@@ -765,7 +765,6 @@ def intriangulation(
765765 TESTP = testp .copy ()
766766
767767 for n in range (1 , heavytest + 2 ): # MATLAB: for n = 1:heavytest + 1
768-
769768 # Randomize
770769 if n > 1 :
771770 v = np .random .rand (1 , 3 )
@@ -879,7 +878,6 @@ def VOXELISEinternal(
879878 nm = meshXYZmin .shape [0 ]
880879
881880 for loop in range (len (OUTPUT )):
882-
883881 nf = 0
884882 # - 1a - Find which mesh facets could possibly be crossed by the ray:
885883 # possibleCROSSLISTy = find( meshXYZmin(:,2)<=testy(loop) & meshXYZmax(:,2)>=testy(loop) );
@@ -899,7 +897,6 @@ def VOXELISEinternal(
899897 if (
900898 len (possibleCROSSLIST ) != 0
901899 ): # Only continue the analysis if some nearby facets were actually identified
902-
903900 # - 2 - For each facet, check if the ray really does cross the facet rather than just passing it close-by:
904901
905902 # GENERAL METHOD:
@@ -914,7 +911,6 @@ def VOXELISEinternal(
914911 # 2. If a ray crosses exactly on a vertex, this is also taken into account.
915912
916913 for loopCHECKFACET in possibleCROSSLIST :
917-
918914 # Check if ray crosses the facet. This method is much (>>10 times) faster than using the built-in function 'inpolygon'.
919915 # Taking each edge of the facet in turn, check if the ray is on the same side as the opposing vertex. If so, let testVn=1
920916
@@ -1063,7 +1059,6 @@ def VOXELISEinternal(
10631059 # - 3 - Find the z coordinate of the locations where the ray crosses each facet:
10641060 gridCOzCROSS = np .zeros (nf )
10651061 for i , loopFINDZ in enumerate (facetCROSSLIST ):
1066-
10671062 # METHOD:
10681063 # 1. Define the equation describing the plane of the facet. For a
10691064 # more detailed outline of the maths, see:
@@ -1152,7 +1147,6 @@ def VOXELISEinternal(
11521147 if (
11531148 len (gridCOzCROSS ) % 2 == 0
11541149 ): # Only rays which cross an even number of facets are voxelised
1155-
11561150 for loopASSIGN in range (1 , len (gridCOzCROSS ) // 2 + 1 ):
11571151 voxelsINSIDE = (
11581152 testz [loop ] > gridCOzCROSS [2 * loopASSIGN - 2 ]
@@ -1321,7 +1315,6 @@ def brain1020(
13211315 (isinstance (initpoints , dict ) and "iz" not in initpoints )
13221316 or (isinstance (initpoints , np .ndarray ) and initpoints .shape [0 ] == 3 )
13231317 ):
1324-
13251318 if isinstance (initpoints , dict ):
13261319 nz = np .array (initpoints ["nz" ]).flatten ()
13271320 lpa = np .array (initpoints ["lpa" ]).flatten ()
@@ -1454,7 +1447,6 @@ def brain1020(
14541447
14551448 # Find cz that bisects cm and sm curves within a tolerance, using UI 10-10 approach
14561449 while np .linalg .norm (initpoints [4 , :] - lastcz ) > tol and cziter < maxcziter :
1457-
14581450 # Step 1: nz, iz and cz0 to determine saggital reference curve
14591451 nsagg , curveloop , _ = slicesurf (node , face , initpoints [[0 , 1 , 4 ], :], full = True )
14601452 nsagg = nsagg [maxloop (curveloop ) - 1 , :]
@@ -1523,7 +1515,7 @@ def brain1020(
15231515 landmarks ["cm" ][0 , :],
15241516 landmarks ["sm" ][- 1 , :],
15251517 perc2 * 2 ,
1526- 0 ,
1518+ dosimplify ,
15271519 maxloop = 1 ,
15281520 )
15291521
@@ -1535,7 +1527,7 @@ def brain1020(
15351527 landmarks ["cm" ][- 1 , :],
15361528 landmarks ["sm" ][- 1 , :],
15371529 perc2 * 2 ,
1538- 0 ,
1530+ dosimplify ,
15391531 maxloop = 1 ,
15401532 )
15411533
@@ -1663,7 +1655,7 @@ def brain1020(
16631655 landmarks ["sm" ][idxcz - 1 - i , :],
16641656 landmarks ["aar" ][i - 1 , :],
16651657 step ,
1666- 0 ,
1658+ dosimplify ,
16671659 maxloop = 1 ,
16681660 )
16691661
@@ -1715,7 +1707,7 @@ def brain1020(
17151707 landmarks ["sm" ][idxcz - 1 + i , :],
17161708 landmarks ["apr" ][i - 1 , :],
17171709 step ,
1718- 0 ,
1710+ dosimplify ,
17191711 maxloop = 1 ,
17201712 )
17211713
@@ -1758,7 +1750,7 @@ def brain1020(
17581750 landmarks ["lpa" ],
17591751 landmarks ["iz" ],
17601752 perc2 * 2 ,
1761- 0 ,
1753+ dosimplify ,
17621754 maxloop = 1 ,
17631755 )
17641756 (
@@ -1773,7 +1765,7 @@ def brain1020(
17731765 landmarks ["rpa" ],
17741766 landmarks ["iz" ],
17751767 perc2 * 2 ,
1776- 0 ,
1768+ dosimplify ,
17771769 maxloop = 1 ,
17781770 )
17791771
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