From 19e834f140a0ee5f3867f3bc9de6226cf05bc193 Mon Sep 17 00:00:00 2001
From: Simon Berger <simon@siku2.io>
Date: Sat, 5 Oct 2024 19:12:42 +0200
Subject: [PATCH] add an initial level layout

---
 assets/custom/Ground_baseColor(1).png        | Bin 0 -> 1286241 bytes
 assets/custom/Ground_baseColor(1).png.import |  36 +
 assets/custom/ground.blend                   | Bin 0 -> 2931596 bytes
 assets/custom/ground.blend.import            |  51 ++
 materials/grass.tres                         |  11 +
 prefabs/fern_01_alpha.tscn                   |  48 ++
 prefabs/fern_02.tscn                         |  49 ++
 prefabs/firefly.tscn                         |  37 +-
 prefabs/ground.tscn                          |   9 +
 prefabs/lilypad.tscn                         |  79 +--
 prefabs/spiderweb.tscn                       |   2 +-
 prefabs/water.tscn                           |  86 +--
 scenes/game.tscn                             | 661 ++++++++++---------
 13 files changed, 612 insertions(+), 457 deletions(-)
 create mode 100644 assets/custom/Ground_baseColor(1).png
 create mode 100644 assets/custom/Ground_baseColor(1).png.import
 create mode 100644 assets/custom/ground.blend
 create mode 100644 assets/custom/ground.blend.import
 create mode 100644 materials/grass.tres
 create mode 100644 prefabs/fern_01_alpha.tscn
 create mode 100644 prefabs/fern_02.tscn
 create mode 100644 prefabs/ground.tscn

diff --git a/assets/custom/Ground_baseColor(1).png b/assets/custom/Ground_baseColor(1).png
new file mode 100644
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diff --git a/assets/custom/ground.blend.import b/assets/custom/ground.blend.import
new file mode 100644
index 0000000..ba1d5ad
--- /dev/null
+++ b/assets/custom/ground.blend.import
@@ -0,0 +1,51 @@
+[remap]
+
+importer="scene"
+importer_version=1
+type="PackedScene"
+uid="uid://t305yf7iyosi"
+path="res://.godot/imported/ground.blend-453948ae3d6487d419b73a9d343fb846.scn"
+
+[deps]
+
+source_file="res://assets/custom/ground.blend"
+dest_files=["res://.godot/imported/ground.blend-453948ae3d6487d419b73a9d343fb846.scn"]
+
+[params]
+
+nodes/root_type=""
+nodes/root_name=""
+nodes/apply_root_scale=true
+nodes/root_scale=1.0
+nodes/import_as_skeleton_bones=false
+meshes/ensure_tangents=true
+meshes/generate_lods=true
+meshes/create_shadow_meshes=true
+meshes/light_baking=1
+meshes/lightmap_texel_size=0.2
+meshes/force_disable_compression=false
+skins/use_named_skins=true
+animation/import=true
+animation/fps=30
+animation/trimming=false
+animation/remove_immutable_tracks=true
+animation/import_rest_as_RESET=false
+import_script/path=""
+_subresources={}
+blender/nodes/visible=0
+blender/nodes/active_collection_only=false
+blender/nodes/punctual_lights=true
+blender/nodes/cameras=true
+blender/nodes/custom_properties=true
+blender/nodes/modifiers=1
+blender/meshes/colors=false
+blender/meshes/uvs=true
+blender/meshes/normals=true
+blender/meshes/tangents=true
+blender/meshes/skins=2
+blender/meshes/export_bones_deforming_mesh_only=false
+blender/materials/unpack_enabled=true
+blender/materials/export_materials=1
+blender/animation/limit_playback=true
+blender/animation/always_sample=true
+blender/animation/group_tracks=true
diff --git a/materials/grass.tres b/materials/grass.tres
new file mode 100644
index 0000000..3a7130d
--- /dev/null
+++ b/materials/grass.tres
@@ -0,0 +1,11 @@
+[gd_resource type="StandardMaterial3D" load_steps=2 format=3 uid="uid://d2o4xdtorv1dq"]
+
+[ext_resource type="Texture2D" uid="uid://dmvil73jb4qqu" path="res://assets/custom/Ground_baseColor(1).png" id="1_h5y68"]
+
+[resource]
+albedo_texture = ExtResource("1_h5y68")
+albedo_texture_force_srgb = true
+uv1_scale = Vector3(0.315, 0.315, 0.315)
+uv1_triplanar = true
+uv1_world_triplanar = true
+grow_amount = -14.742
diff --git a/prefabs/fern_01_alpha.tscn b/prefabs/fern_01_alpha.tscn
new file mode 100644
index 0000000..a102dba
--- /dev/null
+++ b/prefabs/fern_01_alpha.tscn
@@ -0,0 +1,48 @@
+[gd_scene load_steps=5 format=4 uid="uid://iixhqgfn1yg2"]
+
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+
+[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_ejbuk"]
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+transparency = 4
+cull_mode = 2
+albedo_texture = ExtResource("1_p5o78")
+
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+"uv_scale": Vector4(2.04045, 2.0077, 2.04045, 2.0077),
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+blend_shape_mode = 0
+shadow_mesh = SubResource("ArrayMesh_wn4ow")
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+transform = Transform3D(0.001, 0, 0, 0, 0.001, 0, 0, 0, 0.001, 0, 0, 0)
+mesh = SubResource("ArrayMesh_i820d")
+skeleton = NodePath("")
diff --git a/prefabs/fern_02.tscn b/prefabs/fern_02.tscn
new file mode 100644
index 0000000..278c03c
--- /dev/null
+++ b/prefabs/fern_02.tscn
@@ -0,0 +1,49 @@
+[gd_scene load_steps=5 format=4 uid="uid://bbuvi4ip7fri"]
+
+[ext_resource type="Texture2D" uid="uid://dxwr15ghoin65" path="res://assets/12_animated_butterflies/textures/Fern_D_baseColor.png" id="1_ob2xv"]
+
+[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_0nrw7"]
+resource_name = "Fern_D"
+cull_mode = 2
+albedo_texture = ExtResource("1_ob2xv")
+
+[sub_resource type="ArrayMesh" id="ArrayMesh_hrlx8"]
+_surfaces = [{
+"aabb": AABB(-63.9277, -6.60821, -52.5947, 132.077, 80.0781, 111.889),
+"format": 34896613377,
+"index_count": 4506,
+"index_data": 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"),
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")
+}]
+blend_shape_mode = 0
+shadow_mesh = SubResource("ArrayMesh_hrlx8")
+
+[node name="Fern02" type="Node3D"]
+
+[node name="Fern02_Fern_D_0" type="MeshInstance3D" parent="."]
+transform = Transform3D(0.00196216, 0, 0, 0, 0.00196216, 0, 0, 0, 0.00196216, 0, 0, 0)
+mesh = SubResource("ArrayMesh_crbpc")
+skeleton = NodePath("")
diff --git a/prefabs/firefly.tscn b/prefabs/firefly.tscn
index 618d1be..3223b3e 100644
--- a/prefabs/firefly.tscn
+++ b/prefabs/firefly.tscn
@@ -296,31 +296,38 @@ _surfaces = [{
 blend_shape_mode = 0
 shadow_mesh = SubResource("ArrayMesh_wlojk")
 
