data:image/png;base64,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data: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==The average temperature of the week is degrees.4The highest temperature of the week is degrees.4The number of days with a temperature above 75 degrees is .4The lowest temperature of the week is degrees.498,75,44,56,99,47,5299875,474718,9944