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

110i

Jaida Sahin and Sanjid Ali Period 4

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Jaida Sahin and Sanjid Ali Period 4

Jaida Sahin and Sanjid Ali Period 4.

-50,20-10,12010,12050,2030,2020,50-20,50-30,2020,120-20,120-30,60-60,60-60,2020,2020,120