802,359,150,003,121,605,557,551,380,867,519,560,344,356,971

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Number

$802 \, 359 \, 150 \, 003 \, 121 \, 605 \, 557 \, 551 \, 380 \, 867 \, 519 \, 560 \, 344 \, 356 \, 971$ is:

A prime number

The $1$st term of a prime quadruple:

$802 \, 359 \, 150 \, 003 \, 121 \, 605 \, 557 \, 551 \, 380 \, 867 \, 519 \, 560 \, 344 \, 356 \, 971$

$802 \, 359 \, 150 \, 003 \, 121 \, 605 \, 557 \, 551 \, 380 \, 867 \, 519 \, 560 \, 344 \, 356 \, 973$

$802 \, 359 \, 150 \, 003 \, 121 \, 605 \, 557 \, 551 \, 380 \, 867 \, 519 \, 560 \, 344 \, 356 \, 977$

$802 \, 359 \, 150 \, 003 \, 121 \, 605 \, 557 \, 551 \, 380 \, 867 \, 519 \, 560 \, 344 \, 356 \, 979$

Also see

• Previous  ... Next: Prime Number

Historical Note

According to David Wells in his Curious and Interesting Numbers of $1986$, this factoid appears in Volume $14$ issue $3$ of Journal of Recreational Mathematics, but this has not been corroborated.

Sources

• 1986: David Wells: Curious and Interesting Numbers ... (previous) ... (next): $802,359,150,003,121,605,557,551,380,867,519,560,344,356,971$
• 1997: David Wells: Curious and Interesting Numbers (2nd ed.) ... (previous) ... (next): $802,359,150,003,121,605,557,551,380,867,519,560,344,356,971$