diff --git a/output/README.md b/output/README.md
new file mode 100644
index 0000000..b9d0bb9
--- /dev/null
+++ b/output/README.md
@@ -0,0 +1,20 @@
+# The Ray Tracer Challenge Output Images
+
+- These are the the images that are generated at the end of their respective chapters at the end of the Ray Tracer 
+Challenge and converted to PNG.
+
+- **Be aware** that you look at the following images (depicted for artistic purposes only) at your own discretion.
+
+
+- In particular, the file `ch15_world2.png` depicts ray tracing of male genitalia, and should not
+be viewed by anyone who is not prepared to see such a thing. This is the rendering an open source male genitalia file
+with:
+    - 49,156 points, each with a surface normal; amd
+    - 49,152 quadrilaterals (which are translated to 98,304 triangles).
+
+
+- This is to demonstrate the functionality of the `SmoothTriangle` class amd the
+ability of `KDTree`s to render large files quickly.
+
+- This file is deemed to pass: [GitHub Sexually Obscene Content](https://docs.github.com/en/site-policy/acceptable-use-policies/github-sexually-obscene-content)
+as is is not pornographic; consensual; and has no graphic depictions of sexual acts. 
\ No newline at end of file
diff --git a/output/ch15_world1.png b/output/ch15_world1.png
deleted file mode 100644
index dbf8296..0000000
Binary files a/output/ch15_world1.png and /dev/null differ
diff --git a/output/ch15_world2.png b/output/ch15_world2.png
new file mode 100644
index 0000000..1c9aac7
Binary files /dev/null and b/output/ch15_world2.png differ
diff --git a/src/main/kotlin/apps/ch15_world2.kt b/src/main/kotlin/apps/ch15_world2.kt
new file mode 100644
index 0000000..789d007
--- /dev/null
+++ b/src/main/kotlin/apps/ch15_world2.kt
@@ -0,0 +1,58 @@
+package apps
+
+import input.OBJParser
+import light.PointLight
+import material.Material
+import math.Color
+import math.Matrix
+import math.Tuple
+import pattern.CheckerPattern
+import scene.Camera
+import scene.World
+import shapes.Cube
+import java.io.File
+import kotlin.math.PI
+import kotlin.system.measureTimeMillis
+
+fun main() {
+    // 49.156 points.
+    // 49,152 quadrilaterals -> 98,304 triangles.
+    val modelStart = System.currentTimeMillis()
+    val model = OBJParser.fromURL({}.javaClass.getResource("/flaccid.obj"))
+        .groups.getValue(OBJParser.DefaultGroup)
+
+    val model1 = run {
+        val t = Matrix.translate(0, 0, -5) * Matrix.rotateY(4 * PI / 5) *
+                Matrix.translate(0, 3, 0) * Matrix.scale(0.05, 0.05,0.05)
+        val m = Material(Color.fromHex(0xffe5b2), specular = 0, shininess = 36, transparency = 0)
+        model.withTransformation(t).withMaterial(m)
+    }
+    println("Time elapsed (processing model): ${(System.currentTimeMillis() - modelStart) / 1000.0} s")
+
+    val room = run {
+        val m = Material(CheckerPattern(Color(0.25, 0.25, 0.25), Color(0.75, 0.75, 0.75),
+            Matrix.scale(0.25, 0.25, 0.25)), specular = 0)
+        val t = Matrix.scale(30, 30, 30)
+        Cube(t, m)
+    }
+
+    val world = run {
+        val light1 = PointLight(Tuple.point(-5, 10, -15), Color(0.6, 0.4, 0.4))
+        val light2 = PointLight(Tuple.point(8, 15, -10), Color(0.4, 0.6, 0.4))
+        World(listOf(room, model1), listOf(light1, light2))
+    }
+
+    val camera = run {
+        val from = Tuple.point(0, 5, -25)
+        val to = Tuple.point(0, 5, 0)
+        val up = Tuple.VY
+        val t = from.viewTransformationFrom(to, up)
+        Camera(1200, 1200, PI / 2, t)
+    }
+
+    val elapsed = measureTimeMillis {
+        val canvas = camera.render(world)
+        canvas.toPPMFile(File("output/ch15_world2.ppm"))
+    }
+    println("Time elapsed (rendering): ${elapsed / 1000.0} s")
+}
\ No newline at end of file
diff --git a/src/main/kotlin/input/OBJParser.kt b/src/main/kotlin/input/OBJParser.kt
index 7128c57..3bfead2 100644
--- a/src/main/kotlin/input/OBJParser.kt
+++ b/src/main/kotlin/input/OBJParser.kt
@@ -4,6 +4,8 @@ package input
 
 import math.Tuple
 import shapes.Group
+import shapes.PlainTriangle
+import shapes.SmoothTriangle
 import shapes.Triangle
 import java.io.*
 import java.net.URI
@@ -20,8 +22,8 @@ class OBJParser(reader: Reader) {
     val failedLines: List<String>
 
     internal val points: Map<Int, Tuple>
-    private val textureCoordinates: List<TextureCoordinate>
-    private val normals: List<Tuple>
+    internal val textureCoordinates: Map<Int, TextureCoordinate>
+    internal val normals: Map<Int, Tuple>
     private val faces: List<Face>
 
     init {
@@ -148,9 +150,9 @@ class OBJParser(reader: Reader) {
         }
 
         // Advance the points by 1 since we begin at 1.
-        this.points = points.withIndex().associate { (idx, v) -> ((idx + 1) to v) }
-        this.textureCoordinates = textureCoordinates.toList()
-        this.normals = normals.toList()
+        this.points = incrementer(points)
+        this.textureCoordinates = incrementer(textureCoordinates)
+        this.normals = incrementer(normals)
         this.faces = faces.toList()
         this.failedLines = failedLines.toList()
 
@@ -163,11 +165,28 @@ class OBJParser(reader: Reader) {
     private fun makeFace(face: Face): List<Triangle> {
         // Retrieve the points themselves.
         val points = face.pointIndices.map { points.getValue(it) }
+        val normals = face.normalIndices.map { normals.getValue(it) }
+
+        if (normals.isNotEmpty() && normals.size != points.size)
+            throw IllegalArgumentException("Illegal triangle face either needs normals at each point, or none at all.")
 
