10,112,359,550,561,797,752,808,988,764,044,943,820,224,719

Number
$10 \, 112 \, 359 \, 550 \, 561 \, 797 \, 752 \, 808 \, 988 \, 764 \, 044 \, 943 \, 820 \, 224 \, 719$ is:
 * $3^4 \times 11^2 \times 23 \times 101 \times 4093 \times 8779 \times 21 \, 649 \times 513 \, 239 \times 1 \, 052 \, 788 \, 969 \times 1 \, 056 \, 689 \, 261$


 * The one and only one positive integer $N$ such that if you move the last digit to the front, the result is the positive integer $9 N$:
 * $10 \, 112 \, 359 \, 550 \, 561 \, 797 \, 752 \, 808 \, 988 \, 764 \, 044 \, 943 \, 820 \, 224 \, 719 \times 9 = 91 \, 011 \, 235 \, 955 \, 056 \, 179 \, 775 \, 280 \, 898 \, 876 \, 404 \, 494 \, 382 \, 022 \, 471$

Also see

 * Integer which is Multiplied by 9 when moving Last Digit to First