data:image/png;base64,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

indexT1

output7

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high is 2storeHighThe average is 2There are days that have a high above 75 degrees Farenheit2Want to clear?yesSun,Mon,Tue,Wed,Thu,Fri,Sat821,32,43,24,534,543,56567885.57142857142865656false