         // Create the fan pattern of (v1, v2, v3), (v1, v3, v4), etc.
         val p1 = points.first()
         val remainingPoints = points.drop(1)
-        return remainingPoints.zipWithNext().map { (p2, p3) -> Triangle(p1, p2, p3) }
+
+        // If we have no normals, we create a PlainTriangle.
+        // Otherwise, we create a SmoothTriangle.
+        return if (normals.isEmpty())
+            remainingPoints.zipWithNext().map { (p2, p3) -> PlainTriangle(p1, p2, p3) }
+        else {
+            val n1 = normals.first()
+            val remainingNormals = normals.drop(1)
+            remainingPoints.zip(remainingNormals).zipWithNext().map { (pair2, pair3) ->
+                val (p2, n2) = pair2
+                val (p3, n3) = pair3
+                SmoothTriangle(p1, p2, p3, n1, n2, n3)
+            }
+        }
     }
 
     companion object {
@@ -190,5 +209,10 @@ class OBJParser(reader: Reader) {
 
         fun fromURI(uri: URI) =
             fromURL(uri.toURL())
+
+        // Since WaveFront OBJ files are 1-indexed, instead of having a list, for simplicity,
+        // we use a map where things are indexed properly. This converts a list to such a map.
+        private fun <T> incrementer(lst: List<T>): Map<Int, T> =
+            lst.withIndex().associate { (idx, elem) -> (idx + 1) to elem }
     }
 }
diff --git a/src/main/kotlin/math/Intersection.kt b/src/main/kotlin/math/Intersection.kt
index 140f52e..72c97c3 100644
--- a/src/main/kotlin/math/Intersection.kt
+++ b/src/main/kotlin/math/Intersection.kt
@@ -3,11 +3,24 @@ package math
 // By Sebastian Raaphorst, 2023.
 
 import shapes.Shape
+import shapes.Sphere
+
+// Note that u and v are only used with SmoothTriangle.
+// They represent a location on a triangle relative to its corners.
+internal data class Intersection(
+    val t: Double,
+    val shape: Shape,
+    val uv: Pair<Double, Double>? = null) {
+    constructor(t: Number, shape: Shape, uv: Pair<Number, Number>? = null):
+            this(t.toDouble(), shape,
+                uv?.let { Pair(uv.first.toDouble(), uv.second.toDouble()) } )
+
+    init {
+        if (uv != null && (uv.first < 0 || uv.first > 1 || uv.second < 0 || uv.second > 1))
+            throw IllegalArgumentException("Illegal u/v value for smooth triangle: $shape has u=${uv}.")
+    }
 
-internal data class Intersection(val t: Double, val shape: Shape) {
-    constructor(t: Number, shape: Shape):
-            this(t.toDouble(), shape)
-
+    // The hit is this, as calculated in World::colorAt, which is the only function that calls this.
     fun computations(ray: Ray, xs: List<Intersection> = listOf(this)): Computations {
         // The values returned correspond to n1 and n2.
         tailrec fun calculateNs(xsRemain: List<Intersection> = xs,
@@ -50,7 +63,7 @@ internal data class Intersection(val t: Double, val shape: Shape) {
 
         val point = ray.position(t)
         val eyeV = -ray.direction
-        val normalV = shape.normalAt(point)
+        val normalV = shape.normalAt(point, this)
         val inside = normalV.dot(eyeV) < 0
         val adjNormalV = if (inside) -normalV else normalV
         val reflectV = ray.direction.reflect(adjNormalV)
@@ -58,20 +71,26 @@ internal data class Intersection(val t: Double, val shape: Shape) {
         return Computations(t, shape, point, eyeV, adjNormalV, reflectV, inside, n1, n2)
     }
 
-    override fun equals(other: Any?): Boolean {
-        if (this === other) return true
-        if (other !is Intersection) return false
-
-        if (!almostEquals(t, other.t)) return false
-        if (shape != other.shape) return false
-
-        return true
-    }
-
-    override fun hashCode(): Int {
-        var result = t.hashCode()
-        result = 31 * result + shape.hashCode()
-        return result
+//    override fun equals(other: Any?): Boolean {
+//        if (this === other) return true
+//        if (other !is Intersection) return false
+//
+//        if (!almostEquals(t, other.t)) return false
+//        if (shape != other.shape) return false
+//
+//        return true
+//    }
+//
+//    override fun hashCode(): Int {
+//        var result = t.hashCode()
+//        result = 31 * result + shape.hashCode()
+//        return result
+//    }
+    companion object {
+        // This is to simplify calls to localNormalAt in test cases.
+        // They accept the DummyIntersection for the hit parameter since they do not rely on its value unless
+        // they are a SmoothTriangle.
+        internal val DummyIntersection = Intersection(0, Sphere())
     }
 }
 
diff --git a/src/main/kotlin/scene/World.kt b/src/main/kotlin/scene/World.kt
index 9f78a13..04d319d 100644
--- a/src/main/kotlin/scene/World.kt
+++ b/src/main/kotlin/scene/World.kt
@@ -61,6 +61,7 @@ data class World(val shapes: List<Shape>, val lights: List<Light>) {
     // It connects the other functions together, which would be private if not for test cases.
     internal fun colorAt(r: Ray, remaining: Int = DEFAULT_REMAINING): Color {
         val xs = intersect(r)
+        val hit = xs.hit()
         return xs.hit()?.computations(r, xs)?.let { shadeHit(it, remaining) } ?: Color.BLACK
     }
 
diff --git a/src/main/kotlin/shapes/Cone.kt b/src/main/kotlin/shapes/Cone.kt
index efa209f..264f8d0 100644
--- a/src/main/kotlin/shapes/Cone.kt
+++ b/src/main/kotlin/shapes/Cone.kt
@@ -48,7 +48,7 @@ class Cone(minimum: Number = Double.NEGATIVE_INFINITY,
         return xs1 + xs2
     }
 
-    override fun localNormalAt(localPoint: Tuple): Tuple {
+    override fun localNormalAt(localPoint: Tuple, hit: Intersection): Tuple {
         val dist = localPoint.x * localPoint.x + localPoint.z * localPoint.z
 
         // Check first if we are at the caps if they apply, and otherwise if we are on the body.
diff --git a/src/main/kotlin/shapes/Cube.kt b/src/main/kotlin/shapes/Cube.kt
index 9fffca8..6506cd4 100644
--- a/src/main/kotlin/shapes/Cube.kt
+++ b/src/main/kotlin/shapes/Cube.kt
@@ -23,7 +23,7 @@ class Cube(transformation: Matrix = Matrix.I,
     override fun localIntersect(rayLocal: Ray): List<Intersection> =
         bounds.intersects(rayLocal).map { Intersection(it, this) }
 
-    override fun localNormalAt(localPoint: Tuple): Tuple {
+    override fun localNormalAt(localPoint: Tuple, hit: Intersection): Tuple {
         val posX = localPoint.x.absoluteValue
         val posY = localPoint.y.absoluteValue
         val posZ = localPoint.z.absoluteValue
diff --git a/src/main/kotlin/shapes/Cylinder.kt b/src/main/kotlin/shapes/Cylinder.kt
index 09a3d1c..e60aaac 100644
--- a/src/main/kotlin/shapes/Cylinder.kt
+++ b/src/main/kotlin/shapes/Cylinder.kt
@@ -39,7 +39,7 @@ class Cylinder(minimum: Number = Double.NEGATIVE_INFINITY,
         return xs1 + xs2
     }
 
-    override fun localNormalAt(localPoint: Tuple): Tuple {
+    override fun localNormalAt(localPoint: Tuple, hit: Intersection): Tuple {
         val dist = localPoint.x * localPoint.x + localPoint.z * localPoint.z
 
         // Check first if we are at the caps if they apply, and otherwise if we are on the body.
diff --git a/src/main/kotlin/shapes/Group.kt b/src/main/kotlin/shapes/Group.kt
index 2b48f0a..5631972 100644
--- a/src/main/kotlin/shapes/Group.kt
+++ b/src/main/kotlin/shapes/Group.kt
@@ -85,7 +85,7 @@ class Group(
     fun localIntersect(rayLocal: Ray): List<Intersection> =
         kdTree?.localIntersect(rayLocal) ?: localIntersectAll(rayLocal)
 
-    override fun localNormalAt(localPoint: Tuple): Tuple =
+    override fun localNormalAt(localPoint: Tuple, hit: Intersection): Tuple =
         throw NotImplementedError("Groups do not have local normals.")
 
     override val bounds: BoundingBox by lazy {
diff --git a/src/main/kotlin/shapes/PlainTriangle.kt b/src/main/kotlin/shapes/PlainTriangle.kt
new file mode 100644
index 0000000..7121d9f
--- /dev/null
+++ b/src/main/kotlin/shapes/PlainTriangle.kt
@@ -0,0 +1,36 @@
+package shapes
+
+// By Sebastian Raaphorst, 2023.
+
+import material.Material
+import math.Intersection
+import math.Matrix
+import math.Tuple
+
+class PlainTriangle(
+    p1: Tuple,
+    p2: Tuple,
+    p3: Tuple,
+    transformation: Matrix = Matrix.I,
+    material: Material? = null,
+    castsShadow: Boolean = true,
+    parent: Shape? = null
+): Triangle(p1, p2, p3, transformation, material, castsShadow, parent) {
+
+    // Calculate the normal.
+    internal val normal = e2.cross(e1).normalized
+
+    override fun withParent(parent: Shape?): Shape =
+        PlainTriangle(p1, p2, p3, transformation, material, castsShadow, parent)
+
+    override fun withMaterial(material: Material): Shape =
+        PlainTriangle(p1, p2, p3, transformation, material, castsShadow, parent)
+
+    // For plain triangles, we ignore u and v.
+    override fun createIntersection(t: Double, uv: Pair<Double, Double>?): Intersection =
+        Intersection(t, this)
+
+    // Note that this will still return a normal if the point is not on the triangle.
+    override fun localNormalAt(localPoint: Tuple, hit: Intersection): Tuple =
+        normal
+}
diff --git a/src/main/kotlin/shapes/Plane.kt b/src/main/kotlin/shapes/Plane.kt
index 8e34c2c..1a6a8bd 100644
--- a/src/main/kotlin/shapes/Plane.kt
+++ b/src/main/kotlin/shapes/Plane.kt
@@ -26,7 +26,7 @@ class Plane(transformation: Matrix = Matrix.I,
         return listOf(Intersection(t, this))
     }
 
-    override fun localNormalAt(localPoint: Tuple): Tuple =
+    override fun localNormalAt(localPoint: Tuple, hit: Intersection): Tuple =
         Tuple.VY
 
     override val bounds: BoundingBox by lazy {
diff --git a/src/main/kotlin/shapes/Shape.kt b/src/main/kotlin/shapes/Shape.kt
index 0c12e07..cbcc14b 100644
--- a/src/main/kotlin/shapes/Shape.kt
+++ b/src/main/kotlin/shapes/Shape.kt
@@ -57,13 +57,15 @@ abstract class Shape(val transformation: Matrix,
     // normalAt transforms the point from world to object (local) space and passes it to localNormalAt
     // which should comprise the concrete implementation of calculating the normal vector
     // at the point for the Shape. Then normalAt transforms it back into world space.
-    internal fun normalAt(worldPoint: Tuple): Tuple {
+    // We pass the hit to normalAt because it is needed by SmoothTriangle to calculate the interpolated normal.
+    // To make test cases pass, give a default value of DummyIntersection.
+    internal fun normalAt(worldPoint: Tuple, hit: Intersection = Intersection.DummyIntersection): Tuple {
         if (!worldPoint.isPoint())
             throw IllegalArgumentException("Shape::normalAt requires a point: $worldPoint")
 
         // Convert to object space.
         val localPoint = worldToLocal(worldPoint)
-        val localNormal = localNormalAt(localPoint)
+        val localNormal = localNormalAt(localPoint, hit)
 
         // Convert back to world space.
         return normalToWorld(localNormal)
@@ -71,7 +73,8 @@ abstract class Shape(val transformation: Matrix,
 
     // Normal at a point in object (local) space.
     // Normal should be returned in local space, and normalAt handles transforming it back to world space.
-    internal abstract fun localNormalAt(localPoint: Tuple): Tuple
+    // We pas the hit because it is used in SmoothTriangles to calculate the interpolated normal.
+    internal abstract fun localNormalAt(localPoint: Tuple, hit: Intersection = Intersection.DummyIntersection): Tuple
 
     // Untransformed bounds for each Shape type.
     internal abstract val bounds: BoundingBox
diff --git a/src/main/kotlin/shapes/SmoothTriangle.kt b/src/main/kotlin/shapes/SmoothTriangle.kt
new file mode 100644
index 0000000..0d3e7ce
--- /dev/null
+++ b/src/main/kotlin/shapes/SmoothTriangle.kt
@@ -0,0 +1,41 @@
+package shapes
+
+// By Sebastian Raaphorst, 2023.
+
+import material.Material
+import math.Intersection
+import math.Matrix
+import math.Tuple
+
+class SmoothTriangle(
+    p1: Tuple,
+    p2: Tuple,
+    p3: Tuple,
+    internal val n1: Tuple,
+    internal val n2: Tuple,
+    internal val n3: Tuple,
+    transformation: Matrix = Matrix.I,
+    material: Material? = null,
+    castsShadow: Boolean = true,
+    parent: Shape? = null
+): Triangle(p1, p2, p3, transformation, material, castsShadow, parent) {
+    init {
+        if (!n1.isVector() || !n2.isVector() || !n3.isVector())
+            throw IllegalArgumentException("Smooth triangle requires three vector normals: $n1, $n2, $n3.")
+    }
+
+    override fun withParent(parent: Shape?): Shape =
+        SmoothTriangle(p1, p2, p3, n1, n2, n3, transformation, material, castsShadow, parent)
+
+    override fun withMaterial(material: Material): Shape =
+        SmoothTriangle(p1, p2, p3, n1, n2, n3, transformation, material, castsShadow, parent)
+
+    override fun localNormalAt(localPoint: Tuple, hit: Intersection): Tuple {
+        val uv = hit.uv ?: throw IllegalArgumentException("SmoothTriangle received hit with u/v=null.")
+        val (u, v) = uv
+        return n2 * u + n3 * v + n1 * (1 - u - v)
+    }
+
+    override fun createIntersection(t: Double, uv: Pair<Double, Double>?): Intersection =
+        Intersection(t, this, uv)
+}
diff --git a/src/main/kotlin/shapes/Sphere.kt b/src/main/kotlin/shapes/Sphere.kt
index 8724dc7..3e41585 100644
--- a/src/main/kotlin/shapes/Sphere.kt
+++ b/src/main/kotlin/shapes/Sphere.kt
@@ -38,7 +38,7 @@ class Sphere(transformation: Matrix = Matrix.I,
         }
     }
 
-    override fun localNormalAt(localPoint: Tuple): Tuple =
+    override fun localNormalAt(localPoint: Tuple, hit: Intersection): Tuple =
         localPoint - Tuple.PZERO
 
     override val bounds: BoundingBox by lazy {
diff --git a/src/main/kotlin/shapes/Triangle.kt b/src/main/kotlin/shapes/Triangle.kt
index 9c0489d..9283882 100644
--- a/src/main/kotlin/shapes/Triangle.kt
+++ b/src/main/kotlin/shapes/Triangle.kt
@@ -5,9 +5,9 @@ package shapes
 import material.Material
 import math.*
 import math.Intersection
-import kotlin.math.absoluteValue
 
-class Triangle(
+
+sealed class Triangle(
     internal val p1: Tuple,
     internal val p2: Tuple,
     internal val p3: Tuple,
@@ -16,7 +16,6 @@ class Triangle(
     castsShadow: Boolean = true,
     parent: Shape? = null
 ): Shape(transformation, material, castsShadow, parent) {
-
     init {
         if (!p1.isPoint() || !p2.isPoint() || !p3.isPoint())
             throw IllegalArgumentException("Triangle must be specified as three points: $p1, $p2, $p3.")
@@ -25,19 +24,11 @@ class Triangle(
     // Calculate the edge vectors.
     internal val e1 = p2 - p1
     internal val e2 = p3 - p1
-    internal val normal = e2.cross(e1).normalized
 
-    // Center of the triangle: just the average of the three points.
-    // Since we are adding three points and dividing by 3, the last coordinate should be 1.
-    internal val center: Tuple by lazy {
-        (p1 + p2 + p3) / 3
-    }
+    internal abstract fun createIntersection(t: Double, uv: Pair<Double, Double>? = null): Intersection
 
-    override fun withParent(parent: Shape?): Shape =
-        Triangle(p1, p2, p3, transformation, material, castsShadow, parent)
-
-    override fun withMaterial(material: Material): Shape =
-        Triangle(p1, p2, p3, transformation, material, castsShadow, parent)
+    internal fun createIntersection(t: Number, uv: Pair<Number, Number>? = null): Intersection =
+        createIntersection(t.toDouble(), uv?.let { Pair(uv.first.toDouble(), uv.second.toDouble()) })
 
     override fun localIntersect(rayLocal: Ray): List<Intersection> {
         val dirCrossE2 = rayLocal.direction.cross(e2)
@@ -58,12 +49,14 @@ class Triangle(
             return emptyList()
 
         val t = f * e2.dot(originCrossE1)
-        return listOf(Intersection(t, this))
+        return listOf(createIntersection(t, Pair(u, v)))
     }
 
-    // Note that this will still return a normal if the point is not on the triangle.
-    override fun localNormalAt(localPoint: Tuple): Tuple =
-        normal
+    // Center of the triangle: just the average of the three points.
+    // Since we are adding three points and dividing by 3, the last coordinate should be 1.
+    internal val center: Tuple by lazy {
+        (p1 + p2 + p3) / 3
+    }
 