-[sub_resource type="Animation" id="Animation_njka3"]
-resource_name = "Empty|EmptyAction"
-length = 104.125
-tracks/0/type = "rotation_3d"
-tracks/0/imported = true
+[sub_resource type="Animation" id="Animation_m8ubr"]
+resource_name = "flap"
+length = 0.2
+loop_mode = 1
+tracks/0/type = "value"
+tracks/0/imported = false
 tracks/0/enabled = true
-tracks/0/path = NodePath("Sketchfab_model/Sculpt_fbx/Object_2/RootNode/Empty")
-tracks/0/interp = 1
+tracks/0/path = NodePath("Sketchfab_model/Sculpt_fbx/Object_2/RootNode/Extracted_Cube_000/Extracted_Cube_000_Material_0:rotation")
+tracks/0/interp = 2
 tracks/0/loop_wrap = true
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-0.199835, 0.678282, 94.5, 1, -0.679082, -0.197097, -0.197097, 0.679082, 94.6, 1, -0.679676, -0.195042, -0.195042, 0.679676, 95, 1, -0.681986, -0.186802, -0.186802, 0.681986, 95.1, 1, -0.682548, -0.184738, -0.184738, 0.682548, 95.2, 1, -0.683104, -0.182672, -0.182672, 0.683104, 95.2333, 1, -0.683288, -0.181983, -0.181983, 0.683288, 95.4333, 1, -0.684376, -0.177845, -0.177845, 0.684376, 95.6, 1, -0.685265, -0.174392, -0.174392, 0.685265, 95.6333, 1, -0.68544, -0.173701, -0.173701, 0.68544, 95.6667, 1, -0.685615, -0.173009, -0.173009, 0.685615, 95.7, 1, -0.685789, -0.172318, -0.172318, 0.685789, 95.8, 1, -0.686307, -0.170242, -0.170242, 0.686307, 95.8333, 1, -0.686479, -0.16955, -0.16955, 0.686479, 95.9, 1, -0.686819, -0.168165, -0.168165, 0.686819, 95.9333, 1, -0.686988, -0.167472, -0.167472, 0.686988, 96.1333, 1, -0.687989, -0.163312, -0.163312, 0.687989, 96.2, 1, -0.688317, -0.161924, -0.161924, 0.688317, 96.2333, 1, -0.68848, -0.16123, -0.16123, 0.68848, 96.2667, 1, -0.688642, -0.160536, -0.160536, 0.688642, 96.8, 1, -0.691143, -0.149403, -0.149403, 0.691143, 96.8333, 1, -0.691293, -0.148706, -0.148706, 0.691293, 96.8667, 1, -0.691443, -0.148009, -0.148009, 0.691443, 96.9667, 1, -0.691888, -0.145916, -0.145916, 0.691888, 97.0667, 1, -0.692326, -0.143822, -0.143822, 0.692326, 97.2333, 1, -0.693042, -0.140329, -0.140329, 0.693042, 97.3333, 1, -0.693464, -0.138232, -0.138232, 0.693464, 97.3667, 1, -0.693603, -0.137532, -0.137532, 0.693603, 97.8333, 1, -0.695475, -0.127726, -0.127726, 0.695475, 97.8667, 1, -0.695604, -0.127024, -0.127024, 0.695604, 97.9, 1, -0.695732, -0.126323, -0.126323, 0.695732, 97.9333, 1, -0.695859, -0.125621, -0.125621, 0.695859, 97.9667, 1, -0.695985, -0.124919, -0.124919, 0.695985, 98.0333, 1, -0.696236, -0.123515, -0.123515, 0.696236, 98.1, 1, -0.696483, -0.122111, -0.122111, 0.696483, 98.2, 1, -0.69685, -0.120003, -0.120003, 0.69685, 98.6333, 1, -0.698363, -0.110857, -0.110857, 0.698363, 98.6667, 1, -0.698474, -0.110153, -0.110153, 0.698474, 98.8333, 1, -0.699021, -0.106629, -0.106629, 0.699021, 98.8667, 1, -0.699128, -0.105924, -0.105924, 0.699128, 99, 1, -0.69955, -0.103103, -0.103103, 0.69955, 99.1, 1, -0.699858, -0.100986, -0.100986, 0.699858, 99.1667, 1, -0.700061, -0.0995741, -0.0995741, 0.700061, 99.2, 1, -0.700161, -0.098868, -0.098868, 0.700161, 99.2333, 1, -0.70026, -0.0981618, -0.0981618, 0.70026, 99.2667, 1, -0.700359, -0.0974556, -0.0974556, 0.700359, 99.3667, 1, -0.70065, -0.0953361, -0.0953361, 0.70065, 99.5, 1, -0.701029, -0.092509, -0.092509, 0.701029, 99.6, 1, -0.701306, -0.0903875, -0.0903875, 0.701306, 99.7, 1, -0.701576, -0.0882654, -0.0882654, 0.701576, 99.7333, 1, -0.701665, -0.0875578, -0.0875578, 0.701665, 99.9, 1, -0.702098, -0.0840184, -0.0840184, 0.702097, 100, 1, -0.702348, -0.0818939, -0.0818939, 0.702348, 100.1, 1, -0.702593, -0.0797685, -0.0797685, 0.702593, 100.133, 1, -0.702673, -0.0790599, -0.0790599, 0.702673, 100.267, 1, -0.702986, -0.0762246, -0.0762246, 0.702986, 100.5, 1, -0.703507, -0.07126, -0.07126, 0.703507, 100.533, 1, -0.703579, -0.0705504, -0.0705504, 0.703578, 100.567, 1, -0.703649, -0.0698408, -0.0698408, 0.703649, 101.5, 1, -0.705341, -0.0499459, -0.0499459, 0.705341, 101.667, 1, -0.705584, -0.0463887, -0.0463887, 0.705584, 101.7, 1, -0.70563, -0.045677, -0.045677, 0.70563, 101.833, 1, -0.705808, -0.0428301, -0.0428301, 0.705808, 101.933, 1, -0.705935, -0.0406944, -0.0406944, 0.705935, 102.033, 1, -0.706055, -0.0385585, -0.0385585, 0.706055, 102.067, 1, -0.706093, -0.0378464, -0.0378464, 0.706093, 102.1, 1, -0.706131, -0.0371342, -0.0371342, 0.706131, 102.167, 1, -0.706205, -0.03571, -0.03571, 0.706204, 102.2, 1, -0.70624, -0.0349978, -0.0349978, 0.70624, 102.333, 1, -0.706376, -0.0321486, -0.0321486, 0.706376, 102.367, 1, -0.706408, -0.0314362, -0.0314362, 0.706408, 102.433, 1, -0.70647, -0.0300112, -0.0300112, 0.70647, 102.6, 1, -0.706612, -0.0264484, -0.0264484, 0.706612, 102.633, 1, -0.706638, -0.0257359, -0.0257359, 0.706638, 102.667, 1, -0.706664, -0.0250232, -0.0250232, 0.706664, 102.933, 1, -0.706843, -0.0193209, -0.0193209, 0.706843, 103.167, 1, -0.706962, -0.0143307, -0.0143307, 0.706962, 103.2, 1, -0.706976, -0.0136176, -0.0136176, 0.706976, 103.3, 1, -0.707014, -0.0114784, -0.0114784, 0.707014, 103.433, 1, -0.707054, -0.00862626, -0.00862626, 0.707054, 103.467, 1, -0.707063, -0.00791316, -0.00791316, 0.707062, 103.5, 1, -0.70707, -0.00720006, -0.00720006, 0.70707, 103.567, 1, -0.707083, -0.00577402, -0.00577402, 0.707083, 103.6, 1, -0.707089, -0.00506089, -0.00506089, 0.707089, 103.767, 1, -0.707105, -0.0014954, -0.0014954, 0.707105, 103.8, 1, -0.707106, -0.000782256, -0.000782256, 0.707106, 103.833, 1, -0.707107, -6.91112e-05, -6.91112e-05, 0.707107, 103.867, 1, -0.707107, 0.000644034, 0.000644034, 0.707106, 104, 1, -0.707098, 0.00349641, 0.00349641, 0.707098, 104.033, 1, -0.707094, 0.00420954, 0.00420954, 0.707094, 104.067, 1, -0.70709, 0.00492267, 0.00492267, 0.70709, 104.1, 1, -0.707084, 0.00563575, 0.00563575, 0.707084, 104.125, 1, -0.70708, 0.00617059, 0.00617059, 0.70708)
+tracks/0/keys = {
+"times": PackedFloat32Array(0, 0.0666667, 0.133333, 0.2),
+"transitions": PackedFloat32Array(1, 1, 1, 1),
+"update": 0,
+"values": [Vector3(0, 0, 0), Vector3(0.637045, 0, 0), Vector3(0.637045, 0, 0), Vector3(0, 0, 0)]
+}
 
 [sub_resource type="AnimationLibrary" id="AnimationLibrary_wwvw8"]
 _data = {
-"Empty|EmptyAction": SubResource("Animation_njka3")
+"flap": SubResource("Animation_m8ubr")
 }
 
 [node name="firefly" type="Node3D"]
 
 [node name="Sketchfab_model" type="Node3D" parent="."]
-transform = Transform3D(0.0037339, 0, 0, 0, 8.29093e-19, 0.0037339, 0, -0.0037339, 8.29093e-19, 0, 0, 0)
+transform = Transform3D(0.25, 0, 0, 0, -1.09278e-08, 0.25, 0, -0.25, -1.09278e-08, 0, -0.000557914, 0.0143052)
 
 [node name="Sculpt_fbx" type="Node3D" parent="Sketchfab_model"]
-transform = Transform3D(1, 0, 0, 0, 0, -1, 0, 1, 0, 0, 0, 0)
+transform = Transform3D(0.01, 0, 0, 0, -4.37114e-10, -0.01, 0, 0.01, -4.37114e-10, 0, 0, 0)
 
 [node name="Object_2" type="Node3D" parent="Sketchfab_model/Sculpt_fbx"]
+transform = Transform3D(0.1, 0, 0, 0, 0.1, 0, 0, 0, 0.1, 0, 0, 0)
 
 [node name="RootNode" type="Node3D" parent="Sketchfab_model/Sculpt_fbx/Object_2"]
 
@@ -378,3 +385,11 @@ skeleton = NodePath("")
 libraries = {
 "": SubResource("AnimationLibrary_wwvw8")
 }
+autoplay = "flap"
+
+[node name="OmniLight3D" type="OmniLight3D" parent="."]
+transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.0297138, -0.0345997)
+light_color = Color(1, 1, 0.270588, 1)
+light_energy = 2.0
+omni_range = 1.17
+omni_attenuation = 0.0
diff --git a/prefabs/ground.tscn b/prefabs/ground.tscn
new file mode 100644
index 0000000..730399a
--- /dev/null
+++ b/prefabs/ground.tscn
@@ -0,0 +1,9 @@
+[gd_scene load_steps=3 format=3 uid="uid://dudt471xpwcal"]
+
+[ext_resource type="PackedScene" uid="uid://t305yf7iyosi" path="res://assets/custom/ground.blend" id="1_10nwf"]
+[ext_resource type="Material" uid="uid://d2o4xdtorv1dq" path="res://materials/grass.tres" id="2_mdjw0"]
+
+[node name="ground" instance=ExtResource("1_10nwf")]
+
+[node name="Cube" parent="." index="0"]
+material_override = ExtResource("2_mdjw0")
diff --git a/prefabs/lilypad.tscn b/prefabs/lilypad.tscn
index 3f219ea..18dcf77 100644
--- a/prefabs/lilypad.tscn
+++ b/prefabs/lilypad.tscn
@@ -1,14 +1,13 @@
-[gd_scene load_steps=19 format=4 uid="uid://dwpx2nojqwqbu"]
+[gd_scene load_steps=13 format=4 uid="uid://dwpx2nojqwqbu"]
 
 [ext_resource type="Texture2D" uid="uid://cmahd86ejosmg" path="res://assets/lily/textures/lily_leaves_emissive.png" id="1_te1r0"]
 [ext_resource type="Texture2D" uid="uid://bl5h47l7cl6im" path="res://assets/lily/textures/Lily_Petals_emissive.png" id="2_mp1p0"]
 [ext_resource type="Texture2D" uid="uid://cm0rffyyj67ed" path="res://assets/lily/textures/pollen_emissive.png" id="3_awpey"]
-[ext_resource type="Texture2D" uid="uid://ct508888dpk8l" path="res://assets/lily/textures/water_emissive.png" id="4_12wld"]
 
 [sub_resource type="StandardMaterial3D" id="StandardMaterial3D_h3bh2"]
 resource_name = "lily_leaves"
 cull_mode = 2
-emission_enabled = true
+albedo_texture = ExtResource("1_te1r0")
 emission_texture = ExtResource("1_te1r0")
 
 [sub_resource type="ArrayMesh" id="ArrayMesh_slhlw"]
@@ -46,8 +45,7 @@ shadow_mesh = SubResource("ArrayMesh_slhlw")
 [sub_resource type="StandardMaterial3D" id="StandardMaterial3D_2g8y1"]
 resource_name = "Lily_Petals"
 cull_mode = 2
-emission_enabled = true
-emission_texture = ExtResource("2_mp1p0")
+albedo_texture = ExtResource("2_mp1p0")
 
 [sub_resource type="ArrayMesh" id="ArrayMesh_jrrh1"]
 _surfaces = [{
@@ -86,7 +84,7 @@ shadow_mesh = SubResource("ArrayMesh_jrrh1")
 [sub_resource type="StandardMaterial3D" id="StandardMaterial3D_xah8w"]
 resource_name = "pollen"
 cull_mode = 2
-emission_enabled = true
+albedo_texture = ExtResource("3_awpey")
 emission_texture = ExtResource("3_awpey")
 
 [sub_resource type="ArrayMesh" id="ArrayMesh_pf5w5"]
@@ -121,66 +119,10 @@ _surfaces = [{
 blend_shape_mode = 0
 shadow_mesh = SubResource("ArrayMesh_pf5w5")
 
