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use Math::Primesieve;
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my $sieve = Math::Primesieve.new;
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my $max = 1_000_000;
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my @primes = $sieve.primes($max);
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my $filter = @primes.Set;
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my $primes = @primes.categorize: &successive;
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sub successive ($i) {
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gather {
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take '2' if $filter{$i + 2};
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take '1' if $filter{$i + 1};
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take '2_2' if all($filter{$i «+« (2,4)});
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take '2_4' if all($filter{$i «+« (2,6)});
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take '4_2' if all($filter{$i «+« (4,6)});
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take '6_4_2' if all($filter{$i «+« (6,10,12)}) and
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none($filter{$i «+« (2,4,8)});
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}
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}
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sub comma { $^i.flip.comb(3).join(',').flip }
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for (2,), (1,), (2,2), (2,4), (4,2), (6,4,2) -> $succ {
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say "## Sets of {1+$succ} successive primes <= { comma $max } with " ~
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"successive differences of { $succ.join: ', ' }";
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my $i = $succ.join: '_';
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for 'First', 0, ' Last', * - 1 -> $where, $ind {
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say "$where group: ", join ', ', [\+] flat $primes{$i}[$ind], |$succ
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}
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say ' Count: ', +$primes{$i}, "\n";
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}
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use Math::Primesieve;
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constant $max = 1_000_000;
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constant @primes = Math::Primesieve.primes($max);
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constant @diffs = @primes.skip Z- @primes;
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say "Given all ordered primes <= $max, sets with successive differences of:";
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for (2,), (1,), (2,2), (2,4), (4,2), (6,4,2) -> @succ {
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my $size = @succ.elems;
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my @group_start_offsets = @diffs.rotor( $size => 1-$size )
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.grep(:k, { $_ eqv @succ });
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my ($first, $last) = @group_start_offsets[0, *-1]
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.map: { @primes.skip($_).head($size + 1) };
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say sprintf '%10s has %5d sets: %15s … %s',
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@succ.gist, @group_start_offsets.elems, $first, $last;
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}
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