In a science experiment, result X is expected to occur $25\%$ of the time and result Y is expected to occur the remaining $75\%$ of the time. The following code segment is intended to simulate the experiment if there are $100$ trials. Line $1$: xCount $0$ Line $2$: yCount $0$ Line $3$: REPEAT $100$ TIMES Line $4$: $\{$ Line $5$: IF$($RANDOM$(1,4)=1)$ Line $6$: $\{$ Line $7$: xCount xCount $+1$ Line $8$: $\}$ Line $9$: IF$($RANDOM$(1,4)>1)$ Line $10$: $\{$ Line $11$: yCount yCount $+1$ Line $12$: $\}$ Line $13$: $\}$ Line $14$: DISPLAY$("$Result X occurred"$)$ Line $15$: DISPLAY$($xCount$)$ Line $16$: DISPLAY$("$times and result Y occurred"$)$ Line $17$: DISPLAY$($yCount$)$ Line $18$: DISPLAY$("$times$.")$ A programmer runs the code segment, and the following message is displayed. Result X occurred $24$ times and result Y occurred $70$ times. The result shows that $94$ trials were counted, rather than the intended $100$ trials. Which of