data:image/png;base64,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

sumofNAMES5 is the avrage name lenght2

sumof#sthis is the sum..... 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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Add or change the names to what you want, test the function. Look inside the grey block...there's nothing there. Can you help find the longest name in the list? Add or change the names to what you want, test the function. Look inside the grey block...there's nothing there. Can you help find the longest name in the list? 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 sum of all numbers in the list. Say this number for 2 seconds Hint: Make a script variable called "sum" and keep adding to it inside of a for loop. Then ,report it after the loop. sumof#sthis is the sum..... 2sorted numberssortedthe smallest number in the list is 121,3,7,9,3525193,3,3,4,7ji