data:image/png;base64,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
chosenNumberOnechosenNumberTwoshowNumbersanswerWhat Is the answer?inputAnswertimepointschangeScoresaveScoressolveProblems
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startClick the button to practice 1x1 multiplication!3,4,5,6,90,2,3,6,971773.4Correct?,Correct,Correct,Wrong,Wrong,Correct,Correct,Correct,Correct,Wrong,Correct,Correct,Correct,Correct,Correct,Correct,Correct,Correct,Correct,Correct,Correct,Correct,WrongFIRST #,8,7,5,9,2,1,3,6,4,0,6,5,7,4,9,1,0,3,2,1,2,0SECOND #,1,9,7,5,8,6,3,2,4,0,0,4,8,3,6,1,2,9,7,8,5,7ANSWER,8,63,35,45,16,6,9,12,16,0,0,20,56,12,54,1,0,27,14,8,10,0YOUR ANS.,8,63,6,35,16,6,9,12,1,0,0,20,56,12,54,1,0,27,14,8,10,7TIME,2,2,3,4,1,1,1,1,3,1,1,2,2,1,2,1,2,2,1,1,1,69647120011010000