Deletable Prime/Examples/410,256,793

Example of Deletable Prime

$410 \, 256 \, 793$ is a deletable prime.

The following sequence can be created by deleting one digit at a time from $410 \, 256 \, 793$:

$\ds 410 \, 256 \, 793$

$\ds $

$\ds 41 \, 256 \, 793$

$\ds $

is the $2 \, 505 \, 395$th prime

$\ds 4 \, 125 \, 673$

$\ds $

is the $294 \, 437$th prime

$\ds 415 \, 673$

$\ds $

is the $35 \, 054$th prime

$\ds 45 \, 673$

$\ds $

is the $4733$rd prime

$\ds 4567$

$\ds $

is the $619$th prime

$\ds 467$

$\ds $

is the $91$st prime

$\ds 67$

$\ds $

is the $19$th prime

$\ds 7$

$\ds $

is the $4$th prime

$\blacksquare$

Weisstein, Eric W. "Deletable Prime." From MathWorld--A Wolfram Web Resource. https://mathworld.wolfram.com/DeletablePrime.html