D2 ?U))
                (greaterThan ?D2 ?D1)))))		 Mid-level-ontology.kif 1550-1570 If All of the following hold: (1) one end of X is Y (2) one end of X is Z (3) W is a part of Y (4) V is a part of Z (5) U is an instance of unit of length (6) the distance between W and V is T U(s) (7) equal Y and Z, then there don't exist S, R and Q such that S is not a part of Y and R is not a part of Z and the distance between S and R is Q U(s) and Q is greater than T
(=>
    (equal
        (MeasureFn ?X PoundForce)
        (JankaHardnessFn ?CLASS))
    (modalAttribute
        (exists (?T ?W ?P ?B ?H ?S)
            (and
                (instance ?T ?CLASS)
                (part ?W ?T)
                (instance ?W Wood)
                (instance ?P Pushing)
                (destination ?P ?W)
                (instance ?B Ball)
                (material ?B Steel)
                (patient ?P ?B)
                (sphereRadius ?B
                    (MeasureFn 5.64 Millimeter))
                (result ?P ?H)
                (instance ?H HoleRegion)
                (part ?H ?W)
                (surface ?S ?W)
                (distance ?S ?H
                    (MeasureFn 5.64 Millimeter))
                (measure ?P
                    (MeasureFn ?X PoundForce)))) Likely))		 Mid-level-ontology.kif 10569-10592 If equal X pound force(s) and The Janka Hardness of Y is, then the statement there exist Z, W,, , V,, , U,, , T and S such that Z is an instance of Y and W is a part of Z and W is an instance of wood and V is an instance of pushing and V ends up at W and U is an instance of ball and steel is made of U and U is a patient of V and the radius of U is 5.64 millimeter(s) and T is a result of V and T is an instance of hole and T is a part of W and S is a surface of W and the distance between S and T is 5.64 millimeter(s) and the measure of V is X pound force(s) has the modal force of likely
(=>
    (and
        (instance ?P Pushing)
        (origin ?P ?O)
        (agent ?P ?A)
        (holdsDuring
            (BeginFn ?P)
            (located ?A ?ALOC))
        (destination ?P ?D))
    (holdsDuring
        (ImmediateFutureFn
            (BeginFn ?P))
        (exists (?LARGER ?U ?SMALLER)
            (and
                (distance ?ALOC ?D
                    (MeasureFn ?SMALLER ?U))
                (distance ?ALOC ?O
                    (MeasureFn ?LARGER ?U))
                (greaterThan ?LARGER ?SMALLER)))))		 Mid-level-ontology.kif 19536-19554 If X is an instance of pushing, X originates at Y, Z is an agent of X, Z is located at W holds during the beginning of X, and X ends up at V, then there exist U, T and S such that the distance between W and V is S T(s) and the distance between W and Y is U T(s) and U is greater than S holds during immediately after the beginning of X
(=>
    (and
        (instance ?P Pulling)
        (origin ?P ?O)
        (agent ?P ?A)
        (holdsDuring
            (BeginFn ?P)
            (located ?A ?ALOC))
        (destination ?P ?D))
    (holdsDuring
        (ImmediateFutureFn
            (BeginFn ?P))
        (exists (?LARGER ?U ?SMALLER)
            (and
                (distance ?ALOC ?D
                    (MeasureFn ?SMALLER ?U))
                (distance ?ALOC ?O
                    (MeasureFn ?LARGER ?U))
                (greaterThan ?LARGER ?SMALLER)))))		 Mid-level-ontology.kif 19558-19576 If X is an instance of pulling, X originates at Y, Z is an agent of X, Z is located at W holds during the beginning of X, and X ends up at V, then there exist U, T and S such that the distance between W and V is S T(s) and the distance between W and Y is U T(s) and U is greater than S holds during immediately after the beginning of X
(=>
    (and
        (instance ?A AstronomicalBody)
        (approximateDiameter ?A
            (MeasureFn ?D ?U))
        (instance ?U UnitOfLength)
        (instance ?P PointInSpace)
        (part ?P ?A))
    (exists (?C)
        (and
            (equal ?C
