data:image/png;base64,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

lengthdata:image/png;base64,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Make a list of numbers and store it in a variable. Make a custom block (a little bit like the one above) that goes and reports the SMALLEST NUMBER in your list. Say it for 2 seconds. Brian,Carissa,Evangelina,Quincy,AliEvangelina03,12,8,9,230