     override val bounds: BoundingBox by lazy {
         val xMin = minOf(p1.x, p2.x, p3.x)
diff --git a/src/main/resources/flaccid.obj b/src/main/resources/flaccid.obj
new file mode 100644
index 0000000..1b9ae6e
--- /dev/null
+++ b/src/main/resources/flaccid.obj
@@ -0,0 +1,294927 @@
+v 56.04749321937561035 64.10728910463855356 -59.82282610106588544
+v 68.74213814735412592 -70.5550068290633732 -69.31138677287722772
+v 41.6607558727264404 51.522541462654182 39.14159591022670526
+v 61.09572649002075196 -67.53142076743058912 61.09631565734083836
+v -56.04749321937561035 64.10728910463855356 -59.82282610106588544
+v -68.74213814735412592 -70.55500086860082832 -69.31139869380714912
+v -41.6607558727264404 51.522541462654182 39.14159591022670526
+v -61.09572649002075196 -67.53142076743058912 61.09631565734083836
+v 40.92702865600585936 51.85894414883598816 39.33515001839888468
+v 40.18673300743103028 52.21998739718486604 39.54108400727645288
+v 39.4042551517486572 52.63333372223939936 39.75263572540283968
+v 38.55815231800079344 53.117782427694479 39.96202676357208368
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+f 24284//24283 24248//24247 21137//21136 21136//21135 
+f 24284//24283 24251//24250 24249//24248 24248//24247 
+f 24278//24277 24283//24282 21168//21167 21167//21166 
+f 24285//24284 24250//24249 24252//24251 24286//24285 
+f 24273//24272 24287//24286 24288//24287 24286//24285 
+f 24286//24285 24288//24287 24289//24288 24285//24284 
+f 24288//24287 24290//24289 24291//24290 24289//24288 
+f 24292//24291 24293//24292 24291//24290 24294//24293 
+f 24225//24224 24224//24223 24293//24292 24292//24291 
+f 24292//24291 21014//21013 21015//21014 24225//24224 
+f 24294//24293 24295//24294 21014//21013 24292//24291 
+f 24293//24292 24230//24229 24289//24288 24291//24290 
+f 24230//24229 24293//24292 24224//24223 24226//24225 
+f 24294//24293 24291//24290 24290//24289 24296//24295 
+f 24287//24286 24297//24296 24290//24289 24288//24287 
+f 24272//24271 24269//24268 24287//24286 24273//24272 
+f 24297//24296 24287//24286 24269//24268 24268//24267 
+f 24297//24296 24298//24297 24296//24295 24290//24289 
+f 24299//24298 24300//24299 24301//24300 24298//24297 
+f 24298//24297 24297//24296 24268//24267 24299//24298 
+f 24298//24297 24301//24300 24302//24301 24296//24295 
+f 24285//24284 24289//24288 24230//24229 24229//24228 
+f 24229//24228 24231//24230 24250//24249 24285//24284 
+f 24231//24230 24237//24236 24249//24248 24250//24249 
+f 24286//24285 24252//24251 24254//24253 24273//24272 
+f 24228//24227 24234//24233 24237//24236 24231//24230 
+f 24276//24275 21167//21166 21162//21161 21166//21165 
+f 24303//24302 20970//20969 20963//20962 20965//20964 
+f 24304//24303 24305//24304 20970//20969 24303//24302 
+f 24306//24305 24307//24306 24305//24304 24304//24303 
+f 24308//24307 24305//24304 24307//24306 24309//24308 
+f 24305//24304 24308//24307 20969//20968 20970//20969 
+f 24309//24308 24310//24309 24311//24310 24308//24307 
+f 24312//24311 24313//24312 20946//20945 24310//24309 
+f 24314//24313 24315//24314 24312//24311 24316//24315 
+f 24317//24316 24314//24313 24316//24315 24318//24317 
+f 24319//24318 24317//24316 24318//24317 24320//24319 
+f 24321//24320 24322//24321 24314//24313 24317//24316 
+f 24323//24322 24321//24320 24317//24316 24319//24318 
+f 24324//24323 24319//24318 24320//24319 24325//24324 
+f 24325//24324 24320//24319 24306//24305 24326//24325 
+f 24320//24319 24318//24317 24307//24306 24306//24305 
+f 24309//24308 24307//24306 24318//24317 24316//24315 
+f 24316//24315 24312//24311 24310//24309 24309//24308 
+f 24315//24314 24327//24326 24313//24312 24312//24311 
+f 24313//24312 20934//20933 20936//20935 20946//20945 
+f 20935//20934 20934//20933 24313//24312 24327//24326 
+f 20935//20934 24327//24326 24328//24327 24329//24328 
+f 24330//24329 24328//24327 24327//24326 24315//24314 
+f 24315//24314 24314//24313 24322//24321 24330//24329 
+f 20945//20944 24311//24310 24310//24309 20946//20945 
+f 20957//20956 20969//20968 24308//24307 24311//24310 
+f 24311//24310 20945//20944 20948//20947 20957//20956 
+f 24304//24303 24331//24330 24326//24325 24306//24305 
+f 24332//24331 24326//24325 24331//24330 24333//24332 
+f 24334//24333 24332//24331 24333//24332 24300//24299 
+f 24335//24334 24334//24333 24300//24299 24299//24298 
+f 24336//24335 24337//24336 24334//24333 24335//24334 
+f 24337//24336 24336//24335 24338//24337 24339//24338 
+f 24340//24339 24338//24337 24336//24335 24271//24270 
+f 24341//24340 24342//24341 24339//24338 24338//24337 
+f 24342//24341 24343//24342 24344//24343 24339//24338 
+f 24339//24338 24344//24343 24345//24344 24337//24336 
+f 24346//24345 24347//24346 24341//24340 24348//24347 
+f 24338//24337 24340//24339 24348//24347 24341//24340 
+f 24347//24346 24349//24348 24342//24341 24341//24340 
+f 24335//24334 24270//24269 24271//24270 24336//24335 
+f 24337//24336 24345//24344 24332//24331 24334//24333 
+f 24345//24344 24325//24324 24326//24325 24332//24331 
+f 24270//24269 24335//24334 24299//24298 24268//24267 
+f 24350//24349 24301//24300 24300//24299 24333//24332 
+f 24333//24332 24331//24330 24351//24350 24350//24349 
+f 24351//24350 24303//24302 20965//20964 24352//24351 
+f 24352//24351 20965//20964 20964//20963 21017//21016 
+f 24350//24349 24351//24350 24352//24351 24353//24352 
+f 21017//21016 21018//21017 24353//24352 24352//24351 
+f 24301//24300 24350//24349 24353//24352 24302//24301 
+f 24302//24301 24353//24352 21018//21017 24295//24294 
+f 24303//24302 24351//24350 24331//24330 24304//24303 
+f 24225//24224 21015//21014 21016//21015 24222//24221 
+f 21011//21010 21014//21013 24295//24294 21018//21017 
+f 24296//24295 24302//24301 24295//24294 24294//24293 
+f 24265//24264 24340//24339 24271//24270 24264//24263 
+f 21156//21155 21155//21154 20850//20849 20851//20850 
+f 21153//21152 24354//24353 21150//21149 21148//21147 
+f 24354//24353 21153//21152 21156//21155 24355//24354 
+f 24355//24354 24356//24355 24357//24356 24354//24353 
+f 24358//24357 24357//24356 24356//24355 24359//24358 
+f 24360//24359 24361//24360 24362//24361 24359//24358 
+f 24363//24362 24364//24363 24361//24360 24360//24359 
+f 24364//24363 24363//24362 24365//24364 24366//24365 
+f 24367//24366 24368//24367 24366//24365 24365//24364 
+f 24368//24367 24369//24368 24370//24369 24366//24365 
+f 24371//24370 24372//24371 24370//24369 24373//24372 
+f 21833//21832 24371//24370 24373//24372 24374//24373 
+f 24375//24374 24374//24373 24373//24372 24376//24375 
+f 24369//24368 24376//24375 24373//24372 24370//24369 
+f 24377//24376 24361//24360 24364//24363 24372//24371 
+f 24378//24377 24377//24376 24372//24371 24371//24370 
+f 24372//24371 24364//24363 24366//24365 24370//24369 
+f 24369//24368 24368//24367 20874//20873 20873//20872 
+f 24368//24367 24367//24366 20875//20874 20874//20873 
+f 24365//24364 24379//24378 20860//20859 24367//24366 
+f 24363//24362 24380//24379 24379//24378 24365//24364 
+f 24379//24378 20853//20852 20855//20854 20860//20859 
+f 24380//24379 20852//20851 20853//20852 24379//24378 
+f 20861//20860 20875//20874 24367//24366 20860//20859 
+f 24360//24359 24381//24380 24380//24379 24363//24362 
+f 24356//24355 24355//24354 24382//24381 24381//24380 
+f 24381//24380 24382//24381 20852//20851 24380//24379 
+f 20847//20846 20852//20851 24382//24381 20851//20850 
+f 24355//24354 21156//21155 20851//20850 24382//24381 
+f 24359//24358 24356//24355 24381//24380 24360//24359 
+f 24361//24360 24377//24376 24383//24382 24362//24361 
+f 24384//24383 24385//24384 24383//24382 24386//24385 
+f 24378//24377 21834//21833 21835//21834 24386//24385 
+f 24386//24385 24383//24382 24377//24376 24378//24377 
+f 24386//24385 21835//21834 24387//24386 24384//24383 
+f 21710//21709 21709//21708 24384//24383 24387//24386 
+f 21709//21708 21711//21710 24385//24384 24384//24383 
+f 24385//24384 24388//24387 24362//24361 24383//24382 
+f 21711//21710 24389//24388 24388//24387 24385//24384 
+f 21712//21711 21710//21709 24387//24386 24390//24389 
+f 21713//21712 21712//21711 24390//24389 21840//21839 
+f 21840//21839 24390//24389 21832//21831 21831//21830 
+f 24390//24389 24387//24386 21835//21834 21832//21831 
+f 24359//24358 24362//24361 24388//24387 24358//24357 
+f 24389//24388 24391//24390 24358//24357 24388//24387 
+f 24392//24391 24391//24390 24393//24392 24394//24393 
+f 24395//24394 24396//24395 24394//24393 24393//24392 
+f 24396//24395 21151//21150 21149//21148 24394//24393 
+f 24397//24396 24398//24397 21151//21150 24396//24395 
+f 24282//24281 24281//24280 24398//24397 24397//24396 
+f 21144//21143 21151//21150 24398//24397 21165//21164 
+f 24281//24280 21164//21163 21165//21164 24398//24397 
+f 24399//24398 24397//24396 24396//24395 24395//24394 
+f 24393//24392 24400//24399 21704//21703 24395//24394 
+f 21702//21701 24399//24398 24395//24394 21704//21703 
+f 24394//24393 21149//21148 21150//21149 24392//24391 
+f 24357//24356 24358//24357 24391//24390 24392//24391 
+f 24392//24391 21150//21149 24354//24353 24357//24356 
+f 24400//24399 24393//24392 24391//24390 24389//24388 
+f 24401//24400 20881//20880 20883//20882 20890//20889 
+f 20941//20940 24402//24401 24401//24400 20939//20938 
+f 20882//20881 24402//24401 21756//21755 21758//21757 
+f 24402//24401 20941//20940 21757//21756 21756//21755 
+f 20881//20880 24401//24400 24402//24401 20882//20881 
+f 20890//20889 20891//20890 20939//20938 24401//24400 
+f 20875//20874 20861//20860 20862//20861 20869//20868 
+f 21833//21832 24374//24373 21827//21826 21829//21828 
+f 24374//24373 24375//24374 21828//21827 21827//21826 
+f 21769//21768 21828//21827 24375//24374 21770//21769 
+f 21770//21769 24375//24374 24376//24375 24403//24402 
+f 21770//21769 24403//24402 20876//20875 21771//21770 
+f 24403//24402 20873//20872 20871//20870 20876//20875 
+f 24376//24375 24369//24368 20873//20872 24403//24402 
+f 21834//21833 24378//24377 24371//24370 21833//21832 
+f 24282//24281 21684//21683 21683//21682 24280//24279 
+f 21684//21683 24282//24281 24397//24396 24399//24398 
+f 21674//21673 21678//21677 24280//24279 21683//21682 
+f 24399//24398 21702//21701 21681//21680 21684//21683 
+f 21703//21702 21704//21703 24400//24399 21708//21707 
+f 21708//21707 24400//24399 24389//24388 21711//21710 
+f 21690//21689 21676//21675 21669//21668 21685//21684 
+f 24329//24328 20932//20931 20928//20927 20935//20934 
+f 20932//20931 24329//24328 24404//24403 24405//24404 
+f 24406//24405 24407//24406 24405//24404 24404//24403 
+f 20930//20929 20932//20931 24405//24404 24408//24407 
+f 20931//20930 20930//20929 24408//24407 20942//20941 
+f 20942//20941 24408//24407 24409//24408 24410//24409 
+f 24411//24410 24412//24411 24409//24408 24407//24406 
+f 24407//24406 24406//24405 24413//24412 24411//24410 
+f 24414//24413 24413//24412 24406//24405 24415//24414 
+f 24415//24414 24406//24405 24404//24403 24416//24415 
+f 24329//24328 24328//24327 24416//24415 24404//24403 
+f 24416//24415 24417//24416 24418//24417 24415//24414 
+f 24328//24327 24330//24329 24417//24416 24416//24415 
+f 24417//24416 24419//24418 24420//24419 24418//24417 
+f 24421//24420 24422//24421 24418//24417 24420//24419 
+f 24420//24419 24423//24422 24424//24423 24421//24420 
+f 24419//24418 24425//24424 24423//24422 24420//24419 
+f 24330//24329 24322//24321 24419//24418 24417//24416 
+f 24422//24421 24414//24413 24415//24414 24418//24417 
+f 24413//24412 24414//24413 24426//24425 24427//24426 
+f 24426//24425 24428//24427 24429//24428 24430//24429 
+f 24431//24430 24429//24428 24428//24427 24432//24431 
+f 24422//24421 24421//24420 24432//24431 24428//24427 
+f 24428//24427 24426//24425 24414//24413 24422//24421 
+f 24430//24429 24433//24432 24427//24426 24426//24425 
+f 24433//24432 24430//24429 24434//24433 24435//24434 
+f 24430//24429 24429//24428 24436//24435 24434//24433 
+f 24427//24426 24437//24436 24411//24410 24413//24412 
+f 24438//24437 24437//24436 21790//21789 21789//21788 
+f 24433//24432 21790//21789 24437//24436 24427//24426 
+f 24412//24411 24411//24410 24437//24436 24438//24437 
+f 24408//24407 24405//24404 24407//24406 24409//24408 
+f 24412//24411 24439//24438 24410//24409 24409//24408 
+f 24439//24438 24440//24439 24441//24440 24410//24409 
+f 24440//24439 21754//21753 21757//21756 24441//24440 
+f 21754//21753 24440//24439 21793//21792 21755//21754 
+f 21794//21793 21793//21792 24440//24439 24439//24438 
+f 24439//24438 24412//24411 24438//24437 21794//21793 
+f 24410//24409 24441//24440 20940//20939 20942//20941 
+f 20941//20940 20940//20939 24441//24440 21757//21756 
+f 24425//24424 24419//24418 24322//24321 24321//24320 
+f 24442//24441 24425//24424 24321//24320 24323//24322 
+f 24425//24424 24442//24441 24443//24442 24423//24422 
+f 24444//24443 24424//24423 24423//24422 24443//24442 
+f 24424//24423 24444//24443 24445//24444 24446//24445 
+f 24446//24445 24445//24444 21597//21596 24447//24446 
+f 24431//24430 24447//24446 21587//21586 21590//21589 
+f 21588//21587 21587//21586 24447//24446 21597//21596 
+f 24447//24446 24431//24430 24432//24431 24446//24445 
+f 24421//24420 24424//24423 24446//24445 24432//24431 
+f 21595//21594 21597//21596 24445//24444 24448//24447 
+f 24448//24447 24445//24444 24444//24443 24449//24448 
+f 24450//24449 24448//24447 24449//24448 24451//24450 
+f 24450//24449 24451//24450 21650//21649 21653//21652 
+f 21596//21595 21595//21594 24448//24447 24450//24449 
+f 21596//21595 24450//24449 21653//21652 21646//21645 
+f 21650//21649 24451//24450 24452//24451 21651//21650 
+f 24453//24452 24452//24451 24451//24450 24449//24448 
+f 24452//24451 24453//24452 24454//24453 24455//24454 
+f 24442//24441 24454//24453 24453//24452 24443//24442 
+f 24455//24454 24454//24453 24456//24455 24343//24342 
+f 24454//24453 24442//24441 24323//24322 24456//24455 
+f 24449//24448 24444//24443 24443//24442 24453//24452 
+f 24455//24454 24349//24348 21651//21650 24452//24451 
+f 24325//24324 24345//24344 24344//24343 24324//24323 
+f 24324//24323 24344//24343 24343//24342 24456//24455 
+f 21692//21691 24348//24347 24340//24339 24265//24264 
+f 24456//24455 24323//24322 24319//24318 24324//24323 
+f 24349//24348 24455//24454 24343//24342 24342//24341 
+f 24349//24348 24347//24346 21652//21651 21651//21650 
+f 21654//21653 21652//21651 24347//24346 24346//24345 
+f 21640//21639 21649//21648 21654//21653 21693//21692 
+f 21693//21692 21654//21653 24346//24345 21691//21690 
+f 21691//21690 24346//24345 24348//24347 21692//21691 
+f 21638//21637 21640//21639 21693//21692 21687//21686 
+f 21594//21593 21596//21595 21646//21645 21645//21644 
+f 20878//20877 20880//20879 20882//20881 21758//21757 
+f 20878//20877 21758//21757 21752//21751 20879//20878 
+f 20877//20876 21773//21772 21771//21770 20876//20875 
+f 20879//20878 21759//21758 21773//21772 20877//20876 
+f 24435//24434 21788//21787 21790//21789 24433//24432 
+f 21788//21787 24435//24434 24457//24456 21785//21784 
+f 24458//24457 21783//21782 21785//21784 24457//24456 
+f 21784//21783 21783//21782 24458//24457 21609//21608 
+f 21613//21612 21604//21603 21609//21608 24458//24457 
+f 21613//21612 24458//24457 24457//24456 21614//21613 
+f 21614//21613 24457//24456 24435//24434 24434//24433 
+f 21789//21788 21791//21790 21794//21793 24438//24437 
+f 21828//21827 21769//21768 21772//21771 21825//21824 
+f 21825//21824 21772//21771 21803//21802 21826//21825 
+f 21772//21771 21765//21764 21767//21766 21803//21802 
+f 21590//21589 24436//24435 24429//24428 24431//24430 
+f 24434//24433 24436//24435 21615//21614 21614//21613 
+f 21589//21588 21615//21614 24436//24435 21590//21589 
+f 21593//21592 21594//21593 21645//21644 21598//21597 
+f 19661//19660 19663//19662 21713//21712 24459//24458 
+f 19662//19661 19661//19660 24459//24458 24460//24459 
+f 19643//19642 19662//19661 24460//24459 19644//19643 
+f 19644//19643 24460//24459 21841//21840 19646//19645 
+f 21839//21838 21841//21840 24460//24459 24459//24458 
+f 24459//24458 21713//21712 21840//21839 21839//21838 
+f 21841//21840 21836//21835 21838//21837 19646//19645 
+f 21786//21785 21732//21731 21733//21732 21735//21734 
+f 21732//21731 21786//21785 21782//21781 21728//21727 
+f 21784//21783 21726//21725 21728//21727 21782//21781 
+f 21726//21725 21784//21783 21609//21608 21607//21606 
+f 19084//19083 19240//19239 19090//19089 19082//19081 
+f 20239//20238 20327//20326 20326//20325 20237//20236 
+f 20223//20222 20237//20236 20326//20325 20221//20220 
+f 20217//20216 20228//20227 20214//20213 20211//20210 
+f 19687//19686 19743//19742 19683//19682 19685//19684 
+f 19684//19683 19683//19682 19743//19742 19738//19737 
+f 20409//20408 20373//20372 20372//20371 20407//20406 
+f 19337//19336 19339//19338 19305//19304 19306//19305 
+f 19307//19306 19309//19308 19333//19332 19334//19333 
+f 19306//19305 19307//19306 19334//19333 19337//19336 
+f 19309//19308 19269//19268 19268//19267 19333//19332 
+f 19270//19269 19267//19266 19272//19271 19285//19284 
+f 24461//24460 19846//19845 19848//19847 19890//19889 
+f 21871//21870 19845//19844 19846//19845 24461//24460 
+f 24461//24460 19888//19887 21868//21867 21871//21870 
+f 19888//19887 24461//24460 19890//19889 19886//19885 
+f 21862//21861 19842//19841 19840//19839 19845//19844 
+f 21869//21868 21868//21867 19888//19887 19887//19886 
+# 24459 polygons
diff --git a/src/test/kotlin/input/OBJParserTest.kt b/src/test/kotlin/input/OBJParserTest.kt
index d9d0779..d97beec 100644
--- a/src/test/kotlin/input/OBJParserTest.kt
+++ b/src/test/kotlin/input/OBJParserTest.kt
@@ -5,8 +5,11 @@ package input
 import math.Tuple
 import math.assertAlmostEquals
 import org.junit.jupiter.api.Test
+import shapes.PlainTriangle
+import shapes.SmoothTriangle
 import shapes.Triangle
 import kotlin.test.assertEquals
+import kotlin.test.assertIs
 import kotlin.test.assertTrue
 
