PROGRAMACIÓN data:image/jpeg;base64,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
{"81.0445_48.1481":[{"id":11724459,"answer":"PROGRAMACIÓN LINEAL","x":81.0445,"y":48.1481},{"id":11724460,"answer":"ORIENTADA A OBJETOS","x":81.0445,"y":48.1481},{"id":11724461,"answer":"ESTRUCTURADA","x":81.0445,"y":48.1481}]}
Arrastra la opción correcta hasta el punto naranja
PROGRAMACIÓN LINEAL
PROGRAMACIÓN LINEAL
ORIENTADA A OBJETOS
ORIENTADA A OBJETOS
ESTRUCTURADA
ESTRUCTURADA