                (CenterOfPlanetFn ?A))
            (distance ?C ?P
                (MeasureFn
                    (DivisionFn ?D 2.0) ?U)))))		 Mid-level-ontology.kif 28094-28108 If X is an instance of astronomical body, the approximate diameter of X is Y Z(s), Z is an instance of unit of length, W is an instance of point in space, and W is a part of X, then there exists V such that equal V and the centre of AstronomicalBody X is and the distance between V and W is Y and 2.0 Z(s)
(=>
    (and
        (instance ?MAF MovingAwayFrom)
        (instance ?RELATIVEOBJECT Object)
        (instance ?REFERENCEOBJECT Object)
        (patient ?MAF ?RELATIVEOBJECT)
        (patient ?MAF ?REFERENCEOBJECT))
    (exists (?BEFOREDISTANCE ?AFTERDISTANCE ?U)
        (and
            (instance ?BEFOREDISTANCE RealNumber)
            (instance ?AFTERDISTANCE RealNumber)
            (moves ?MAF ?RELATIVEOBJECT)
            (holdsDuring
                (BeginFn
                    (WhenFn ?MAF))
                (distance ?RELATIVEOBJECT ?REFERENCEOBJECT
                    (MeasureFn ?BEFOREDISTANCE ?U)))
            (holdsDuring
                (EndFn
                    (WhenFn ?MAF))
                (distance ?RELATIVEOBJECT ?REFERENCEOBJECT
                    (MeasureFn ?AFTERDISTANCE ?U)))
            (greaterThan ?AFTERDISTANCE ?BEFOREDISTANCE))))		 Mid-level-ontology.kif 34214-34234 If X is an instance of moving away from, Y is an instance of object, Z is an instance of object, Y is a patient of X, and Z is a patient of X, then there exist W, V and U such that W is an instance of real number and V is an instance of real number and Y moves during X and the distance between Y and Z is W U(s) holds during the beginning of the time of existence of X and the distance between Y and Z is V U(s) holds during the end of the time of existence of X and V is greater than W
(=>
    (and
        (instance ?MT MovingTowards)
        (instance ?RELATIVEOBJECT Object)
        (instance ?REFERENCEOBJECT Object)
        (patient ?MT ?REFERENCEOBJECT)
        (patient ?MT ?RELATIVEOBJECT))
    (exists (?BEFOREDISTANCE ?AFTERDISTANCE ?U)
        (and
            (instance ?BEFOREDISTANCE RealNumber)
            (instance ?AFTERDISTANCE RealNumber)
            (instance ?U UnitOfLength)
            (moves ?MT ?RELATIVEOBJECT)
            (holdsDuring
                (BeginFn
                    (WhenFn ?MT))
                (distance ?RELATIVEOBJECT ?REFERENCEOBJECT
                    (MeasureFn ?BEFOREDISTANCE ?U)))
            (holdsDuring
                (EndFn
                    (WhenFn ?MT))
                (distance ?RELATIVEOBJECT ?REFERENCEOBJECT
                    (MeasureFn ?AFTERDISTANCE ?U)))
            (greaterThan ?BEFOREDISTANCE ?AFTERDISTANCE))))		 Mid-level-ontology.kif 34241-34262 If X is an instance of moving towards, Y is an instance of object, Z is an instance of object, Z is a patient of X, and Y is a patient of X, then there exist W, V and U such that W is an instance of real number and V is an instance of real number and U is an instance of unit of length and Y moves during X and the distance between Y and Z is W U(s) holds during the beginning of the time of existence of X and the distance between Y and Z is V U(s) holds during the end of the time of existence of X and W is greater than V
(=>
    (and
        (physicalAmplitude ?T ?L)
        (patient ?T ?O))
    (exists (?P1 ?P2 ?T1 ?T2)
        (and
            (during ?T1
                (WhenFn ?T))
            (during ?T2
                (WhenFn ?T))
            (holdsDuring ?T1
                (located ?O ?P1))
            (holdsDuring ?T2
                (located ?O ?P2))
            (distance ?P1 ?P2 ?L))))		 Cars.kif 674-686 If the amplitude X is Y and Z is a patient of X, then All of the following hold: (1) there exist W, V,, , U (2) T such that U takes place during the time of existence of X (3) T takes place during the time of existence of X (4) Z is located at W holds during U (5) Z is located at V holds during T (6) the distance between W (7) V is Y
