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Triplet of three numbers: Difference between revisions
m
→{{header|REXX}}: added whitespace to the output.
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call genP /*build array of semaphores for primes.*/
w= length( commas(hi) ) /*the width of the largest number. */
ow=
@primTrip= ' prime triplets such that N-1, N+3, N+5 are prime, N < ' commas(hi)
say ' N │'center(@primTrip, 1 + (ow+1) ) /*display the title for the output grid*/
say '───────┼'center("" , 1 + (ow+1), '─') /* " " header " " " " */
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{{out|output|text= when using the default inputs:}}
<pre>
N │ prime triplets such that N-1, N+3, N+5 are prime, N < 6,000
───────┼────────────────────────────────────────────────────────────────────────
8 │ (N-1)= 7 (N+3)= 11 (N+5)= 13
14 │ (N-1)= 13 (N+3)= 17 (N+5)= 19
38 │ (N-1)= 37 (N+3)= 41 (N+5)= 43
68 │ (N-1)= 67 (N+3)= 71 (N+5)= 73
98 │ (N-1)= 97 (N+3)= 101 (N+5)= 103
104 │ (N-1)= 103 (N+3)= 107 (N+5)= 109
194 │ (N-1)= 193 (N+3)= 197 (N+5)= 199
224 │ (N-1)= 223 (N+3)= 227 (N+5)= 229
278 │ (N-1)= 277 (N+3)= 281 (N+5)= 283
308 │ (N-1)= 307 (N+3)= 311 (N+5)= 313
458 │ (N-1)= 457 (N+3)= 461 (N+5)= 463
614 │ (N-1)= 613 (N+3)= 617 (N+5)= 619
824 │ (N-1)= 823 (N+3)= 827 (N+5)= 829
854 │ (N-1)= 853 (N+3)= 857 (N+5)= 859
878 │ (N-1)= 877 (N+3)= 881 (N+5)= 883
1,088 │ (N-1)= 1,087 (N+3)= 1,091 (N+5)= 1,093
1,298 │ (N-1)= 1,297 (N+3)= 1,301 (N+5)= 1,303
1,424 │ (N-1)= 1,423 (N+3)= 1,427 (N+5)= 1,429
1,448 │ (N-1)= 1,447 (N+3)= 1,451 (N+5)= 1,453
1,484 │ (N-1)= 1,483 (N+3)= 1,487 (N+5)= 1,489
1,664 │ (N-1)= 1,663 (N+3)= 1,667 (N+5)= 1,669
1,694 │ (N-1)= 1,693 (N+3)= 1,697 (N+5)= 1,699
1,784 │ (N-1)= 1,783 (N+3)= 1,787 (N+5)= 1,789
1,868 │ (N-1)= 1,867 (N+3)= 1,871 (N+5)= 1,873
1,874 │ (N-1)= 1,873 (N+3)= 1,877 (N+5)= 1,879
1,994 │ (N-1)= 1,993 (N+3)= 1,997 (N+5)= 1,999
2,084 │ (N-1)= 2,083 (N+3)= 2,087 (N+5)= 2,089
2,138 │ (N-1)= 2,137 (N+3)= 2,141 (N+5)= 2,143
2,378 │ (N-1)= 2,377 (N+3)= 2,381 (N+5)= 2,383
2,684 │ (N-1)= 2,683 (N+3)= 2,687 (N+5)= 2,689
2,708 │ (N-1)= 2,707 (N+3)= 2,711 (N+5)= 2,713
2,798 │ (N-1)= 2,797 (N+3)= 2,801 (N+5)= 2,803
3,164 │ (N-1)= 3,163 (N+3)= 3,167 (N+5)= 3,169
3,254 │ (N-1)= 3,253 (N+3)= 3,257 (N+5)= 3,259
3,458 │ (N-1)= 3,457 (N+3)= 3,461 (N+5)= 3,463
3,464 │ (N-1)= 3,463 (N+3)= 3,467 (N+5)= 3,469
3,848 │ (N-1)= 3,847 (N+3)= 3,851 (N+5)= 3,853
4,154 │ (N-1)= 4,153 (N+3)= 4,157 (N+5)= 4,159
4,514 │ (N-1)= 4,513 (N+3)= 4,517 (N+5)= 4,519
4,784 │ (N-1)= 4,783 (N+3)= 4,787 (N+5)= 4,789
5,228 │ (N-1)= 5,227 (N+3)= 5,231 (N+5)= 5,233
5,414 │ (N-1)= 5,413 (N+3)= 5,417 (N+5)= 5,419
5,438 │ (N-1)= 5,437 (N+3)= 5,441 (N+5)= 5,443
5,648 │ (N-1)= 5,647 (N+3)= 5,651 (N+5)= 5,653
5,654 │ (N-1)= 5,653 (N+3)= 5,657 (N+5)= 5,659
5,738 │ (N-1)= 5,737 (N+3)= 5,741 (N+5)= 5,743
───────┴────────────────────────────────────────────────────────────────────────
Found 46 prime triplets such that N-1, N+3, N+5 are prime, N < 6,000
</pre>
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