Write MOE = ±z*√[phat(1 − phat) ÷ n].
I have a program for Casio Calculator which returns a proportion of area under the standard normal curve as 0.99900026 (equivalent to 99.9%) for -3.2905999 ≤ z* ≤ 3.2905999.
Place values to obtain Margin Of Error = ±3.2905999√[(0.628)(1 −0.628) ÷ 223], which simplifies to ±0.1065059675 equivalent to ±10.7%.