 class OBJParserTest {
@@ -95,4 +98,34 @@ class OBJParserTest {
         assertAlmostEquals(points.getValue(3), t2.p2)
         assertAlmostEquals(points.getValue(4), t2.p3)
     }
+
+    @Test
+    fun `Faces with normals`() {
+        val parser = OBJParser.fromURL(object{}.javaClass.getResource("/faces_with_normals.obj"))
+        val points = parser.points
+        assertEquals(3, points.size)
+        val normals = parser.normals
+        assertEquals(3, normals.size)
+
+        assertEquals(1, parser.groups.size)
+
+        assertTrue(OBJParser.DefaultGroup in parser.groups)
+        val group = parser.groups.getValue(OBJParser.DefaultGroup)
+        assertEquals(2, group.size)
+
+        val t1 = group[0]
+        assertIs<PlainTriangle>(t1)
+        assertEquals(points.getValue(1), t1.p1)
+        assertEquals(points.getValue(2), t1.p2)
+        assertEquals(points.getValue(3), t1.p3)
+
+        val t2 = group[1]
+        assertIs<SmoothTriangle>(t2)
+        assertEquals(points.getValue(1), t2.p1)
+        assertEquals(points.getValue(2), t2.p2)
+        assertEquals(points.getValue(3), t2.p3)
+        assertEquals(normals.getValue(3), t2.n1)
+        assertEquals(normals.getValue(1), t2.n2)
+        assertEquals(normals.getValue(2), t2.n3)
+    }
 }
diff --git a/src/test/kotlin/math/IntersectionTest.kt b/src/test/kotlin/math/IntersectionTest.kt
index 7bdf683..461f624 100644
--- a/src/test/kotlin/math/IntersectionTest.kt
+++ b/src/test/kotlin/math/IntersectionTest.kt
@@ -13,6 +13,7 @@ import kotlin.test.assertTrue
 class IntersectionTest {
     companion object {
         val s = Sphere()
+        internal val DummyIntersection = Intersection(0, Sphere())
     }
 
