Super-d numbers: Difference between revisions

Content added Content deleted
(Replace `^` notation with actual superscripts in task description)
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super-8: 185423, 641519, 1551728, 1854230, 6415190, 12043464, 12147605, 15517280, 16561735, 18542300
super-8: 185423, 641519, 1551728, 1854230, 6415190, 12043464, 12147605, 15517280, 16561735, 18542300
super-9: 17546133, 32613656, 93568867, 107225764, 109255734, 113315082, 121251742, 175461330, 180917907, 182557181</pre>
super-9: 17546133, 32613656, 93568867, 107225764, 109255734, 113315082, 121251742, 175461330, 180917907, 182557181</pre>

=={{header|Nim}}==
{{libheader|bignum}}
Using only the standard library, we would be limited to "d = 2, 3, 4". So, here is the program using the third-party library "bignum".

<lang Nim>import sequtils, strutils, times
import bignum

iterator superDNumbers(d, maxCount: Positive): Natural =
var count = 0
var n = 2
let e = culong(d) # Bignum ^ requires a culong as exponent.
let pattern = repeat(chr(d + ord('0')), d)
while count != maxCount:
if pattern in $(d * n ^ e):
yield n
inc count
inc n, 1

let t0 = getTime()
for d in 2..9:
echo "First 10 super-$# numbers:".format(d)
echo toSeq(superDNumbers(d, 10)).join(" ")
echo "Time: ", getTime() - t0</lang>

{{out}}
<pre>First 10 super-2 numbers:
19 31 69 81 105 106 107 119 127 131
First 10 super-3 numbers:
261 462 471 481 558 753 1036 1046 1471 1645
First 10 super-4 numbers:
1168 4972 7423 7752 8431 10267 11317 11487 11549 11680
First 10 super-5 numbers:
4602 5517 7539 12955 14555 20137 20379 26629 32767 35689
First 10 super-6 numbers:
27257 272570 302693 323576 364509 502785 513675 537771 676657 678146
First 10 super-7 numbers:
140997 490996 1184321 1259609 1409970 1783166 1886654 1977538 2457756 2714763
First 10 super-8 numbers:
185423 641519 1551728 1854230 6415190 12043464 12147605 15517280 16561735 18542300
First 10 super-9 numbers:
17546133 32613656 93568867 107225764 109255734 113315082 121251742 175461330 180917907 182557181
Time: 1 minute, 43 seconds, 647 milliseconds, 920 microseconds, and 938 nanoseconds</pre>


=={{header|Pascal}}==
=={{header|Pascal}}==