379was the smallest number that didn't have a nBAB on 2 January 2017. The next smallest number without a nBAB is 380. Note: 380 to 398, inclusive, did not have nBABs when this nBAB was created.MathBabbler Number Analyst (MBNA) output: ========================================= 379 is natural, counting, whole, integer 379 is odd (not even) 379 is extremely odd 379 proper divisors are: 1, 379 has 1 proper divisors 379 is deficient (sum of divisors is 1; ratio: 0.00263852) 379 is happy 379 is a Squarefree Number 379 is prime (not composite) ...Cousin prime with 383 ...Sexy prime with 373 ...Sexy Triplet prime with 367, 373 ...Truman Gerald (p+30) prime with 409 ...Truman Gerald (p-30) prime with 349 ...OEIS:002145 (4n+3; n=94) ...Left-truncatable prime ...Right-truncatable prime ...Strong prime 379 is Arithmetic (A003601) 379 is in OEIS::A117746 379 is the sum of 15 consecutive primes 379 = 3 + 5 + 7 + 11 + 13 + 17 + 19 + 23 + 29 + 31 + 37 + 41 + 43 + 47 + 53 379 in octal is 0573 379 in hexadecimal is 0x17b 379 in binary is 101111011 (is odious) 379 nearest square numbers: -18...21 (361...400 [20]) sqrt(379) = 19.4679 ln(379) = 5.93754 log(379) = 2.57864 379! is 2.48403e+814 379 is 120.639 Pi years 379 is 18 score and 19 years 379 written as a Roman numeral is CCCLXXIX 379 is 190^2 - 189^2 and 190 + 189 = 379 __________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________ 379 reciprocal is 0.002638522427440633245382585751978891820580474934036939313984168865435356200527704485488126649076517150395778364116094986807387862796833773087071240105540897097625329815303430079155672823218997361477572559366754617414248021108179419525065963060686015831134564643799472295514511873350923482849604221635883905013192612137203166226912928759894459102902374670184696569920844327176781 remainders: 1,10,100,242,146,323,198,85,92,162,104,282,167,154,24,240,126,123,93,172,204,145,313,98,222,325,218,285,197,75,371,299,337,338,348,69,311,78,22,220,305,18,180,284,187,354,129,153,14,140,263,356,149,353,119,53,151,373,319,158,64,261,336,328,248,206,165,134,203,135,213,235,76,2,20,200,105,292,267,17,170,184,324,208,185,334,308,48,101,252,246,186,344,29,290,247,196,65,271,57,191,15,150,363,219,295,297,317,138,243,156,44,61,231,36,360,189,374,329,258,306,28,280,147,333,298,327,238,106,302,367,259,316,128,143,293,277,117,33,330,268,27,270,47,91,152,4,40,21,210,205,155,34,340,368,269,37,370,289,237,96,202,125,113,372,309,58,201,115,13,130,163,114,3,30,300,347,59,211,215,255,276,107,312,88,122,83,72,341,378,369,279,137,233,56,181,294,287,217,275,97,212,225,355,139,253,256,286,207,175,234,66,281,157,54,161,94,182,304,8,80,42,41,31,310,68,301,357,159,74,361,199,95,192,25,250,226,365,239,116,23,230,26,260,326,228,6,60,221,315,118,43,51,131,173,214,245,176,244,166,144,303,377,359,179,274,87,112,362,209,195,55,171,194,45,71,331,278,127,133,193,35,350,89,132,183,314,108,322,188,364,229,16,160,84,82,62,241,136,223,335,318,148,343,19,190,5,50,121,73,351,99,232,46,81,52,141,273,77,12,120,63,251,236,86,102,262,346,49,111,352,109,332,288,227,375,339,358,169,174,224,345,39,11,110,342,9,90,142,283,177,254,266,7,70,321,178,264,366,249,216,265,376,349,79,32,320,168,164,124,103,272,67,291,257,296,307,38,1

**Creator:** Gerald Thurman
[gthurman@gmail.com]

**Created:** 02 January 2017

This work is licensed under a Creative Commons Attribution 3.0 United States License.