     @Test
diff --git a/src/test/kotlin/shapes/PlainTriangleTest.kt b/src/test/kotlin/shapes/PlainTriangleTest.kt
new file mode 100644
index 0000000..9caac4b
--- /dev/null
+++ b/src/test/kotlin/shapes/PlainTriangleTest.kt
@@ -0,0 +1,68 @@
+package shapes
+
+// By Sebastian Raaphorst, 2023.
+
+import math.*
+import org.junit.jupiter.api.Test
+import kotlin.test.assertEquals
+import kotlin.test.assertTrue
+
+class PlainTriangleTest {
+    private val p1 = Tuple.PY
+    private val p2 = Tuple.point(-1, 0, 0)
+    private val p3 = Tuple.PX
+    private val plainTriangle = PlainTriangle(p1, p2, p3)
+
+    @Test
+    fun `Constructing a plain triangle`() {
+        assertEquals(p1, plainTriangle.p1)
+        assertEquals(p2, plainTriangle.p2)
+        assertEquals(p3, plainTriangle.p3)
+        assertAlmostEquals(Tuple.vector(-1, -1, 0), plainTriangle.e1)
+        assertAlmostEquals(Tuple.vector(1, -1, 0), plainTriangle.e2)
+        assertAlmostEquals(Tuple.vector(0, 0, -1), plainTriangle.normal)
+    }
+
+    @Test
+    fun `Normal on a plain triangle`() {
+        assertEquals(plainTriangle.normal, plainTriangle.localNormalAt(Tuple.point(0, 0.5, 0)))
+        assertEquals(plainTriangle.normal, plainTriangle.localNormalAt(Tuple.point(-0.5, 0.75, 0)))
+        assertEquals(plainTriangle.normal, plainTriangle.localNormalAt(Tuple.point(0.5, 0.25, 0)))
+    }
+
+    @Test
+    fun `Ray parallel to triangle`() {
+        val r = Ray(Tuple.point(0, -1, -2), Tuple.VY)
+        val xs = plainTriangle.localIntersect(r)
+        assertTrue(xs.isEmpty())
+    }
+
+    @Test
+    fun `Ray misses p1-p3 edge`() {
+        val r = Ray(Tuple.point(1, 1, -2), Tuple.VZ)
+        val xs = plainTriangle.localIntersect(r)
+        assertTrue(xs.isEmpty())
+    }
+
+    @Test
+    fun `Ray misses p1-p2 edge`() {
+        val r = Ray(Tuple.point(-1, 1, -2), Tuple.VZ)
+        val xs = plainTriangle.localIntersect(r)
+        assertTrue(xs.isEmpty())
+    }
+
+    @Test
+    fun `Ray misses p2-p3 edge`() {
+        val r = Ray(Tuple.point(0, -1, -2), Tuple.VZ)
+        val xs = plainTriangle.localIntersect(r)
+        assertTrue(xs.isEmpty())
+    }
+
+    @Test
+    fun `Ray strikes triangle`() {
+        val r = Ray(Tuple.point(0, 0.5, -2), Tuple.VZ)
+        val xs = plainTriangle.localIntersect(r)
+        assertEquals(1, xs.size)
+        assertAlmostEquals(2, xs[0].t)
+    }
+}
diff --git a/src/test/kotlin/shapes/ShapeTest.kt b/src/test/kotlin/shapes/ShapeTest.kt
index 3091d20..5a5fafd 100644
--- a/src/test/kotlin/shapes/ShapeTest.kt
+++ b/src/test/kotlin/shapes/ShapeTest.kt
@@ -33,7 +33,7 @@ class ShapeTest {
             return emptyList()
         }
 
