feat: Support copying from multiple keys
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101
__init__.py
101
__init__.py
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@ -34,18 +34,68 @@ class G:
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def inverse_lerp(minimum, maximum, val):
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return (val - minimum) / (maximum - minimum)
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def create_bezier(handles, co_left_side, co_right_side):
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return list(
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map(
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lambda x: list(map(
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lambda v, dimension: inverse_lerp(co_left_side[dimension], co_right_side[dimension], v),
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x,
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range(2)
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)),
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handles
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)
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)
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def convert_handles_to_bezier(keyframes):
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handles = [keyframes[0].handle_right, keyframes[1].handle_left]
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# TODO(mmaker): Some of the logic here, particularly when selecting one key,
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# is likely not the correct way to calculate the bezier.
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# Should do a second pass over this and see if it could be cleaned up to be more accurate.
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# (I'm not very math pilled, sorry)
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#
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# This at minimum should handle any types of user selections though.
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# (Two keys, a single key, several keys across different fcurves)
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beziers = []
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for fcurve, key_indexes in keyframes.items():
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f_keys = fcurve.keyframe_points
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# Case when only one key is selected
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# TODO(mmaker): Clean up this logic
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if len(key_indexes) == 1:
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key = f_keys[key_indexes[0]]
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beziers.append(create_bezier([
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key.handle_left, key.handle_right
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], key.co, [0.0, 0.0]))
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for i in key_indexes[:-1]:
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# NOTE(mmaker): This naming could probably be better, lol
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handle_left_side = f_keys[i].handle_right
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co_left_side = f_keys[i].co
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if i >= len(f_keys):
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# Case when selected key is the last in the fcurve
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handle_right_side = [0.0, 0.0]
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co_right_side = f_keys[i].co
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else:
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handle_right_side = f_keys[i + 1].handle_left
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co_right_side = f_keys[i + 1].co
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handles = [handle_left_side, handle_right_side]
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beziers.append(create_bezier(handles, co_left_side, co_right_side))
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# Average beziers
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# NOTE(mmaker): I'm sure there is a way to vectorize this, but until then, B)
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bezier = [
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[
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sum([x[0] for x in list(zip(*beziers))[0]]) / len(beziers),
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sum([x[1] for x in list(zip(*beziers))[0]]) / len(beziers)
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],
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[
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sum([x[0] for x in list(zip(*beziers))[1]]) / len(beziers),
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sum([x[1] for x in list(zip(*beziers))[1]]) / len(beziers)
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]
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]
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bezier = list(map(
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lambda x: list(map(
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lambda v, dimension: inverse_lerp(keyframes[0].co[dimension], keyframes[1].co[dimension], v),
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x,
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range(2)
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)),
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handles
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))
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return bezier
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def generate_new_handles(in_key, out_key):
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@ -74,19 +124,14 @@ class FCurveHandleCopyValue(bpy.types.Operator):
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def execute(self, context):
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if (context.selected_visible_fcurves):
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fcurves = context.selected_visible_fcurves
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G.selected_keys = []
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G.selected_keys = {}
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for fcurve in fcurves:
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for key in fcurve.keyframe_points:
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for key_index, key in enumerate(fcurve.keyframe_points):
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if key.select_control_point:
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G.selected_keys.append(key)
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if (len(G.selected_keys) > 2):
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self.report({"WARNING"}, "Please select exactly two keyframes when copying an ease.")
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return {'CANCELLED'}
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if (len(G.selected_keys) != 2):
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self.report({"WARNING"}, "Please select exactly two keyframes when copying an ease.")
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return {'CANCELLED'}
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if fcurve not in G.selected_keys:
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G.selected_keys[fcurve] = []
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G.selected_keys[fcurve].append(key_index)
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G.bezier = convert_handles_to_bezier(G.selected_keys)
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@ -104,23 +149,23 @@ class FCurveHandlePasteValue(bpy.types.Operator):
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selected_keys = {}
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for fcurve in fcurves:
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keys = fcurve.keyframe_points
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for i in range(0, len(keys)):
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if (keys[i].select_control_point):
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f_keys = fcurve.keyframe_points
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for i in range(0, len(f_keys)):
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if (f_keys[i].select_control_point):
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if fcurve not in selected_keys:
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selected_keys[fcurve] = []
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selected_keys[fcurve].append(i)
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for fcurve, keys in selected_keys.items():
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if (len(keys) == 0):
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for fcurve, key_indexes in selected_keys.items():
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if (len(key_indexes) == 0):
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self.report({"WARNING"}, "Please select some keyframes to paste an ease to.")
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return {'CANCELLED'}
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if (len(keys) == 1):
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if (len(key_indexes) == 1):
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# TODO: Implement logic for this soon
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pass
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else:
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keys.pop() # TODO: Related to above, implement soon
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for i in keys:
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key_indexes.pop() # TODO: Related to above, implement soon
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for i in key_indexes:
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f_keys = fcurve.keyframe_points
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if (i < len(f_keys) - 1):
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new_handles = generate_new_handles(f_keys[i], f_keys[i + 1])
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