data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADoVJREFUeF7t1cEJAAAIxDDdf2m3sJ+4wEEQuuMIECBAgACBd4F9XzRIgAABAgQIjAB7AgIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+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+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==sum0itemaveragelength1The average test score was length21901The new scores are...2length1169180269280369380469480569580669680769780869880969980106910801Now, if any test scores are above 100 points, I am changing them back to 100.3.2511002100210031004100510061007100810091001010072,70,92,79,65,96,63,92,88,60777177.7011