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$(88.89+80.60+52.63+100)/4 = 80.53$ $(88.89+80.60+52.63)/3 = 74.04$
It seems very unintuitive to get the 78.97 unweighted score from the leaderboards...
The text was updated successfully, but these errors were encountered:
the unweighted score is not calculated from the average of beginner level,
intermediate level, and advanced level. Instead, it is (the number of questions passed unit test / number of totals questions)
the unweighted score is not calculated from the average of beginner level, intermediate level, and advanced level. Instead, it is (the number of questions passed unit test / number of totals questions)
Thanks for clarification, why not specify it in the documentation as well? @brightmart
It seems very unintuitive to get the
78.97
unweighted score from the leaderboards...The text was updated successfully, but these errors were encountered: