data:image/png;base64,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

avglengthflightAvgYour average score is 2

i1There are times you shot . How many do you want to delete?Ensure that only one or however many the user want gone is deletedcounti10lengthDon't have it go forever.data:image/png;base64,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avgshowremrem being short hand/abbreviation for removetrue275654256