data:image/png;base64,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data:image/png;base64,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 socres

2Level 22L2scoresAns200000qsL2What is 21+52what is 31x5?what is 256-789what is 2/10whcih is an even number? 3 or 10?L2coreeAns73155-5330.210

i15find socres

streak

7,15,186,8,35T,T,T,T,T7,15,186,8,3What is 2+5,what is 3x5?,what is 234-48,what is 72/9,whcih is an odd number? 3 or 10?3What is 21+52,what is 31x5?,what is 256-789,what is 2/10,whcih is an even number? 3 or 10?73,155,-533,0.2,10T,T,T,T,T73,155,-533,0.2,10