data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCThe average length of thelong names is 2First time in a while we have built a block to be used with more than one list!There are with long names 2

Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,Azaria,Shamyia,Kyshia,YarkaraLauren,Daniel,Christopher,Makayla,Angelina,Victor,Azaria,Shamyia,Kyshia,Yarkara