-[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_tmcwi"]
-resource_name = "water"
-cull_mode = 2
-emission_enabled = true
-emission_texture = ExtResource("4_12wld")
-
-[sub_resource type="ArrayMesh" id="ArrayMesh_e2h6n"]
-_surfaces = [{
-"aabb": AABB(-2.07778, -0.0413566, -2.07559, 4.15336, 0.200112, 4.15118),
-"format": 34896613377,
-"index_count": 12150,
-"index_data": 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EmgSfBJ4EmgSbBJ8E1QKgBNQC1QKcBKAEnAShBKAEnASdBKEEnQSiBKEEnQSeBKIEngSjBKIEngSfBKME1ALUAVQA1AKgBNQBoATVAdQBoAShBNUBoQTWAdUBoQSiBNYBogTXAdYBogSjBNcBrwHXAqcErwFMANcCpwTWAqsEpwTXAtYCqwTVAq8EqwTWAtUCrwTUArMErwTVAtQCEQCkBKwAEQCsAaQErAGlBKQErAGtAaUErQGmBKUErQGuAaYErgGnBKYErgGvAacErACoBK0ArACkBKgEpASpBKgEpASlBKkEpQSqBKkEpQSmBKoEpgSrBKoEpgSnBKsErQCsBK4ArQCoBKwEqAStBKwEqASpBK0EqQSuBK0EqQSqBK4EqgSvBK4EqgSrBK8ErgCwBK8ArgCsBLAErASxBLAErAStBLEErQSyBLEErQSuBLIErgSzBLIErgSvBLMErwDQARIArwCwBNABsATRAdABsASxBNEBsQTSAdEBsQSyBNIBsgTTAdIBsgSzBNMBpwHTArcEpwFLANMCtwTSArsEtwTTAtICuwTRAr8EuwTSAtECvwTQAsMEvwTRAtACSgC0BM8CSgCkAbQEpAG1BLQEpAGlAbUEpQG2BLUEpQGmAbYEpgG3BLYEpgGnAbcEzwK4BM4CzwK0BLgEtAS5BLgEtAS1BLkEtQS6BLkEtQS2BLoEtgS7BLoEtgS3BLsEzgK8BM0CzgK4BLwEuAS9BLwEuAS5BL0EuQS+BL0EuQS6BL4EugS/BL4EugS7BL8EzQLABMwCzQK8BMAEvATBBMAEvAS9BMEEvQTCBMEEvQS+BMIEvgTDBMIEvgS/BMMEzALIAVIAzALABMgBwATJAcgBwATBBMkBwQTKAckBwQTCBMoBwgTLAcoBwgTDBMsBowHPAscEowFKAM8CxwTOAssExwTPAs4CywTNAs8EywTOAs0CzwTMAtMEzwTNAswCSQDEBMsCSQCgAcQEoAHFBMQEoAGhAcUEoQHGBMUEoQGiAcYEogHHBMYEogGjAccEywLIBMoCywLEBMgExATJBMgExATFBMkExQTKBMkExQTGBMoExgTLBMoExgTHBMsEygLMBMkCygLIBMwEyATNBMwEyATJBM0EyQTOBM0EyQTKBM4EygTPBM4EygTLBM8EyQLQBMgCyQLMBNAEzATRBNAEzATNBNEEzQTSBNEEzQTOBNIEzgTTBNIEzgTPBNMEyALEAVEAyALQBMQB0ATFAcQB0ATRBMUB0QTGAcUB0QTSBMYB0gTHAcYB0gTTBMcBnwHLAtcEnwFJAMsC1wTKAtsE1wTLAsoC2wTJAt8E2wTKAskC3wTIAuME3wTJAsgCSADUBMcCSACcAdQEnAHVBNQEnAGdAdUEnQHWBNUEnQGeAdYEngHXBNYEngGfAdcExwLYBMYCxwLUBNgE1ATZBNgE1ATVBNkE1QTaBNkE1QTWBNoE1gTbBNoE1gTXBNsExgLcBMUCxgLYBNwE2ATdBNwE2ATZBN0E2QTeBN0E2QTaBN4E2gTfBN4E2gTbBN8ExQLgBMQCxQLcBOAE3AThBOAE3ATdBOEE3QTiBOEE3QTeBOIE3gTjBOIE3gTfBOMExALAAVAAxALgBMAB4ATBAcAB4AThBMEB4QTCAcEB4QTiBMIB4gTDAcIB4gTjBMMBmwHHAucEmwFIAMcC5wTGAusE5wTHAsYC6wTFAu8E6wTGAsUC7wTEAvME7wTFAsQCRwDkBMMCRwCYAeQEmAHlBOQEmAGZAeUEmQHmBOUEmQGaAeYEmgHnBOYEmgGbAecEwwLoBMICwwLkBOgE5ATpBOgE5ATlBOkE5QTqBOkE5QTmBOoE5gTrBOoE5gTnBOsEwgLsBMECwgLoBOwE6ATtBOwE6ATpBO0E6QTuBO0E6QTqBO4E6gTvBO4E6gTrBO8EwQLwBMACwQLsBPAE7ATxBPAE7ATtBPEE7QTyBPEE7QTuBPIE7gTzBPIE7gTvBPMEwAK8AU8AwALwBLwB8AS9AbwB8ATxBL0B8QS+Ab0B8QTyBL4B8gS/Ab4B8gTzBL8BlwHDAvcElwFHAMMC9wTCAvsE9wTDAsIC+wTBAv8E+wTCAsEC/wTAAgMF/wTBAsACRgD0BL8CRgCUAfQElAH1BPQElAGVAfUElQH2BPUElQGWAfYElgH3BPYElgGXAfcEvwL4BL4CvwL0BPgE9AT5BPgE9AT1BPkE9QT6BPkE9QT2BPoE9gT7BPoE9gT3BPsEvgL8BL0CvgL4BPwE+AT9BPwE+AT5BP0E+QT+BP0E+QT6BP4E+gT/BP4E+gT7BP8EvQIABbwCvQL8BAAF/AQBBQAF/AT9BAEF/QQCBQEF/QT+BAIF/gQDBQIF/gT/BAMFvAK4AU4AvAIABbgBAAW5AbgBAAUBBbkBAQW6AbkBAQUCBboBAgW7AboBAgUDBbsBkwG/AgcFkwFGAL8CBwW+AgsFBwW/Ar4CCwW9Ag8FCwW+Ar0CDwW8AhMFDwW9ArwCRQAEBbsCRQCQAQQFkAEFBQQFkAGRAQUFkQEGBQUFkQGSAQYFkgEHBQYFkgGTAQcFuwIIBboCuwIEBQgFBAUJBQgFBAUFBQkFBQUKBQkFBQUGBQoFBgULBQoFBgUHBQsFugIMBbkCugIIBQwFCAUNBQwFCAUJBQ0FCQUOBQ0FCQUKBQ4FCgUPBQ4FCgULBQ8FuQIQBbgCuQIMBRAFDAURBRAFDAUNBREFDQUSBREFDQUOBRIFDgUTBRIFDgUPBRMFuAK0AU0AuAIQBbQBEAW1AbQBEAURBbUBEQW2AbUBEQUSBbYBEgW3AbYBEgUTBbcBjwG7AhcFjwFFALsCFwW6AhsFFwW7AroCGwW5Ah8FGwW6ArkCHwW4AiMFHwW5ArgCRAAUBbcCRACMARQFjAEVBRQFjAGNARUFjQEWBRUFjQGOARYFjgEXBRYFjgGPARcFtwIYBbYCtwIUBRgFFAUZBRgFFAUVBRkFFQUaBRkFFQUWBRoFFgUbBRoFFgUXBRsFtgIcBbUCtgIYBRwFGAUdBRwFGAUZBR0FGQUeBR0FGQUaBR4FGgUfBR4FGgUbBR8FtQIgBbQCtQIcBSAFHAUhBSAFHAUdBSEFHQUiBSEFHQUeBSIFHgUjBSIFHgUfBSMFtAKwAUwAtAIgBbABIAWxAbABIAUhBbEBIQWyAbEBIQUiBbIBIgWzAbIBIgUjBbMBiwG3AicFiwFEALcCJwW2AisFJwW3ArYCKwW1Ai8FKwW2ArUCLwW0AjMFLwW1ArQCEAAkBagAEACIASQFiAElBSQFiAGJASUFiQEmBSUFiQGKASYFigEnBSYFigGLAScFqAAoBakAqAAkBSgFJAUpBSgFJAUlBSkFJQUqBSkFJQUmBSoFJgUrBSoFJgUnBSsFqQAsBaoAqQAoBSwFKAUtBSwFKAUpBS0FKQUuBS0FKQUqBS4FKgUvBS4FKgUrBS8FqgAwBasAqgAsBTAFLAUxBTAFLAUtBTEFLQUyBTEFLQUuBTIFLgUzBTIFLgUvBTMFqwCsAREAqwAwBawBMAWtAawBMAUxBa0BMQWuAa0BMQUyBa4BMgWvAa4BMgUzBa8BgwGzAjcFgwFDALMCNwWyAjsFNwWzArICOwWxAj8FOwWyArECPwWwAkMFPwWxArACQgA0Ba8CQgCAATQFgAE1BTQFgAGBATUFgQE2BTUFgQGCATYFggE3BTYFggGDATcFrwI4Ba4CrwI0BTgFNAU5BTgFNAU1BTkFNQU6BTkFNQU2BToFNgU7BToFNgU3BTsFrgI8Ba0CrgI4BTwFOAU9BTwFOAU5BT0FOQU+BT0FOQU6BT4FOgU/BT4FOgU7BT8FrQJABawCrQI8BUAFPAVBBUAFPAU9BUEFPQVCBUEFPQU+BUIFPgVDBUIFPgU/BUMFrAKkAUoArAJABaQBQAWlAaQBQAVBBaUBQQWmAaUBQQVCBaYBQgWnAaYBQgVDBacBfwGvAkcFfwFCAK8CRwWuAksFRwWvAq4CSwWtAk8FSwWuAq0CTwWsAlMFTwWtAqwCQQBEBasCQQB8AUQFfAFFBUQFfAF9AUUFfQFGBUUFfQF+AUYFfgFHBUYFfgF/AUcFqwJIBaoCqwJEBUgFRAVJBUgFRAVFBUkFRQVKBUkFRQVGBUoFRgVLBUoFRgVHBUsFqgJMBakCqgJIBUwFSAVNBUwFSAVJBU0FSQVOBU0FSQVKBU4FSgVPBU4FSgVLBU8FqQJQBagCqQJMBVAFTAVRBVAFTAVNBVEFTQVSBVEFTQVOBVIFTgVTBVIFTgVPBVMFqAKgAUkAqAJQBaABUAWhAaABUAVRBaEBUQWiAaEBUQVSBaIBUgWjAaIBUgVTBaMBewGrAlcFewFBAKsCVwWqAlsFVwWrAqoCWwWpAl8FWwWqAqkCXwWoAmMFXwWpAqgCQABUBacCQAB4AVQFeAFVBVQFeAF5AVUFeQFWBVUFeQF6AVYFegFXBVYFegF7AVcFpwJYBaYCpwJUBVgFVAVZBVgFVAVVBVkFVQVaBVkFVQVWBVoFVgVbBVoFVgVXBVsFpgJcBaUCpgJYBVwFWAVdBVwFWAVZBV0FWQVeBV0FWQVaBV4FWgVfBV4FWgVbBV8FpQJgBaQCpQJcBWAFXAVhBWAFXAVdBWEFXQViBWEFXQVeBWIFXgVjBWIFXgVfBWMFpAKcAUgApAJgBZwBYAWdAZwBYAVhBZ0BYQWeAZ0BYQViBZ4BYgWfAZ4BYgVjBZ8BdwGnAmcFdwFAAKcCZwWmAmsFZwWnAqYCawWlAm8FawWmAqUCbwWkAnMFbwWlAqQCPwBkBaMCPwB0AWQFdAFlBWQFdAF1AWUFdQFmBWUFdQF2AWYFdgFnBWYFdgF3AWcFowJoBaICowJkBWgFZAVpBWgFZAVlBWkFZQVqBWkFZQVmBWoFZgVrBWoFZgVnBWsFogJsBaECogJoBWwFaAVtBWwFaAVpBW0FaQVuBW0FaQVqBW4FagVvBW4FagVrBW8FoQJwBaACoQJsBXAFbAVxBXAFbAVtBXEFbQVyBXEFbQVuBXIFbgVzBXIFbgVvBXMFoAKYAUcAoAJwBZgBcAWZAZgBcAVxBZkBcQWaAZkBcQVyBZoBcgWbAZoBcgVzBZsBcwGjAncFcwE/AKMCdwWiAnsFdwWjAqICewWhAn8FewWiAqECfwWgAoMFfwWhAqACPgB0BZ8CPgBwAXQFcAF1BXQFcAFxAXUFcQF2BXUFcQFyAXYFcgF3BXYFcgFzAXcFnwJ4BZ4CnwJ0BXgFdAV5BXgFdAV1BXkFdQV6BXkFdQV2BXoFdgV7BXoFdgV3BXsFngJ8BZ0CngJ4BXwFeAV9BXwFeAV5BX0FeQV+BX0FeQV6BX4FegV/BX4FegV7BX8FnQKABZwCnQJ8BYAFfAWBBYAFfAV9BYEFfQWCBYEFfQV+BYIFfgWDBYIFfgV/BYMFnAKUAUYAnAKABZQBgAWVAZQBgAWBBZUBgQWWAZUBgQWCBZYBggWXAZYBggWDBZcBbwGfAocFbwE+AJ8ChwWeAosFhwWfAp4CiwWdAo8FiwWeAp0CjwWcApMFjwWdApwCPQCEBZsCPQBsAYQFbAGFBYQFbAFtAYUFbQGGBYUFbQFuAYYFbgGHBYYFbgFvAYcFmwKIBZoCmwKEBYgFhAWJBYgFhAWFBYkFhQWKBYkFhQWGBYoFhgWLBYoFhgWHBYsFmgKMBZkCmgKIBYwFiAWNBYwFiAWJBY0FiQWOBY0FiQWKBY4FigWPBY4FigWLBY8FmQKQBZgCmQKMBZAFjAWRBZAFjAWNBZEFjQWSBZEFjQWOBZIFjgWTBZIFjgWPBZMFmAKQAUUAmAKQBZABkAWRAZABkAWRBZEBkQWSAZEBkQWSBZIBkgWTAZIBkgWTBZMBawGbApcFawE9AJsClwWaApsFlwWbApoCmwWZAp8FmwWaApkCnwWYAqMFnwWZApgCPACUBZcCPABoAZQFaAGVBZQFaAFpAZUFaQGWBZUFaQFqAZYFagGXBZYFagFrAZcFlwKYBZYClwKUBZgFlAWZBZgFlAWVBZkFlQWaBZkFlQWWBZoFlgWbBZoFlgWXBZsFlgKcBZUClgKYBZwFmAWdBZwFmAWZBZ0FmQWeBZ0FmQWaBZ4FmgWfBZ4FmgWbBZ8FlQKgBZQClQKcBaAFnAWhBaAFnAWdBaEFnQWiBaEFnQWeBaIFngWjBaIFngWfBaMFlAKMAUQAlAKgBYwBoAWNAYwBoAWhBY0BoQWOAY0BoQWiBY4BogWPAY4BogWjBY8BZwGXAqcFZwE8AJcCpwWWAqsFpwWXApYCqwWVAq8FqwWWApUCrwWUArMFrwWVApQCDwCkBaQADwBkAaQFZAGlBaQFZAFlAaUFZQGmBaUFZQFmAaYFZgGnBaYFZgFnAacFpACoBaUApACkBagFpAWpBagFpAWlBakFpQWqBakFpQWmBaoFpgWrBaoFpgWnBasFpQCsBaYApQCoBawFqAWtBawFqAWpBa0FqQWuBa0FqQWqBa4FqgWvBa4FqgWrBa8FpgCwBacApgCsBbAFrAWxBbAFrAWtBbEFrQWyBbEFrQWuBbIFrgWzBbIFrgWvBbMFpwCIARAApwCwBYgBsAWJAYgBsAWxBYkBsQWKAYkBsQWyBYoBsgWLAYoBsgWzBYsBXwGTArcFXwE7AJMCtwWSArsFtwWTApICuwWRAr8FuwWSApECvwWQAsMFvwWRApACOgC0BY8COgBcAbQFXAG1BbQFXAFdAbUFXQG2BbUFXQFeAbYFXgG3BbYFXgFfAbcFjwK4BY4CjwK0BbgFtAW5BbgFtAW1BbkFtQW6BbkFtQW2BboFtgW7BboFtgW3BbsFjgK8BY0CjgK4BbwFuAW9BbwFuAW5Bb0FuQW+Bb0FuQW6Bb4FugW/Bb4FugW7Bb8FjQLABYwCjQK8BcAFvAXBBcAFvAW9BcEFvQXCBcEFvQW+BcIFvgXDBcIFvgW/BcMFjAKAAUIAjALABYABwAWBAYABwAXBBYEBwQWCAYEBwQXCBYIBwgWDAYIBwgXDBYMBWwGPAscFWwE6AI8CxwWOAssFxwWPAo4CywWNAs8FywWOAo0CzwWMAtMFzwWNAowCOQDEBYsCOQBYAcQFWAHFBcQFWAFZAcUFWQHGBcUFWQFaAcYFWgHHBcYFWgFbAccFiwLIBYoCiwLEBcgFxAXJBcgFxAXFBckFxQXKBckFxQXGBcoFxgXLBcoFxgXHBcsFigLMBYkCigLIBcwFyAXNBcwFyAXJBc0FyQXOBc0FyQXKBc4FygXPBc4FygXLBc8FiQLQBYgCiQLMBdAFzAXRBdAFzAXNBdEFzQXSBdEFzQXOBdIFzgXTBdIFzgXPBdMFiAJ8AUEAiALQBXwB0AV9AXwB0AXRBX0B0QV+AX0B0QXSBX4B0gV/AX4B0gXTBX8BVwGLAtcFVwE5AIsC1wWKAtsF1wWLAooC2wWJAt8F2wWKAokC3wWIAuMF3wWJAogCOADUBYcCOABUAdQFVAHVBdQFVAFVAdUFVQHWBdUFVQFWAdYFVgHXBdYFVgFXAdcFhwLYBYYChwLUBdgF1AXZBdgF1AXVBdkF1QXaBdkF1QXWBdoF1gXbBdoF1gXXBdsFhgLcBYUChgLYBdwF2AXdBdwF2AXZBd0F2QXeBd0F2QXaBd4F2gXfBd4F2gXbBd8FhQLgBYQChQLcBeAF3AXhBeAF3AXdBeEF3QXiBeEF3QXeBeIF3gXjBeIF3gXfBeMFhAJ4AUAAhALgBXgB4AV5AXgB4AXhBXkB4QV6AXkB4QXiBXoB4gV7AXoB4gXjBXsBUwGHAucFUwE4AIcC5wWGAusF5wWHAoYC6wWFAu8F6wWGAoUC7wWEAvMF7wWFAoQCNwDkBYMCNwBQAeQFUAHlBeQFUAFRAeUFUQHmBeUFUQFSAeYFUgHnBeYFUgFTAecFgwLoBYICgwLkBegF5AXpBegF5AXlBekF5QXqBekF5QXmBeoF5gXrBeoF5gXnBesFggLsBYECggLoBewF6AXtBewF6AXpBe0F6QXuBe0F6QXqBe4F6gXvBe4F6gXrBe8FgQLwBYACgQLsBfAF7AXxBfAF7AXtBfEF7QXyBfEF7QXuBfIF7gXzBfIF7gXvBfMFgAJ0AT8AgALwBXQB8AV1AXQB8AXxBXUB8QV2AXUB8QXyBXYB8gV3AXYB8gXzBXcBTwGDAvcFTwE3AIMC9wWCAvsF9wWDAoIC+wWBAv8F+wWCAoEC/wWAAgMG/wWBAoACNgD0BX8CNgBMAfQFTAH1BfQFTAFNAfUFTQH2BfUFTQFOAfYFTgH3BfYFTgFPAfcFfwL4BX4CfwL0BfgF9AX5BfgF9AX1BfkF9QX6BfkF9QX2BfoF9gX7BfoF9gX3BfsFfgL8BX0CfgL4BfwF+AX9BfwF+AX5Bf0F+QX+Bf0F+QX6Bf4F+gX/Bf4F+gX7Bf8FfQIABnwCfQL8BQAG/AUBBgAG/AX9BQEG/QUCBgEG/QX+BQIG/gUDBgIG/gX/BQMGfAJwAT4AfAIABnABAAZxAXABAAYBBnEBAQZyAXEBAQYCBnIBAgZzAXIBAgYDBnMBSwF/AgcGSwE2AH8CBwZ+AgsGBwZ/An4CCwZ9Ag8GCwZ+An0CDwZ8AhMGDwZ9AnwCNQAEBnsCNQBIAQQGSAEFBgQGSAFJAQUGSQEGBgUGSQFKAQYGSgEHBgYGSgFLAQcGewIIBnoCewIEBggGBAYJBggGBAYFBgkGBQYKBgkGBQYGBgoGBgYLBgoGBgYHBgsGegIMBnkCegIIBgwGCAYNBgwGCAYJBg0GCQYOBg0GCQYKBg4GCgYPBg4GCgYLBg8GeQIQBngCeQIMBhAGDAYRBhAGDAYNBhEGDQYSBhEGDQYOBhIGDgYTBhIGDgYPBhMGeAJsAT0AeAIQBmwBEAZtAWwBEAYRBm0BEQZuAW0BEQYSBm4BEgZvAW4BEgYTBm8BRwF7AhcGRwE1AHsCFwZ6AhsGFwZ7AnoCGwZ5Ah8GGwZ6AnkCHwZ4AiMGHwZ5AngCNAAUBncCNABEARQGRAEVBhQGRAFFARUGRQEWBhUGRQFGARYGRgEXBhYGRgFHARcGdwIYBnYCdwIUBhgGFAYZBhgGFAYVBhkGFQYaBhkGFQYWBhoGFgYbBhoGFgYXBhsGdgIcBnUCdgIYBhwGGAYdBhwGGAYZBh0GGQYeBh0GGQYaBh4GGgYfBh4GGgYbBh8GdQIgBnQCdQIcBiAGHAYhBiAGHAYdBiEGHQYiBiEGHQYeBiIGHgYjBiIGHgYfBiMGdAJoATwAdAIgBmgBIAZpAWgBIAYhBmkBIQZqAWkBIQYiBmoBIgZrAWoBIgYjBmsBQwF3AicGQwE0AHcCJwZ2AisGJwZ3AnYCKwZ1Ai8GKwZ2AnUCLwZ0AjMGLwZ1AnQCDgAkBqAADgBAASQGQAElBiQGQAFBASUGQQEmBiUGQQFCASYGQgEnBiYGQgFDAScGoAAoBqEAoAAkBigGJAYpBigGJAYlBikGJQYqBikGJQYmBioGJgYrBioGJgYnBisGoQAsBqIAoQAoBiwGKAYtBiwGKAYpBi0GKQYuBi0GKQYqBi4GKgYvBi4GKgYrBi8GogAwBqMAogAsBjAGLAYxBjAGLAYtBjEGLQYyBjEGLQYuBjIGLgYzBjIGLgYvBjMGowBkAQ8AowAwBmQBMAZlAWQBMAYxBmUBMQZmAWUBMQYyBmYBMgZnAWYBMgYzBmcBOwFzAjcGOwEzAHMCNwZyAjsGNwZzAnICOwZxAj8GOwZyAnECPwZwAkMGPwZxAnACMgA0Bm8CMgA4ATQGOAE1BjQGOAE5ATUGOQE2BjUGOQE6ATYGOgE3BjYGOgE7ATcGbwI4Bm4CbwI0BjgGNAY5BjgGNAY1BjkGNQY6BjkGNQY2BjoGNgY7BjoGNgY3BjsGbgI8Bm0CbgI4BjwGOAY9BjwGOAY5Bj0GOQY+Bj0GOQY6Bj4GOgY/Bj4GOgY7Bj8GbQJABmwCbQI8BkAGPAZBBkAGPAY9BkEGPQZCBkEGPQY+BkIGPgZDBkIGPgY/BkMGbAJcAToAbAJABlwBQAZdAVwBQAZBBl0BQQZeAV0BQQZCBl4BQgZfAV4BQgZDBl8BNwFvAkcGNwEyAG8CRwZuAksGRwZvAm4CSwZtAk8GSwZuAm0CTwZsAlMGTwZtAmwCMQBEBmsCMQA0AUQGNAFFBkQGNAE1AUUGNQFGBkUGNQE2AUYGNgFHBkYGNgE3AUcGawJIBmoCawJEBkgGRAZJBkgGRAZFBkkGRQZKBkkGRQZGBkoGRgZLBkoGRgZHBksGagJMBmkCagJIBkwGSAZNBkwGSAZJBk0GSQZOBk0GSQZKBk4GSgZPBk4GSgZLBk8GaQJQBmgCaQJMBlAGTAZRBlAGTAZNBlEGTQZSBlEGTQZOBlIGTgZTBlIGTgZPBlMGaAJYATkAaAJQBlgBUAZZAVgBUAZRBlkBUQZaAVkBUQZSBloBUgZbAVoBUgZTBlsBMwFrAlcGMwExAGsCVwZqAlsGVwZrAmoCWwZpAl8GWwZqAmkCXwZoAmMGXwZpAmgCMABUBmcCMAAwAVQGMAFVBlQGMAExAVUGMQFWBlUGMQEyAVYGMgFXBlYGMgEzAVcGZwJYBmYCZwJUBlgGVAZZBlgGVAZVBlkGVQZaBlkGVQZWBloGVgZbBloGVgZXBlsGZgJcBmUCZgJYBlwGWAZdBlwGWAZZBl0GWQZeBl0GWQZaBl4GWgZfBl4GWgZbBl8GZQJgBmQCZQJcBmAGXAZhBmAGXAZdBmEGXQZiBmEGXQZeBmIGXgZjBmIGXgZfBmMGZAJUATgAZAJgBlQBYAZVAVQBYAZhBlUBYQZWAVUBYQZiBlYBYgZXAVYBYgZjBlcBLwFnAmcGLwEwAGcCZwZmAmsGZwZnAmYCawZlAm8GawZmAmUCbwZkAnMGbwZlAmQCLwBkBmMCLwAsAWQGLAFlBmQGLAEtAWUGLQFmBmUGLQEuAWYGLgFnBmYGLgEvAWcGYwJoBmICYwJkBmgGZAZpBmgGZAZlBmkGZQZqBmkGZQZmBmoGZgZrBmoGZgZnBmsGYgJsBmECYgJoBmwGaAZtBmwGaAZpBm0GaQZuBm0GaQZqBm4GagZvBm4GagZrBm8GYQJwBmACYQJsBnAGbAZxBnAGbAZtBnEGbQZyBnEGbQZuBnIGbgZzBnIGbgZvBnMGYAJQATcAYAJwBlABcAZRAVABcAZxBlEBcQZSAVEBcQZyBlIBcgZTAVIBcgZzBlMBKwFjAncGKwEvAGMCdwZiAnsGdwZjAmICewZhAn8GewZiAmECfwZgAoMGfwZhAmACLgB0Bl8CLgAoAXQGKAF1BnQGKAEpAXUGKQF2BnUGKQEqAXYGKgF3BnYGKgErAXcGXwJ4Bl4CXwJ0BngGdAZ5BngGdAZ1BnkGdQZ6BnkGdQZ2BnoGdgZ7BnoGdgZ3BnsGXgJ8Bl0CXgJ4BnwGeAZ9BnwGeAZ5Bn0GeQZ+Bn0GeQZ6Bn4GegZ/Bn4GegZ7Bn8GXQKABlwCXQJ8BoAGfAaBBoAGfAZ9BoEGfQaCBoEGfQZ+BoIGfgaDBoIGfgZ/BoMGXAJMATYAXAKABkwBgAZNAUwBgAaBBk0BgQZOAU0BgQaCBk4BggZPAU4BggaDBk8BJwFfAocGJwEuAF8ChwZeAosGhwZfAl4CiwZdAo8GiwZeAl0CjwZcApMGjwZdAlwCLQCEBlsCLQAkAYQGJAGFBoQGJAElAYUGJQGGBoUGJQEmAYYGJgGHBoYGJgEnAYcGWwKIBloCWwKEBogGhAaJBogGhAaFBokGhQaKBokGhQaGBooGhgaLBooGhgaHBosGWgKMBlkCWgKIBowGiAaNBowGiAaJBo0GiQaOBo0GiQaKBo4GigaPBo4GigaLBo8GWQKQBlgCWQKMBpAGjAaRBpAGjAaNBpEGjQaSBpEGjQaOBpIGjgaTBpIGjgaPBpMGWAJIATUAWAKQBkgBkAZJAUgBkAaRBkkBkQZKAUkBkQaSBkoBkgZLAUoBkgaTBksBIwFbApcGIwEtAFsClwZaApsGlwZbAloCmwZZAp8GmwZaAlkCnwZYAqMGnwZZAlgCLACUBlcCLAAgAZQGIAGVBpQGIAEhAZUGIQGWBpUGIQEiAZYGIgGXBpYGIgEjAZcGVwKYBlYCVwKUBpgGlAaZBpgGlAaVBpkGlQaaBpkGlQaWBpoGlgabBpoGlgaXBpsGVgKcBlUCVgKYBpwGmAadBpwGmAaZBp0GmQaeBp0GmQaaBp4GmgafBp4GmgabBp8GVQKgBlQCVQKcBqAGnAahBqAGnAadBqEGnQaiBqEGnQaeBqIGngajBqIGngafBqMGVAJEATQAVAKgBkQBoAZFAUQBoAahBkUBoQZGAUUBoQaiBkYBogZHAUYBogajBkcBHwFXAqcGHwEsAFcCpwZWAqsGpwZXAlYCqwZVAq8GqwZWAlUCrwZUArMGrwZVAlQCDQCkBpwADQAcAaQGHAGlBqQGHAEdAaUGHQGmBqUGHQEeAaYGHgGnBqYGHgEfAacGnACoBp0AnACkBqgGpAapBqgGpAalBqkGpQaqBqkGpQamBqoGpgarBqoGpganBqsGnQCsBp4AnQCoBqwGqAatBqwGqAapBq0GqQauBq0GqQaqBq4GqgavBq4GqgarBq8GngCwBp8AngCsBrAGrAaxBrAGrAatBrEGrQayBrEGrQauBrIGrgazBrIGrgavBrMGnwBAAQ4AnwCwBkABsAZBAUABsAaxBkEBsQZCAUEBsQayBkIBsgZDAUIBsgazBkMBFwFTArcGFwErAFMCtwZSArsGtwZTAlICuwZRAr8GuwZSAlECvwZQAsMGvwZRAlACKgC0Bk8CKgAUAbQGFAG1BrQGFAEVAbUGFQG2BrUGFQEWAbYGFgG3BrYGFgEXAbcGTwK4Bk4CTwK0BrgGtAa5BrgGtAa1BrkGtQa6BrkGtQa2BroGtga7BroGtga3BrsGTgK8Bk0CTgK4BrwGuAa9BrwGuAa5Br0GuQa+Br0GuQa6Br4Guga/Br4Guga7Br8GTQLABkwCTQK8BsAGvAbBBsAGvAa9BsEGvQbCBsEGvQa+BsIGvgbDBsIGvga/BsMGTAI4ATIATALABjgBwAY5ATgBwAbBBjkBwQY6ATkBwQbCBjoBwgY7AToBwgbDBjsBEwFPAscGEwEqAE8CxwZOAssGxwZPAk4CywZNAs8GywZOAk0CzwZMAtMGzwZNAkwCKQDEBksCKQAQAcQGEAHFBsQGEAERAcUGEQHGBsUGEQESAcYGEgHHBsYGEgETAccGSwLIBkoCSwLEBsgGxAbJBsgGxAbFBskGxQbKBskGxQbGBsoGxgbLBsoGxgbHBssGSgLMBkkCSgLIBswGyAbNBswGyAbJBs0GyQbOBs0GyQbKBs4GygbPBs4GygbLBs8GSQLQBkgCSQLMBtAGzAbRBtAGzAbNBtEGzQbSBtEGzQbOBtIGzgbTBtIGzgbPBtMGSAI0ATEASALQBjQB0AY1ATQB0AbRBjUB0QY2ATUB0QbSBjYB0gY3ATYB0gbTBjcBDwFLAtcGDwEpAEsC1wZKAtsG1wZLAkoC2wZJAt8G2wZKAkkC3wZIAuMG3wZJAkgCKADUBkcCKAAMAdQGDAHVBtQGDAENAdUGDQHWBtUGDQEOAdYGDgHXBtYGDgEPAdcGRwLYBkYCRwLUBtgG1AbZBtgG1AbVBtkG1QbaBtkG1QbWBtoG1gbbBtoG1gbXBtsGRgLcBkUCRgLYBtwG2AbdBtwG2AbZBt0G2QbeBt0G2QbaBt4G2gbfBt4G2gbbBt8GRQLgBkQCRQLcBuAG3AbhBuAG3AbdBuEG3QbiBuEG3QbeBuIG3gbjBuIG3gbfBuMGRAIwATAARALgBjAB4AYxATAB4AbhBjEB4QYyATEB4QbiBjIB4gYzATIB4gbjBjMBCwFHAucGCwEoAEcC5wZGAusG5wZHAkYC6wZFAu8G6wZGAkUC7wZEAvMG7wZFAkQCJwDkBkMCJwAIAeQGCAHlBuQGCAEJAeUGCQHmBuUGCQEKAeYGCgHnBuYGCgELAecGQwLoBkICQwLkBugG5AbpBugG5AblBukG5QbqBukG5QbmBuoG5gbrBuoG5gbnBusGQgLsBkECQgLoBuwG6AbtBuwG6AbpBu0G6QbuBu0G6QbqBu4G6gbvBu4G6gbrBu8GQQLwBkACQQLsBvAG7AbxBvAG7AbtBvEG7QbyBvEG7QbuBvIG7gbzBvIG7gbvBvMGQAIsAS8AQALwBiwB8AYtASwB8AbxBi0B8QYuAS0B8QbyBi4B8gYvAS4B8gbzBi8BBwFDAvcGBwEnAEMC9wZCAvsG9wZDAkIC+wZBAv8G+wZCAkEC/wZAAgMH/wZBAkACJgD0Bj8CJgAEAfQGBAH1BvQGBAEFAfUGBQH2BvUGBQEGAfYGBgH3BvYGBgEHAfcGPwL4Bj4CPwL0BvgG9Ab5BvgG9Ab1BvkG9Qb6BvkG9Qb2BvoG9gb7BvoG9gb3BvsGPgL8Bj0CPgL4BvwG+Ab9BvwG+Ab5Bv0G+Qb+Bv0G+Qb6Bv4G+gb/Bv4G+gb7Bv8GPQIABzwCPQL8BgAH/AYBBwAH/Ab9BgEH/QYCBwEH/Qb+BgIH/gYDBwIH/gb/BgMHPAIoAS4APAIABygBAAcpASgBAAcBBykBAQcqASkBAQcCByoBAgcrASoBAgcDBysBAwE/AgcHAwEmAD8CBwc+AgsHBwc/Aj4CCwc9Ag8HCwc+Aj0CDwc8AhMHDwc9AjwCJQAEBzsCJQAAAQQHAAEFBwQHAAEBAQUHAQEGBwUHAQECAQYHAgEHBwYHAgEDAQcHOwIIBzoCOwIEBwgHBAcJBwgHBAcFBwkHBQcKBwkHBQcGBwoHBgcLBwoHBgcHBwsHOgIMBzkCOgIIBwwHCAcNBwwHCAcJBw0HCQcOBw0HCQcKBw4HCgcPBw4HCgcLBw8HOQIQBzgCOQIMBxAHDAcRBxAHDAcNBxEHDQcSBxEHDQcOBxIHDgcTBxIHDgcPBxMHOAIkAS0AOAIQByQBEAclASQBEAcRByUBEQcmASUBEQcSByYBEgcnASYBEgcTBycB/wA7AhcH/wAlADsCFwc6AhsHFwc7AjoCGwc5Ah8HGwc6AjkCHwc4AiMHHwc5AjgCJAAUBzcCJAD8ABQH/AAVBxQH/AD9ABUH/QAWBxUH/QD+ABYH/gAXBxYH/gD/ABcHNwIYBzYCNwIUBxgHFAcZBxgHFAcVBxkHFQcaBxkHFQcWBxoHFgcbBxoHFgcXBxsHNgIcBzUCNgIYBxwHGAcdBxwHGAcZBx0HGQceBx0HGQcaBx4HGgcfBx4HGgcbBx8HNQIgBzQCNQIcByAHHAchByAHHAcdByEHHQciByEHHQceByIHHgcjByIHHgcfByMHNAIgASwANAIgByABIAchASABIAchByEBIQciASEBIQciByIBIgcjASIBIgcjByMB+wA3AicH+wAkADcCJwc2AisHJwc3AjYCKwc1Ai8HKwc2AjUCLwc0AjMHLwc1AjQCDAAkB5gADAD4ACQH+AAlByQH+AD5ACUH+QAmByUH+QD6ACYH+gAnByYH+gD7ACcHmAAoB5kAmAAkBygHJAcpBygHJAclBykHJQcqBykHJQcmByoHJgcrByoHJgcnBysHmQAsB5oAmQAoBywHKActBywHKAcpBy0HKQcuBy0HKQcqBy4HKgcvBy4HKgcrBy8HmgAwB5sAmgAsBzAHLAcxBzAHLActBzEHLQcyBzEHLQcuBzIHLgczBzIHLgcvBzMHmwAcAQ0AmwAwBxwBMAcdARwBMAcxBx0BMQceAR0BMQcyBx4BMgcfAR4BMgczBx8BeAAzAjcHeAAEADMCNwcyAjsHNwczAjICOwcxAj8HOwcyAjECPwcwAkMHPwcxAjACBQA0By8CBQB7ADQHewA1BzQHewB6ADUHegA2BzUHegB5ADYHeQA3BzYHeQB4ADcHLwI4By4CLwI0BzgHNAc5BzgHNAc1BzkHNQc6BzkHNQc2BzoHNgc7BzoHNgc3BzsHLgI8By0CLgI4BzwHOAc9BzwHOAc5Bz0HOQc+Bz0HOQc6Bz4HOgc/Bz4HOgc7Bz8HLQJABywCLQI8B0AHPAdBB0AHPAc9B0EHPQdCB0EHPQc+B0IHPgdDB0IHPgc/B0MHLAIUASoALAJABxQBQAcVARQBQAdBBxUBQQcWARUBQQdCBxYBQgcXARYBQgdDBxcBfAAvAkcHfAAFAC8CRwcuAksHRwcvAi4CSwctAk8HSwcuAi0CTwcsAlMHTwctAiwCBgBEBysCBgB/AEQHfwBFB0QHfwB+AEUHfgBGB0UHfgB9AEYHfQBHB0YHfQB8AEcHKwJIByoCKwJEB0gHRAdJB0gHRAdFB0kHRQdKB0kHRQdGB0oHRgdLB0oHRgdHB0sHKgJMBykCKgJIB0wHSAdNB0wHSAdJB00HSQdOB00HSQdKB04HSgdPB04HSgdLB08HKQJQBygCKQJMB1AHTAdRB1AHTAdNB1EHTQdSB1EHTQdOB1IHTgdTB1IHTgdPB1MHKAIQASkAKAJQBxABUAcRARABUAdRBxEBUQcSAREBUQdSBxIBUgcTARIBUgdTBxMBgAArAlcHgAAGACsCVwcqAlsHVwcrAioCWwcpAl8HWwcqAikCXwcoAmMHXwcpAigCBwBUBycCBwCDAFQHgwBVB1QHgwCCAFUHggBWB1UHggCBAFYHgQBXB1YHgQCAAFcHJwJYByYCJwJUB1gHVAdZB1gHVAdVB1kHVQdaB1kHVQdWB1oHVgdbB1oHVgdXB1sHJgJcByUCJgJYB1wHWAddB1wHWAdZB10HWQdeB10HWQdaB14HWgdfB14HWgdbB18HJQJgByQCJQJcB2AHXAdhB2AHXAddB2EHXQdiB2EHXQdeB2IHXgdjB2IHXgdfB2MHJAIMASgAJAJgBwwBYAcNAQwBYAdhBw0BYQcOAQ0BYQdiBw4BYgcPAQ4BYgdjBw8BhAAnAmcHhAAHACcCZwcmAmsHZwcnAiYCawclAm8HawcmAiUCbwckAnMHbwclAiQCCABkByMCCACHAGQHhwBlB2QHhwCGAGUHhgBmB2UHhgCFAGYHhQBnB2YHhQCEAGcHIwJoByICIwJkB2gHZAdpB2gHZAdlB2kHZQdqB2kHZQdmB2oHZgdrB2oHZgdnB2sHIgJsByECIgJoB2wHaAdtB2wHaAdpB20HaQduB20HaQdqB24HagdvB24HagdrB28HIQJwByACIQJsB3AHbAdxB3AHbAdtB3EHbQdyB3EHbQduB3IHbgdzB3IHbgdvB3MHIAIIAScAIAJwBwgBcAcJAQgBcAdxBwkBcQcKAQkBcQdyBwoBcgcLAQoBcgdzBwsBiAAjAncHiAAIACMCdwciAnsHdwcjAiICewchAn8HewciAiECfwcgAoMHfwchAiACCQB0Bx8CCQCLAHQHiwB1B3QHiwCKAHUHigB2B3UHigCJAHYHiQB3B3YHiQCIAHcHHwJ4Bx4CHwJ0B3gHdAd5B3gHdAd1B3kHdQd6B3kHdQd2B3oHdgd7B3oHdgd3B3sHHgJ8Bx0CHgJ4B3wHeAd9B3wHeAd5B30HeQd+B30HeQd6B34Hegd/B34Hegd7B38HHQKABxwCHQJ8B4AHfAeBB4AHfAd9B4EHfQeCB4EHfQd+B4IHfgeDB4IHfgd/B4MHHAIEASYAHAKABwQBgAcFAQQBgAeBBwUBgQcGAQUBgQeCBwYBggcHAQYBggeDBwcBjAAfAocHjAAJAB8ChwceAosHhwcfAh4CiwcdAo8HiwceAh0CjwccApMHjwcdAhwCCgCEBxsCCgCPAIQHjwCFB4QHjwCOAIUHjgCGB4UHjgCNAIYHjQCHB4YHjQCMAIcHGwKIBxoCGwKEB4gHhAeJB4gHhAeFB4kHhQeKB4kHhQeGB4oHhgeLB4oHhgeHB4sHGgKMBxkCGgKIB4wHiAeNB4wHiAeJB40HiQeOB40HiQeKB44HigePB44HigeLB48HGQKQBxgCGQKMB5AHjAeRB5AHjAeNB5EHjQeSB5EHjQeOB5IHjgeTB5IHjgePB5MHGAIAASUAGAKQBwABkAcBAQABkAeRBwEBkQcCAQEBkQeSBwIBkgcDAQIBkgeTBwMBkAAbApcHkAAKABsClwcaApsHlwcbAhoCmwcZAp8HmwcaAhkCnwcYAqMHnwcZAhgCCwCUBxcCCwCTAJQHkwCVB5QHkwCSAJUHkgCWB5UHkgCRAJYHkQCXB5YHkQCQAJcHFwKYBxYCFwKUB5gHlAeZB5gHlAeVB5kHlQeaB5kHlQeWB5oHlgebB5oHlgeXB5sHFgKcBxUCFgKYB5wHmAedB5wHmAeZB50HmQeeB50HmQeaB54HmgefB54HmgebB58HFQKgBxQCFQKcB6AHnAehB6AHnAedB6EHnQeiB6EHnQeeB6IHngejB6IHngefB6MHFAL8ACQAFAKgB/wAoAf9APwAoAehB/0AoQf+AP0AoQeiB/4Aogf/AP4AogejB/8AZAAXAqcHZAALABcCpwcWAqsHpwcXAhYCqwcVAq8HqwcWAhUCrwcUArMHrwcVAhQCAACkB5QAAABnAKQHZwClB6QHZwBmAKUHZgCmB6UHZgBlAKYHZQCnB6YHZQBkAKcHlACoB5UAlACkB6gHpAepB6gHpAelB6kHpQeqB6kHpQemB6oHpgerB6oHpgenB6sHlQCsB5YAlQCoB6wHqAetB6wHqAepB60HqQeuB60HqQeqB64HqgevB64HqgerB68HlgCwB5cAlgCsB7AHrAexB7AHrAetB7EHrQeyB7EHrQeuB7IHrgezB7IHrgevB7MHlwD4AAwAlwCwB/gAsAf5APgAsAexB/kAsQf6APkAsQeyB/oAsgf7APoAsgezB/sAzwHbALcHzwEdANsAtwfaALsHtwfbANoAuwfZAL8HuwfaANkAvwfYAMMHvwfZANgAWwC0BxMDWwDMAbQHzAG1B7QHzAHNAbUHzQG2B7UHzQHOAbYHzgG3B7YHzgHPAbcHEwO4BxIDEwO0B7gHtAe5B7gHtAe1B7kHtQe6B7kHtQe2B7oHtge7B7oHtge3B7sHEgO8BxEDEgO4B7wHuAe9B7wHuAe5B70HuQe+B70