(=>
    (and
        (physicalAmplitude ?T
            (MeasureFn ?L ?U))
        (instance ?U UnitOfLength)
        (patient ?T ?O))
    (not
        (exists (?P1 ?P2 ?T1 ?T2 ?L2)
            (and
                (during ?T1
                    (WhenFn ?T))
                (during ?T2
                    (WhenFn ?T))
                (holdsDuring ?T1
                    (located ?O ?P1))
                (holdsDuring ?T2
                    (located ?O ?P2))
                (distance ?P1 ?P2
                    (MeasureFn ?L2 ?U))
                (greaterThan ?L2 ?L)))))		 Cars.kif 688-705 If the amplitude X is Y Z(s), Z is an instance of unit of length, and W is a patient of X, then there don't exist V, U,, , T,, , S and R such that T takes place during the time of existence of X and S takes place during the time of existence of X and W is located at V holds during T and W is located at U holds during S and the distance between V and U is R Z(s) and R is greater than Y
(=>
    (and
        (instance ?EC EngineCycle)
        (instance ?E InternalCombustionEngine)
        (instance ?P Piston)
        (instance ?U UnitOfLength)
        (part ?P ?E)
        (patient ?EC ?P)
        (eventLocated ?EC ?E)
        (pistonStroke ?E
            (MeasureFn ?LM ?U)))
    (not
        (exists (?T1 ?T2 ?L1 ?L2 ?D)
            (and
                (during ?T1
                    (WhenFn ?EC))
                (during ?T2
                    (WhenFn ?EC))
                (holdsDuring ?T1
                    (located ?P ?L1))
                (holdsDuring ?T2
                    (located ?P ?L2))
                (distance ?L1 ?L2
                    (MeasureFn ?D ?U))
                (greaterThan ?D ?LM)))))		 Cars.kif 1807-1829 If All of the following hold: (1) X is an instance of engine cycle (2) Y is an instance of internal combustion engine (3) Z is an instance of piston (4) W is an instance of unit of length (5) Z is a part of Y (6) Z is a patient of X (7) X is located at Y (8) the maximum distance that the pistons of engine Y travel is V W(s), then there don't exist U, T,, , S,, , R and Q such that U takes place during the time of existence of X and T takes place during the time of existence of X and Z is located at S holds during U and Z is located at R holds during T and the distance between S and R is Q W(s) and Q is greater than V
(=>
    (instance ?AREA UniformPerimeterArea)
    (exists (?WIDTH)
        (distance
            (InnerBoundaryFn ?AREA)
            (OuterBoundaryFn ?AREA) ?WIDTH)))		 Geography.kif 2283-2286 If X is an instance of uniform perimeter area, then there exists Y such that the distance between the inner boundary of X and the outer boundary of X is Y
(=>
    (elevation ?OBJECT ?HEIGHT)
    (exists (?DATUM)
        (and
            (properPart ?DATUM SeaLevel)
            (orientation ?OBJECT ?DATUM Vertical)
            (distance ?OBJECT ?DATUM ?HEIGHT))))		 Geography.kif 3365-3371 If X is an elevation of Y, then there exists Z such that Z is a proper part of sea level, Y is vertical to to Z, the distance between Y, and Z is X
(=>
    (and
        (elevation ?OBJECT
            (MeasureFn ?NUM ?UNIT))
        (instance ?UNIT UnitOfLength)
        (instance ?OBJECT LandForm))
    (exists (?HIGHPOINT)
        (and
            (top ?HIGHPOINT ?OBJECT)
            (distance ?HIGHPOINT SeaLevel
                (MeasureFn ?NUM ?UNIT)))))		 Geography.kif 3373-3381 If X Y(s) is an elevation of Z, Y is an instance of unit of length, and Z is an instance of land form, then there exists W such that the top of Z is W and the distance between W and sea level is X Y(s)
(=>
    (and
        (origin AntarcticCircumpolarCurrent ?START)
        (destination AntarcticCircumpolarCurrent ?FINISH))
    (distance ?START ?FINISH
        (MeasureFn 21000.0
