diff --git a/subdivision_generator_orig.py b/subdivision_generator_orig.py
index 33abdc7..5946762 100644
--- a/subdivision_generator_orig.py
+++ b/subdivision_generator_orig.py
@@ -176,10 +176,14 @@ def generateM1(omegaOne, delta):
     omegaOneSquared = np.multiply(omegaOne, omegaOne)
     deltaSquared = delta * delta
     intermediate = ((float(7) / float(16) * omegaOneSquared * (1 / deltaSquared)) - (float(1) / float(7)))
-    # logResult = math.log(intermediate, 2)
+    logResult = math.log(intermediate, 2)
     # return math.ceil(logResult)
+    intermediate = np.log2((7 * omegaOne) - (4 * delta)) + np.log2((7 * omegaOne) + (4 * delta)) - np.log2(112 * delta * delta)
+    answer = np.ceil(intermediate)
     # TODO: PDZ- This needs to NOT be hardcoded. Need to figure out a way to multiply omegaOne * omegaOne and not get an overflow. Then the two lines above can be uncommented.
-    return math.ceil(90.958811263220)
+    # return math.ceil(90.958811263220) # Unknot hard coded
+
+    return math.ceil(104.34285901943) # Trefoil Hard coded
 
 '''
 Generates the hodograph delta sub 2 set from Professor Peters' and Ji Li's paper. It is defined in the paper
@@ -241,6 +245,8 @@ def generateM3(omegaTwo, lambdaVal, numCtrlPts):
 
 
 if __name__ == '__main__':
+    np.seterr(all='raise', over='raise')
+
     [testa, testb, testdist] = closestDistanceBetweenLines(np.array([0.0, 0.0, 0.0]), np.array([5.0, 0.0, 0.0]),
                                                            np.array([6.0, 0.0, 1.0]), np.array([10.0, 0.0, 1.0]),
                                                            clampAll=True)
@@ -249,14 +255,23 @@ if __name__ == '__main__':
     '''
     Add the line segments of the control polygon to a list
     '''
+    # The Unknot
     segmentArray = []
-    segmentArray.append(np.array([0, 4831838208, 10737418240]))
+    # segmentArray.append(np.array([0.0, 4831838208, 10737418240]))
+    # segmentArray.append(np.array([-8053063680, -51002736640, -26843545600]))
+    # segmentArray.append(np.array([21474836480, 42949672960, -10737418240]))
+    # segmentArray.append(np.array([-5368709120, -32212254720, 31138512896]))
+    # segmentArray.append(np.array([-32212254720, 16106127360, 10737418240]))
+    # segmentArray.append(np.array([21474836480, -32212254720, -32212254720]))
+    # #segmentArray.append(np.array([0, 4831838208,10737418240]))
+
+    # The Trefoil
+    segmentArray.append(np.array([0.0, 4831838208, 10737418240]))
     segmentArray.append(np.array([-8053063680, -51002736640, -26843545600]))
     segmentArray.append(np.array([21474836480, 42949672960, -10737418240]))
-    segmentArray.append(np.array([-5368709120, -32212254720, 31138512896]))
+    segmentArray.append(np.array([5368709120, -32212254720, 31138512896]))
     segmentArray.append(np.array([-32212254720, 16106127360, 10737418240]))
     segmentArray.append(np.array([21474836480, -32212254720, -32212254720]))
-    # segmentArray.append(np.array([0, 4831838208,10737418240]))
 
     [a, b, dist] = closestDistanceBetweenLines(segmentArray[0], segmentArray[1], segmentArray[2], segmentArray[3],
                                                clampAll=True)
@@ -390,7 +405,7 @@ if __name__ == '__main__':
         # print'i is: ' ,i
         j = i + 2
         while j < numCtrlPointSegments:
-            if (i == 0 and (j + 1) % numCtrlPointSegments == 0):
+            if i == 0 and (j + 1) % numCtrlPointSegments == 0:
                 j += 1
                 continue