-        override fun localNormalAt(localPoint: Tuple): Tuple =
+        override fun localNormalAt(localPoint: Tuple, hit: Intersection): Tuple =
             localPoint - Tuple.PZERO
 
         override val bounds: BoundingBox by lazy {
diff --git a/src/test/kotlin/shapes/SmoothTriangleTest.kt b/src/test/kotlin/shapes/SmoothTriangleTest.kt
new file mode 100644
index 0000000..a8c8f5b
--- /dev/null
+++ b/src/test/kotlin/shapes/SmoothTriangleTest.kt
@@ -0,0 +1,59 @@
+package shapes
+
+// By Sebastian Raaphorst, 2023.
+
+import math.Ray
+import math.Tuple
+import math.assertAlmostEquals
+import math.intersections
+import org.junit.jupiter.api.Test
+import kotlin.test.assertNotNull
+import kotlin.test.assertTrue
+
+// Most of the logic is shared with PlainTriangleTest, so that is tested there.
+class SmoothTriangleTest {
+    private val p1 = Tuple.PY
+    private val p2 = Tuple.point(-1, 0, 0)
+    private val p3 = Tuple.PX
+    private val n1 = Tuple.VY
+    private val n2 = Tuple.vector(-1, 0, 0)
+    private val n3 = Tuple.VX
+    private val smoothTriangle = SmoothTriangle(p1, p2, p3, n1, n2, n3)
+
+    @Test
+    fun `Intersection can encapsulate u and v`() {
+        val x = smoothTriangle.createIntersection(3.5, Pair(0.2, 0.4))
+        assertNotNull(x.uv)
+        val (u, v) = x.uv
+        assertAlmostEquals(0.2, u)
+        assertAlmostEquals(0.4, v)
+    }
+
+    @Test
+    fun `Intersection stores u and v`() {
+        val r = Ray(Tuple.point(-0.2, 0.3, -2), Tuple.VZ)
+        val xs = smoothTriangle.intersect(r)
+        assertTrue(xs.isNotEmpty())
+        val x = xs.first()
+        assertNotNull(x.uv)
+        val (u, v) = x.uv
+        assertAlmostEquals(0.45, u)
+        assertAlmostEquals(0.25, v)
+    }
+
+    @Test
+    fun `Interpolates normal`() {
+        val x = smoothTriangle.createIntersection(1, Pair(0.45, 0.25))
+        val n = smoothTriangle.normalAt(Tuple.PZERO, x)
+        assertAlmostEquals(Tuple.vector(-0.5547, 0.83205, 0), n)
+    }
+
+    @Test
+    fun `Preparing normal`() {
+        val x = smoothTriangle.createIntersection(1, Pair(0.45, 0.25))
+        val r = Ray(Tuple.point(-0.2, 0.3, -2), Tuple.VZ)
+        val xs = intersections(x)
+        val comps = x.computations(r, xs)
+        assertAlmostEquals(Tuple.vector(-0.5547, 0.83205, 0), comps.normalV)
+    }
+}
diff --git a/src/test/kotlin/shapes/TriangleTest.kt b/src/test/kotlin/shapes/TriangleTest.kt
deleted file mode 100644
index 8703e33..0000000
--- a/src/test/kotlin/shapes/TriangleTest.kt
+++ /dev/null
@@ -1,70 +0,0 @@
-package shapes
-
-// By Sebastian Raaphorst, 2023.
-
-import math.Ray
-import math.Tuple
-import math.assertAlmostEquals
-import org.junit.jupiter.api.Test
-import kotlin.test.assertEquals
-import kotlin.test.assertTrue
-
-class TriangleTest {
-    private val p1 = Tuple.PY
-    private val p2 = Tuple.point(-1, 0, 0)
-    private val p3 = Tuple.PX
-    private val t = Triangle(p1, p2, p3)
-
-    @Test
-    fun `Constructing a triangle`() {
-        assertEquals(p1, t.p1)
-        assertEquals(p2, t.p2)
-        assertEquals(p3, t.p3)
-        assertAlmostEquals(Tuple.vector(-1, -1, 0), t.e1)
-        assertAlmostEquals(Tuple.vector(1, -1, 0), t.e2)
-        assertAlmostEquals(Tuple.vector(0, 0, -1), t.normal)
-    }
-
-    @Test
-    fun `Normal on a triangle`() {
-        assertEquals(t.normal, t.localNormalAt(Tuple.point(0, 0.5, 0)))
-        assertEquals(t.normal, t.localNormalAt(Tuple.point(-0.5, 0.75, 0)))
-        assertEquals(t.normal, t.localNormalAt(Tuple.point(0.5, 0.25, 0)))
-    }
-
-    @Test
-    fun `Ray parallel to triangle`() {
-        val r = Ray(Tuple.point(0, -1, -2), Tuple.VY)
-        val xs = t.localIntersect(r)
-        assertTrue(xs.isEmpty())
-    }
-
-    @Test
-    fun `Ray misses p1-p3 edge`() {
-        val r = Ray(Tuple.point(1, 1, -2), Tuple.VZ)
-        val xs = t.localIntersect(r)
-        assertTrue(xs.isEmpty())
-    }
-
-    @Test
-    fun `Ray misses p1-p2 edge`() {
-        val r = Ray(Tuple.point(-1, 1, -2), Tuple.VZ)
-        val xs = t.localIntersect(r)
-        assertTrue(xs.isEmpty())
-    }
-
-    @Test
-    fun `Ray misses p2-p3 edge`() {
-        val r = Ray(Tuple.point(0, -1, -2), Tuple.VZ)
-        val xs = t.localIntersect(r)
-        assertTrue(xs.isEmpty())
-    }
-
-    @Test
-    fun `Ray strikes triangle`() {
-        val r = Ray(Tuple.point(0, 0.5, -2), Tuple.VZ)
-        val xs = t.localIntersect(r)
-        assertEquals(1, xs.size)
-        assertAlmostEquals(2, xs[0].t)
-    }
-}
diff --git a/src/test/resources/faces_with_normals.obj b/src/test/resources/faces_with_normals.obj
new file mode 100644
index 0000000..e538ac0
--- /dev/null
+++ b/src/test/resources/faces_with_normals.obj
@@ -0,0 +1,10 @@
+v 0 1 0
+v -1 0 0
+v 1 0 0
+
+vn -1 0 0
+vn 1 0 0
+vn 0 1 0
+
+f 1 2 3
+f 1//3 2//1 3//2