            (KiloFn Meter))))		 Geography.kif 6239-6245 If antarctic circumpolar current originates at X and antarctic circumpolar current ends up at Y, then the distance between X and Y is 21000.0 1 thousand meters(s)
(<=>
    (attribute ?WATER OpenSea)
    (exists (?LAND ?DIST)
        (and
            (instance ?WATER SaltWaterArea)
            (not
                (instance ?WATER LandlockedWater))
            (distance ?LAND ?WATER
                (MeasureFn ?DIST NauticalMile))
            (greaterThan ?DIST 5.0))))		 Geography.kif 6253-6262 Open sea is an attribute of X if and only if there exist Y and Z such that X is an instance of salt water area and X is not an instance of landlocked water and the distance between Y and X is Z nautical mile(s) and Z is greater than 5.0
(=>
    (and
        (instance ?P Pulling)
        (agent ?P ?A)
        (patient ?P ?PULLED)
        (destination ?P ?D))
    (holdsDuring ?P
        (exists (?SMALLER ?LARGER)
            (and
                (distance ?A ?D ?SMALLER)
                (distance ?PULLED ?D ?LARGER)
                (greaterThan ?LARGER ?SMALLER)))))		 Military.kif 1034-1045 If X is an instance of pulling, Y is an agent of X, Z is a patient of X, and X ends up at W, then there exist V, U such that the distance between Y, W is V, the distance between Z, W is U, and U is greater than V holds during X
(=>
    (instance ?R ThreeDRadar)
    (hasPurpose ?R
        (exists (?D ?O ?A ?O ?L ?P)
            (and
                (instance ?D Discovering)
                (instrument ?D ?R)
                (destination ?D ?O)
                (instance ?O Object)
                (origin ?L ?O)
                (instance ?L ReflectingLight)
                (subProcess ?L ?D)
                (destination ?L ?P)
                (part ?P ?R)
                (agent ?D ?A)
                (instance ?A Human)
                (knows ?A
                    (exists (?DIST ?DEG ?HIGH)
                        (and
                            (distance ?O ?P ?DIST)
                            (relativeBearing ?O ?P ?DEG)
                            (altitude ?O ?P ?HIGH))))))))		 Transportation.kif 5316-5337 If X is an instance of three D radar, then All of the following hold: (1) X has the purpose there exist Y, Z,, , W,, , Z,, , V (2) U such that Y is an instance of discovering (3) X is an instrument for Y (4) Y ends up at Z (5) Z is an instance of object (6) V originates at Z (7) V is an instance of reflecting light (8) V is a subprocess of Y (9) V ends up at U (10) U is a part of X (11) W is an agent of Y (12) W is an instance of human (13) W knows there exist T, S (14) R such that the distance between Z (15) U is T (16) Z is relative bearing U for S (17) the altitude of Z relative to U is R
(=>
    (and
        (instance ?TC TropicalCyclone)
        (destination ?TC ?DEST)
        (instance ?DEST GeographicArea))
    (not
        (exists (?L ?SL ?X)
            (and
                (instance ?L LandArea)
                (instance ?SL Shoreline)
                (located ?DEST ?L)
                (distance ?L ?SL
                    (MeasureFn ?X Mile))
                (greaterThan ?X 200.0)))))		 Weather.kif 1118-1131 If X is an instance of tropical cyclone, X ends up at Y, and Y is an instance of geographic area, then there don't exist Z, W and V such that Z is an instance of land area and W is an instance of shoreline and Y is located at Z and the distance between Z and W is V mile(s) and V is greater than 200.0

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appearance as argument number 0
-------------------------


(distance BadwaterBasin SeaLevel
    (MeasureFn -86 Meter))		 Geography.kif 530-531 The distance between Badwater Basin and sea level is -86 meter(s)
(distance BadwaterBasin MountWhitney
    (MeasureFn 136 Kilometer))		 Geography.kif 532-533 The distance between Badwater Basin and Mount Whitney is 136 kilometer(s)


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