 	float *input;
 	readOpenEXRFile(argv[1], &input, width, height);
 
-	float *transform = (float *) malloc(sizeof(float) * 9);\
+	float *transform = (float *) malloc(sizeof(float) * 9);
 	transform[0] = 0.707;
 	transform[1] = -0.707;
 	transform[2] = 100;

	int ytrans;
	int dwidth;
	int dheight;
	find_dest(transform, width, height, &xtrans, &ytrans, &dwidth, &dheight);

	float *output = (float *) malloc(sizeof(float) * dwidth * dheight * 3);
	for (int i = 0; i < dwidth*dheight*3; i+=3)

	int ymax = max(max(max(y1, y2), y3), y4);


	*xtrans = - transform[2];
	*ytrans = - transform[5];
	*dwidth = xmax - xmin;
	*dheight = ymax - ymin;
}

/* Given the set of transformation matrices, find the final destination
 * translation wrt to the original, and size
 */
__host__ void find_dest_multi(float *transforms, int num_transforms, int width,
		int height, int *xtrans, int *ytrans, int *dwidth, int *dheight)
{
	//Start with assuming no transformation
	int xmin = 0;
	int ymin = 0;
	int xmax = width;
	int ymax = height;

	for (int i = 0; i < num_transforms; i++)
	{
		int index = i*9;
		//Find the farthest transform that's above and to the left
		if (-transforms[index + 2] < *xtrans)
			*xtrans = -transforms[index + 2];
		if (-transforms[index + 5] < *ytrans)
			*ytrans = -transforms[index + 5];

		//Translate the four corners to find the largest dimensions
		int x1 = -width/2 * transforms[index]
		         - height/2 * transforms[index + 1] + transforms[index + 2];
		int y1 = -width/2 * transforms[index + 3]
		         - height/2 * transforms[index + 4] + transforms[index + 5];
		int x2 = -width/2 * transforms[index]
		         + height/2 * transforms[index + 1] + transforms[index + 2];
		int y2 = -width/2 * transforms[index + 3]
		         + height/2 * transforms[index + 4] + transforms[index + 5];
		int x3 = width/2 * transforms[index]
		         - height/2 * transforms[index + 1] + transforms[index + 2];
		int y3 = width/2 * transforms[index + 3]
		         - height/2 * transforms[index + 4] + transforms[index + 5];
		int x4 = width/2 * transforms[index]
		         + height/2 * transforms[index + 1] + transforms[index + 2];
		int y4 = width/2 * transforms[index + 3]
		         + height/2 * transforms[index + 4] + transforms[index + 5];

		xmin = min(min(min(min(x1, x2), x3), x4), xmin);
		ymin = min(min(min(min(y1, y2), y3), y4), ymin);
		xmax = max(max(max(max(x1, x2), x3), x4), xmax);
		ymax = max(max(max(max(y1, y2), y3), y4), ymax);
	}

	*dwidth = xmax - xmin;
	*dheight = ymax - ymin;
}
