3162083

Appears in sequences

• Square roots of A068809.at n=37A068947
• Numbers whose squares have a digit average greater than 8.at n=3A164841
• a(n) is the smallest m for which there appears for the first time a prime p which equals odd part of sum of digits of m^2.at n=19A225430
• Numbers whose squares have a digit average of 8 or more.at n=5A360803
• Numbers > 9 with increasingly large digit average of their square, in base 10.at n=9A362264
• Largest number k for which k^2 is n digits long and has the maximum sum of digits possible for such a square (A371728(n)).at n=12A379298