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diff --git a/challenge-101/simon-proctor/raku/ch-2.raku b/challenge-101/simon-proctor/raku/ch-2.raku
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+#!/usr/bin/env raku
+
+use v6;
+
+class Point {...}
+class Vector {...}
+class Triangle {...}
+
+sub p( *@ (Rat() $x, Rat() $y) ) {
+    Point.new( :$x, :$y );
+}
+
+sub v( *@ (Point $p1, Point $p2) ) {
+    Vector.new( :$p1, :$p2 );
+}
+
+sub t( *@ (Point $p1, Point $p2, Point $p3 ) ) {
+    Triangle.new( :$p1, :$p2, :$p3 )
+}
+
+class Point {
+    has Rat() $.x;
+    has Rat() $.y;
+}
+
+class Vector {
+    has Point $.p1;
+    has Point $.p2;
+
+    method len() {
+	( ($.p1.x - $.p2.x)² + ($.p1.y - $.p2.y)² ).sqrt;
+    }
+}
+
+class Triangle {
+    has Point $.p1;
+    has Point $.p2;
+    has Point $.p3;
+
+    method area() {
+	my \a = v($.p1,$.p2).len;
+	my \b = v($.p1,$.p3).len;
+	my \c = v($.p2,$.p3).len;
+	my \s = (a + b + c) / 2;
+	return ( s * (s - a) * (s - b) * (s - c) ).sqrt;
+    }
+
+    method point-inside( Point $pn ) {
+	my $*TOLERANCE = .0000001;
+	return self.area =~=
+	( t($pn, $.p1, $.p2).area +
+	  t($pn, $.p1, $.p3).area +
+	  t($pn, $.p2, $.p3).area );
+    }
+}
+
+#| Run tests
+multi sub MAIN("test") {
+    use Test;
+    isa-ok( p(2,3), Point, "Point Creation OK" ); 
+    isa-ok( v(p(0,0), p(2,2)), Vector, "Vector Creation OK" );
+    isa-ok( t(p(0,0), p(0,3), p(4,0)), Triangle, "Triangle Creation OK" );
+    is( v(p(0,0), p(3,4)).len, 5, "Vector Length works" );
+    is( t(p(0,0), p(0,3), p(4,0)).area, 6, "Triangle Area works" );
+    is( t(p(0,1),p(1,0),p(2,2)).point-inside(p(0,0)), False, "Origin not in Triangle" );
+    is(	t(p(1,1),p(-1,1),p(0,-3)).point-inside(p(0,0)), True, "Origin in Triangle" );
+    is(	t(p(0,1),p(2,0),p(-6,0)).point-inside(p(0,0)), True, "Origin on edge test" );
+}
+
+#| Does the triangle made from the 6 gives points contain the origin?
+multi sub MAIN( Rat() $p1x, Rat() $p1y,
+		Rat() $p2x, Rat() $p2y,
+		Rat() $p3x, Rat() $p3y ) {
+    say t(p($p1x,$p1y),
+	  p($p2x,$p2y),
+	  p($p3x,$p3y)).point-inside(p(0,0)) ?? 1 !! 0;   
+}