Answer
There is not sufficient evidence to reject the claim of randomness.
Work Step by Step
$n_1$ is the number of odd digits among the data, $n_1=17$.
$n_2$ is the number of even digits among the data, $n_2=13$.
The value of $G$ (the test statistic) is the number of repeated values: $G=15$.
The critical value, determined by the table: $G_c=10,22$.
If $G$ is in the rejection region, we reject the null hypothesis. $10\lt15\lt22.$ Thus we fail to reject the null hypothesis
Hence there is not sufficient evidence to reject the claim of randomness.