asahidari

## Surf2StlWriter.py
import numpy as np
import datetime
import math
from scipy.spatial import Delaunay
import struct

"""
Example:

import numpy as np

## kleinian_double_1_15_cusp_group_an.py
"""
in trace_a s d=[0,0] n=1
in trace_b s d=[0,0] n=1
in colorize s d=1 n=2
in reverse s d=0 n=2
out centers s
out radii s
out hue s
"""

## kleinian_double_1_15_cusp_group_sv.py
"""
in trace_a s d=[0,0] n=1
in trace_b s d=[0,0] n=1
in colorize s d=1 n=2
in reverse s d=1 n=2
out centers s
out radii s
out hue s
"""

## drawing_klein_group_maskit_sv.py
"""
in u s d=[0,2] n=1
in r s d=1 n=2
in epsilon s d=0.005 n=2
in levmax s d=50 n=2
out verts_out v
out edges_out s
"""

import numpy as np

## drawing_klein_group_sv.py
"""
in tr_al s d=[2,0] n=1
in tr_bl s d=[2,0] n=1
in r s d=1 n=2
in epsilon s d=0.005 n=2
in levmax s d=50 n=2
out verts_out v
out edges_out s
"""

## schottky_circles_example_b3d_sv.py
"""
in centers_in v
in radii_in s
in max_level s d=2 n=2
out centers_out v
out radii_out s
"""

# Schottky Circles
# Implementation is based on https://github.com/soma-arc/SchottkyLink

## schottky_spheres_example_b3d_sv.py
"""
in base_center v
in base_radius s
in centers_in v
in radii_in s
in max_level s d=2 n=2
out centers_out v
out radii_out s
"""

## gyrovector_space_approach_to_hyperbolic_geometry_sv.py
"""
in verts_in v
in faces_in s
in s_param s d=0.2 n=2
in depth s d=3 n=2
out verts_out v
out faces_out s
"""

#Gyrovector space for making hyperbolic polyhedra

## apollonian_gasket_sv.py
"""
in radius1 s .=3.0 n=2
in radius2 s .=3.0 n=2
in radius3 s .=3.0 n=2
in depth s .=3 n=2
out centers v
out radii s
"""

# Code block below is from https://github.com/lsandig/apollon/apollon.py (GPL License)

## four_dimensional_rotation_an_script.py
"""
in p s
in q s
in t s
in verts v
out verts_out v
"""

import numpy as np
import math
	import numpy as np
	import datetime
	import math
	from scipy.spatial import Delaunay
	import struct

	"""
	Example:

	import numpy as np
	"""
	in trace_a s d=[0,0] n=1
	in trace_b s d=[0,0] n=1
	in colorize s d=1 n=2
	in reverse s d=0 n=2
	out centers s
	out radii s
	out hue s
	"""
	"""
	in u s d=[0,2] n=1
	in r s d=1 n=2
	in epsilon s d=0.005 n=2
	in levmax s d=50 n=2
	out verts_out v
	out edges_out s
	"""

	import numpy as np
	"""
	in tr_al s d=[2,0] n=1
	in tr_bl s d=[2,0] n=1
	in r s d=1 n=2
	in epsilon s d=0.005 n=2
	in levmax s d=50 n=2
	out verts_out v
	out edges_out s
	"""
	"""
	in centers_in v
	in radii_in s
	in max_level s d=2 n=2
	out centers_out v
	out radii_out s
	"""

	# Schottky Circles
	# Implementation is based on https://github.com/soma-arc/SchottkyLink
	"""
	in base_center v
	in base_radius s
	in centers_in v
	in radii_in s
	in max_level s d=2 n=2
	out centers_out v
	out radii_out s
	"""
	"""
	in verts_in v
	in faces_in s
	in s_param s d=0.2 n=2
	in depth s d=3 n=2
	out verts_out v
	out faces_out s
	"""

	#Gyrovector space for making hyperbolic polyhedra
	"""
	in radius1 s .=3.0 n=2
	in radius2 s .=3.0 n=2
	in radius3 s .=3.0 n=2
	in depth s .=3 n=2
	out centers v
	out radii s
	"""

	# Code block below is from https://github.com/lsandig/apollon/apollon.py (GPL License)
	"""
	in p s
	in q s
	in t s
	in verts v
	out verts_out v
	"""

	import numpy as np
	import math