number of branch levels

level 0 = trunk; level 1 = main branches, growing out of the trunk; level 2 = sub branches growing out of the main branches; … last level = leaves growing out of the level before

(stems are the trunk plus all branches)

number of segments the stems of level n are devided in

0_Curve_Resolution = x ® the trunk consists of (x+1) segments

1_Curve_Resolution = y ® each main branch consist of (y+1) segments

determines the number of splittings after each segment in level n

if this value is decimal, the digits behind the point are added to the splits/segment value of the next segment.

determines the number of splits right after the very first trunk segment

determines the angle between the longitudinal axis of the segments before and after a split

the rotation around the longitudinal axis is partitioned evenly.

height of the lowest main branch ® the part of the trunk beneath is branchless.

1_Branches stands for the count of main branches. their position on the trunk is evenly distributed between the end of basesize and the peak. (1_Branches = 4)

2_Branches determines a maximum for the count of sub branches. their position is equally distributed over each main branch. the number of branches is shortened by the length of the main branches.

determines the angle between the longitudinal axis of a stem and its sub stems

determines the angle between the first and last segment of a stem in level N

if this value doesn’t equal zeor, n_curve is only distributed over the first half of segments and n_curve_back bends the second half.

determines the widening of the base of the trunk.

determines the number of convexities.

if this value is greater than zero, more triangles have to be drawn. otherwise the effect of lobes will no be visible.

0_Lobe_Depth determines the size of the convexities.

height of the trunk in meters

determines the radius of a stem in relation to its length (radius = length * radius_ratio)