"65536 is a positive integer equal to \\(2^{16} = 2^{2^{2^{2}}} = 2 \\uparrow\\uparrow 4 = 2 \\uparrow\\uparrow\\uparrow 3\\). It is the largest power tower of 2's that can be expressed in a compact digital form (as \\(2 \\uparrow\\uparrow 5\\) is an integer of 19729 decimal digits). It is also the only nontrivial result of pentation expressible in compact digital form \u2014 \\(^52\\) has 19729 decimal digits, and \\(^62\\) has well over a googol decimal digits. It is found commonly in computer science, being the number of different values expressible in 16 bits (a short integer)."@en . . . . "65536"@en . . . . . "65536 is a positive integer equal to \\(2^{16} = 2^{2^{2^{2}}} = 2 \\uparrow\\uparrow 4 = 2 \\uparrow\\uparrow\\uparrow 3\\). It is the largest power tower of 2's that can be expressed in a compact digital form (as \\(2 \\uparrow\\uparrow 5\\) is an integer of 19729 decimal digits). It is also the only nontrivial result of pentation expressible in compact digital form \u2014 \\(^52\\) has 19729 decimal digits, and \\(^62\\) has well over a googol decimal digits. It is found commonly in computer science, being the number of different values expressible in 16 bits (a short integer). Its full name in English is \"sixty-five thousand five hundred thirty-six.\" Sbiis Saibian calls this number octal-clover mite. Username5243 calls this number Binary-Dooquol or Binary-Tootol, and it's equal to 2[2]4 = 2[3]3 in Username5243's Array Notation."@en .