Concept Binary Tree

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BLS Symbole (Suchergebnisse für "boat")

boat_ladder.png CID: 22892

boat.png CID: 101

boathouse.png CID: 7727

boating.png CID: 100000990

cabin_(boat).png CID: 5000683573362131

crew_(boat).png CID: 100001728

galley_(boat).png CID: 100002718

houseboat.png CID: 7648

lifeboat.png CID: 29059

motorboat_sport.png CID: 3312351255533922

motorboat.png CID: 81392247

paddle_boat.png CID: 10686

pedal_boat.png CID: 10629

pilot_boat.png CID: 19401

pontoon_boat.png CID: 100004652

port_(boat).png CID: 1704365179

pushboat.png CID: 872921

river_boat.png CID: 933835

rowing_boat.png CID: 100005169

rubber_boat.png CID: 48360

Seite 1 von 2 (25 Symbole insgesamt)

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Concept Relations: boat

CBT Tree (Root: boat)

z = boat
├─ s = canoe
├─ s = houseboat
├─ s = lifeboat
├─ s = motorboat
├─ s = paddle_boat
├─ s = pedal_boat
├─ s = pilot_boat
├─ s = pushboat
├─ s = river_boat
├─ s = rubber_boat
├─ s = sailboat
├─ s = water_bike
├─ s = wreckage_(boat)
├─ o = boathouse
├─ o = boat_house
├─ o = boat_ladder
├─ o = cabin_(boat)
├─ o = deck
├─ o = harbour
├─ o = keel
├─ o = pier
├─ o = port_(boat)
├─ o = sea_captain
└─ o = ship

CBT Tree (is-root) (zi = canoe, is, boat)

z = canoe
├─ o = canoeing
├─ x = boat
└─ y = paddle

CBT Tree (is-root) (zi = lifeboat, is, boat)

z = lifeboat
├─ x = boat
└─ y = help

CBT Tree (is-root) (zi = pedal_boat, is, boat)

z = pedal_boat
├─ o = pedalo
├─ x = boat
└─ y = legs_and_feet

CBT Tree (is-root) (zi = pilot_boat, is, boat)

z = pilot_boat
├─ x = boat
└─ y = leadership

CBT Tree (is-root) (zi = pushboat, is, boat)

z = pushboat
├─ x = boat
└─ y = push

CBT Tree (is-root) (zi = river_boat, is, boat)

z = river_boat
├─ x = boat
└─ y = river

CBT Tree (is-root) (zi = sailboat, is, boat)

z = sailboat
├─ s = yacht
├─ o = sailing_boat
├─ o = sailor
├─ x = boat
└─ y = sail

CBT Tree (is-root) (zi = water_bike, is, boat)

z = water_bike
├─ x = boat
└─ y = legs_and_feet

CBT Tree (is-root) (zi = wreckage_(boat), is, boat)

z = wreckage_(boat)
├─ x = boat
└─ y = destruction
├─ y1 = opposite
└─ y2 = production