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Przecięcie 2 odcinków

Przykładowe zapytanie

{ "lines": [ { "start": {"x": 1, "y": 1}, "end": {"x": 5, "y": 20} }, { "start": {"x": 3, "y": 15}, "end": {"x": 10, "y": 2} } ] }

Odcinki Współliniwe : { "lines": [ { "start": {"x": 5, "y": 5}, "end": {"x": 10, "y": 10} }, { "start": {"x": 5, "y": 5}, "end": {"x": 10, "y": 10} } ] }

Odcinki równoległe, ale nie współliniowe: { "lines": [ { "start": {"x": 2, "y": 2}, "end": {"x": 8, "y": 8} }, { "start": {"x": 5, "y": 1}, "end": {"x": 11, "y": 7} } ] }

Odcinki z jednym wspólnym końcem: { "lines": [ { "start": {"x": 2, "y": 2}, "end": {"x": 8, "y": 8} }, { "start": {"x": 8, "y": 8}, "end": {"x": 12, "y": 12} } ] }

Odcinki nachodzące na siebie: { "lines": [ { "start": {"x": 2, "y": 2}, "end": {"x": 8, "y": 8} }, { "start": {"x": 6, "y": 6}, "end": {"x": 12, "y": 12} } ] }

Odcinki pionowe lub poziome: { "lines": [ { "start": {"x": 2, "y": 2}, "end": {"x": 2, "y": 8} }, { "start": {"x": 1, "y": 5}, "end": {"x": 5, "y": 5} } ] }

Przykładowa odpowiedź

{ "line1": { "start": { "x": 2, "y": 2 }, "end": { "x": 8, "y": 8 } }, "line2": { "start": { "x": 6, "y": 6 }, "end": { "x": 12, "y": 12 } }, "isIntersect": true, "intersection_point": null, "chart": 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}

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