theorem
for
k being
Nat for
p being
Prime st
p * p <= k &
k < 38809 & not
p = 2 & not
p = 3 & not
p = 5 & not
p = 7 & not
p = 11 & not
p = 13 & not
p = 17 & not
p = 19 & not
p = 23 & not
p = 29 & not
p = 31 & not
p = 37 & not
p = 41 & not
p = 43 & not
p = 47 & not
p = 53 & not
p = 59 & not
p = 61 & not
p = 67 & not
p = 71 & not
p = 73 & not
p = 79 & not
p = 83 & not
p = 89 & not
p = 97 & not
p = 101 & not
p = 103 & not
p = 107 & not
p = 109 & not
p = 113 & not
p = 127 & not
p = 131 & not
p = 137 & not
p = 139 & not
p = 149 & not
p = 151 & not
p = 157 & not
p = 163 & not
p = 167 & not
p = 173 & not
p = 179 & not
p = 181 & not
p = 191 holds
p = 193