U3 Test Aiden Lee I used the keep block and map block in order to find the total value of each gender. With the total number of people for each gender, I used a "for each item in list" block to find the percentages for each score of each gender. With this I made a block to to draw the pie chart. I used a custom block within the pie chart custom block which drew the individual slices. Using the percentages I had gotten, I drew each slice to the according radius and percentage.data:image/png;base64,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data:image/png;base64,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Female percentagesitem

Female Scores5010020

100075

Male Scores-15010020

-100075

3320AP CSP,1637,5,MAP CSP,1002,5,FAP CSP,2414,4,MAP CSP,692,4,FAP CSP,4133,3,MAP CSP,650,3,FAP CSP,1861,2,MAP CSP,369,2,FAP CSP,906,1,MAP CSP,607,1,F1095115,22,38,17,830,21,20,11,18