Dans la figure ci-dessous, \( IJKL \) est un parallélogramme.
{"init": {"range": [[-1.0, 7.573531732552588], [-1.0, 5.918678957707271]], "scale": [40, 40]}, "label": [[[0.0, 0.0], "I", "below left", {}], [[3.5, 0.0], "J", "below", {}], [[6.573531732552588, 4.918678957707271], "K", "above right", {}], [[3.073531732552589, 4.918678957707271], "L", "above", {}]], "line": [[[0.0, 0.0], [3.5, 0.0], {"subtype": "segment"}], [[3.5, 0.0], [6.573531732552588, 4.918678957707271], {"subtype": "segment"}], [[6.573531732552588, 4.918678957707271], [3.073531732552589, 4.918678957707271], {"subtype": "segment"}], [[3.073531732552589, 4.918678957707271], [0.0, 0.0], {"subtype": "segment"}]]}
On sait que \( \widehat{KLI} = 122° \text{ et } \widehat{JKL} = 58° \)
Donner la mesure de l'angle \( \widehat{IJK} \).
On donnera la réponse suivie de l'unité qui convient.