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00

110i

Rose Mekinulov and Cyrus Mika Period 4.

00-50,20-10,12010,12050,2030,2020,50-20,50-30,20-50,20-50,-75-50,5025,5040,1040,-2050,-7030,-7015,-20-30,-20-30,-75-50,-7550,5010,5010,-5050,-5050,-3525,-3525,3550,3550,50