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

110i

Marlon Wool and Marta Napiorkowska.

Marta Napiorkowska and Marlon Wool.

Marta Napiorkowska & Marlon Wool, period 3

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-50,20-95,-90-40,900,2040,9095,-9075,-9032.5,520,-7.5-32.5,52-75,-90-95,-90