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diff --git a/challenge-003/fjwhittle/README b/challenge-003/fjwhittle/README
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+Solution by Francis Whittle
diff --git a/challenge-003/fjwhittle/perl6/ch-1.p6 b/challenge-003/fjwhittle/perl6/ch-1.p6
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+#!/usr/bin/env perl6
+
+use v6;
+
+subset Count of Int where * > 0;
+
+#| Script to generate 5-smooth numbers
+unit sub MAIN(
+  Count :n(:$count) = 20, #= How many 5-smooth numbers to generate.
+  *@print #= specific indices to show.
+);
+
+# Use a lazy list to generate 5-smooth numbers
+my @smooth5 = lazy gather {
+  take 1; # 1 is the first
+
+  # Initialize some iteration counters.
+  my ($i2, $i3, $i5) = 0 xx 3;
+
+  # I wanted to use actualy Iterators here, but couldn't figure out how to not
+  # pull elements that didn't exist yet.
+
+  # Generate the next number for each divisor
+  my $n2 = @smooth5[$i2++] * 2;
+  my $n3 = @smooth5[$i3++] * 3;
+  my $n5 = @smooth5[$i5++] * 5;
+
+  # Just keep generating.  Does the list become sparse?  I don't know!
+  loop {
+    # Minimum of the latest iterations
+    my $n = ($n2, $n3, $n5).min;
+    take $n;
+
+    # Advance the generators that matched.
+    $n2 == $n and $n2 = @smooth5[$i2++] * 2;
+    $n3 == $n and $n3 = @smooth5[$i3++] * 3;
+    $n5 == $n and $n5 = @smooth5[$i5++] * 5;
+  }
+}
+
+@smooth5.[^$count].say;
+
+for @print -> $n {
+  ($n.fmt('%7d') ~ ': ' ~ @smooth5[$n-1]).say;
+}
diff --git a/challenge-003/fjwhittle/perl6/ch-2.p6 b/challenge-003/fjwhittle/perl6/ch-2.p6
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+++ b/challenge-003/fjwhittle/perl6/ch-2.p6
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+#!/usr/bin/env perl6
+
+use v6;
+
+subset Count of Int where * >= 3;
+
+#| Generates a single row of the triangle.
+multi sub generate-row(Int $n) {
+  my @row = [1];
+
+  for 1..^$n -> $m {
+    my $fr = ($n - $m) / $m;
+    @row.push: @row.tail * $fr;
+  }
+
+  @row;
+}
+
+#| Generate Pascal's Triangle
+sub MAIN(
+  Count :$rows = 3 #= Number of rows to make (minimum 3).
+) {
+  generate-row($_).put for 1..$rows;
+}