A076072
Largest multiple of n that can be formed by using the digits of the next n numbers, or 0 if no such number exists.
Original entry on oeis.org
1, 32, 654, 97180, 4321111115, 987622111110, 87654322222222, 9654333333332120, 987544444443333210, 98765555555444443210, 9876666666665555524130, 988777777777776666543120, 99998888888888877654321100
Offset: 1
-
precperm(p)={ my(t); forstep(i=#p-1,1,-1, p[i]>p[i+1] && for( j=1, #t=vecsort(vecextract(p,2^#p-2^(i-1)),,4), t[j]A076072(n)={ my(d=vecsort(Vec(concat(vector(n,i,Str(i+n*(n-1)/2)))),,4)); for( i=1, (#d)!, eval(concat(d))%n || break; d=precperm(d)); eval(concat(d))} \\ M. F. Hasler, Jul 24 2011
A076070
Smallest multiple of n that can be formed by using the digits of the next n numbers, or 0 if no such number exists.
Original entry on oeis.org
1, 32, 456, 17908, 1111112345, 101111226798, 22222222345687, 1022333333335496, 102333344444445789, 12344444555555567890, 1023455656565666676869, 102345666677777777777988, 10012345677888888888998899, 1000000011111122334455769999999998
Offset: 1
Original entry on oeis.org
1, 16, 152, 4477, 222222469, 16851871133, 3174603192241, 127791666666937, 11370371604938421, 1234444455555556789, 93041423324151516079, 8528805556481481481499, 770180436760683760692223, 71428572222223023889697857142857
Offset: 1
A193380
A192392(n)/n = largest m such that m*n is a concatenation of the numbers n(n-1)/2+1,...,n(n+1)/2.
Original entry on oeis.org
1, 16, 218, 24277, 282624223, 35336530286, 4038946460332, 454417916411629, 50493713793377093, 5554535251494847465, 605967851146914507796, 65648063122810597558064, 7069922221437372952524460, 714212835424956578936007364364293
Offset: 1
Showing 1-4 of 4 results.
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