1,322,314,049,613,223,140,496

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Number

$1 \, 322 \, 314 \, 049 \, 613 \, 223 \, 140 \, 496$ is:

$2^4 \times 11^2 \times 23^2 \times 4093^2 \times 8779^2$

The $36 \, 363 \, 636 \, 364$th square number:

$1 \, 322 \, 314 \, 049 \, 613 \, 223 \, 140 \, 496 = 36 \, 363 \, 636 \, 364 \times 36 \, 363 \, 636 \, 364$

A square number which can be split into two identical halves:

$1 \, 322 \, 314 \, 049 \, 613 \, 223 \, 140 \, 496 = 36 \, 363 \, 636 \, 364^2$

Also see

• Number whose Square is in 2 Identical Halves

• Previous  ... Next: Square Number

Sources

• 1986: David Wells: Curious and Interesting Numbers ... (previous) ... (next): $36,363,636,364$
• 1997: David Wells: Curious and Interesting Numbers (2nd ed.) ... (previous) ... (next): $36,363,636,364$