HuQe6B74Huge/B74Huge7B78HEQPABxADEQO8B8AHvAfBB8AHvAe9B8EHvQfCB8EHvQe+B8IHvgfDB8IHvge/B8MHEAPwAWMAEAPAB/ABwAfxAfABwAfBB/EBwQfyAfEBwQfCB/IBwgfzAfIBwgfDB/MBqwHfAMcHqwEeAN8AxwfeAMsHxwffAN4AywfdAM8HywfeAN0AzwfcANMHzwfdANwAUwDEB/MCUwCoAcQHqAHFB8QHqAGpAcUHqQHGB8UHqQGqAcYHqgHHB8YHqgGrAccH8wLIB/IC8wLEB8gHxAfJB8gHxAfFB8kHxQfKB8kHxQfGB8oHxgfLB8oHxgfHB8sH8gLMB/EC8gLIB8wHyAfNB8wHyAfJB80HyQfOB80HyQfKB84HygfPB84HygfLB88H8QLQB/AC8QLMB9AHzAfRB9AHzAfNB9EHzQfSB9EHzQfOB9IHzgfTB9IHzgfPB9MH8ALMAVsA8ALQB8wB0AfNAcwB0AfRB80B0QfOAc0B0QfSB84B0gfPAc4B0gfTB88BhwHjANcHhwEfAOMA1wfiANsH1wfjAOIA2wfhAN8H2wfiAOEA3wfgAOMH3wfhAOAASwDUB9MCSwCEAdQHhAHVB9QHhAGFAdUHhQHWB9UHhQGGAdYHhgHXB9YHhgGHAdcH0wLYB9IC0wLUB9gH1AfZB9gH1AfVB9kH1QfaB9kH1QfWB9oH1gfbB9oH1gfXB9sH0gLcB9EC0gLYB9wH2AfdB9wH2AfZB90H2QfeB90H2QfaB94H2gffB94H2gfbB98H0QLgB9AC0QLcB+AH3AfhB+AH3AfdB+EH3QfiB+EH3QfeB+IH3gfjB+IH3gffB+MH0AKoAVMA0ALgB6gB4AepAagB4AfhB6kB4QeqAakB4QfiB6oB4gerAaoB4gfjB6sBYwHnAOcHYwEgAOcA5wfmAOsH5wfnAOYA6wflAO8H6wfmAOUA7wfkAPMH7wflAOQAQwDkB7MCQwBgAeQHYAHlB+QHYAFhAeUHYQHmB+UHYQFiAeYHYgHnB+YHYgFjAecHswLoB7ICswLkB+gH5AfpB+gH5AflB+kH5QfqB+kH5QfmB+oH5gfrB+oH5gfnB+sHsgLsB7ECsgLoB+wH6AftB+wH6AfpB+0H6QfuB+0H6QfqB+4H6gfvB+4H6gfrB+8HsQLwB7ACsQLsB/AH7AfxB/AH7AftB/EH7QfyB/EH7QfuB/IH7gfzB/IH7gfvB/MHsAKEAUsAsALwB4QB8AeFAYQB8AfxB4UB8QeGAYUB8QfyB4YB8geHAYYB8gfzB4cBPwHrAPcHPwEhAOsA9wfqAPsH9wfrAOoA+wfpAP8H+wfqAOkA/wfoAAMI/wfpAOgAOwD0B5MCOwA8AfQHPAH1B/QHPAE9AfUHPQH2B/UHPQE+AfYHPgH3B/YHPgE/AfcHkwL4B5ICkwL0B/gH9Af5B/gH9Af1B/kH9Qf6B/kH9Qf2B/oH9gf7B/oH9gf3B/sHkgL8B5ECkgL4B/wH+Af9B/wH+Af5B/0H+Qf+B/0H+Qf6B/4H+gf/B/4H+gf7B/8HkQIACJACkQL8BwAI/AcBCAAI/Af9BwEI/QcCCAEI/Qf+BwII/gcDCAII/gf/BwMIkAJgAUMAkAIACGABAAhhAWABAAgBCGEBAQhiAWEBAQgCCGIBAghjAWIBAggDCGMBGwHvAAcIGwEiAO8ABwjuAAsIBwjvAO4ACwjtAA8ICwjuAO0ADwjsABMIDwjtAOwAMwAECHMCMwAYAQQIGAEFCAQIGAEZAQUIGQEGCAUIGQEaAQYIGgEHCAYIGgEbAQcIcwIICHICcwIECAgIBAgJCAgIBAgFCAkIBQgKCAkIBQgGCAoIBggLCAoIBggHCAsIcgIMCHECcgIICAwICAgNCAwICAgJCA0ICQgOCA0ICQgKCA4ICggPCA4ICggLCA8IcQIQCHACcQIMCBAIDAgRCBAIDAgNCBEIDQgSCBEIDQgOCBIIDggTCBIIDggPCBMIcAI8ATsAcAIQCDwBEAg9ATwBEAgRCD0BEQg+AT0BEQgSCD4BEgg/AT4BEggTCD8B9wDzABcI9wAjAPMAFwjyABsIFwjzAPIAGwjxAB8IGwjyAPEAHwjwACMIHwjxAPAAKwAUCFMCKwD0ABQI9AAVCBQI9AD1ABUI9QAWCBUI9QD2ABYI9gAXCBYI9gD3ABcIUwIYCFICUwIUCBgIFAgZCBgIFAgVCBkIFQgaCBkIFQgWCBoIFggbCBoIFggXCBsIUgIcCFECUgIYCBwIGAgdCBwIGAgZCB0IGQgeCB0IGQgaCB4IGggfCB4IGggbCB8IUQIgCFACUQIcCCAIHAghCCAIHAgdCCEIHQgiCCEIHQgeCCIIHggjCCIIHggfCCMIUAIYATMAUAIgCBgBIAgZARgBIAghCBkBIQgaARkBIQgiCBoBIggbARoBIggjCBsBdABzACcIdAACAHMAJwhyACsIJwhzAHIAKwhxAC8IKwhyAHEALwhwADMILwhxAHAABAAkCDMCBAB3ACQIdwAlCCQIdwB2ACUIdgAmCCUIdgB1ACYIdQAnCCYIdQB0ACcIMwIoCDICMwIkCCgIJAgpCCgIJAglCCkIJQgqCCkIJQgmCCoIJggrCCoIJggnCCsIMgIsCDECMgIoCCwIKAgtCCwIKAgpCC0IKQguCC0IKQgqCC4IKggvCC4IKggrCC8IMQIwCDACMQIsCDAILAgxCDAILAgtCDEILQgyCDEILQguCDIILggzCDIILggvCDMIMAL0ACsAMAIwCPQAMAj1APQAMAgxCPUAMQj2APUAMQgyCPYAMgj3APYAMggzCPcA8wHXADcI8wEcANcANwjWADsINwjXANYAOwjVAD8IOwjWANUAPwjUAEMIPwjVANQAYwA0CDMDYwDwATQI8AE1CDQI8AHxATUI8QE2CDUI8QHyATYI8gE3CDYI8gHzATcIMwM4CDIDMwM0CDgINAg5CDgINAg1CDkINQg6CDkINQg2CDoINgg7CDoINgg3CDsIMgM8CDEDMgM4CDwIOAg9CDwIOAg5CD0IOQg+CD0IOQg6CD4IOgg/CD4IOgg7CD8IMQNACDADMQM8CEAIPAhBCEAIPAg9CEEIPQhCCEEIPQg+CEIIPghDCEIIPgg/CEMIMANsABsAMANACGwAQAhtAGwAQAhBCG0AQQhuAG0AQQhCCG4AQghvAG4AQghDCG8A"),
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DcwMkAxgAcwMYAMcAxgBzA8cAbwMkA3MDbwMlAyQDbgNzA8YAbgNvA3MDawMlA28DawMmAyUDagNvA24DagNrA28DZwMmA2sDZwMnAyYDZgNrA2oDZgNnA2sDaQNqA24DZQNmA2oDZQNqA2kDaQNuA20DbQNuA8YAZANlA2kDaANpA20DZANpA2gDbQPGAHADcAPGAMUAcAPFAMQAbANtA3ADaANtA2wDIANwA8QAIANsA3ADIAPEABcAIgNoA2wDIgNsAyADIwNoAyIDIwNkA2gDggMgAxcAggMXAMMAggPDAMIAgQOCA8IAgQPCAMEAgQPBAMAAHAOBA8AAHAPAABYAHAMWAL8AkgMcA78AkgO/AL4AkgO+AL0AjAOSA70AjAO9ALwAFQCMA7wAjAOJA5IDigMcA5IDiQOKA5IDiAOJA4wDGQOMAxUAiAOMAxkDGQMVAJ4DngMVALsAngO7ALoAmwMZA54DmwOIAxkDnAOeA7oAnAO6ALkAlQObA54DlQOeA5wDnAO5ALgA/AGJA4gD/AGKA4kDlwOIA5sDlQOXA5sDlwMbA4gDGwP8AYgDXQD8ARsD+wEbA5cD+wFdABsD+gGXA5UD+gH7AZcD+QL8AV0A+wH5Al0AHgT7AfoB+QL9AfwB/QGKA/wBGgT5AvsBHgQaBPsBGQQeBPoBGQQaBB4EIAT6AZUDGQT6ASAEFwT5AhoEIASVAxcDFwOVA5wDFwT6AvkC+gL9AfkC+gINBP0BCQQNBPoCDQQSBP0B+wIJBPoCFwT7AvoCCQQOBA0EDQQOBBIE/QESBP8B/QH/AYoDDgQPBBIEEgT8Av8BDwT8AhIE/wEfA4oD/wH8Ah8DigMfAx4DCQQKBA4ECgQPBA4EHgN8A4oDigN8AxwDfAOBAxwDHgN4A3wDHwN4Ax4DfAN9A4EDeAN9A3wDfQOCA4EDHwN0A3gD/AJ0Ax8DeAN5A30DdAN5A3gDfQN+A4IDeQN+A30DfgMgA4IDeQN6A34DdgMgA34DegN2A34DdgMiAyADdQN6A3kDdAN1A3kDdQN2A3oDAAJ1A3QD/AIAAnQDAQJ2A3UDAAIBAnUD/AIABAACAAQBAgACDwQABPwCdwMiA3YDdwMjAyIDAQICAnYDAgJ3A3YDAAQBBAECAQQCAgECAwIjA3cDAgIDAncDAQQCBAICAgQDAgICAAT9AwEE/QMCBAEEAwJfACMD+AP9AwAE+AMABA8EXwBkAyMDAgQDBAMCAwRfAAMC/QP+AwIE/gMDBAIE+AP5A/0D+QP+A/0DXwAEAmQDBAJlA2QDAwQAA18AAAMEAl8A/gP/AwME/wMAAwME+QP6A/4D+gP/A/4DBAIFAmUDBQJmA2UDAAPwAwQC8AMFAgQC/wMBAwADAQPwAwAD+gP7A/8D+wMBA/8DBQIGAmYDBgJnA2YD8APxAwUC8QMGAgUCAQPsA/AD7APxA/AD+wMCAwEDAgPsAwEDBgIHAmcDBwInA2cD8QPyAwYC8gMHAgYC7APtA/ED7QPyA/EDAgPoA+wD6APtA+wDBwJgACcDYABUAycD8gPzAwcC8wNgAAcC7QPuA/ID7gPzA/ID6APpA+0D6QPuA+0DYAAIAlQDCAIJAlQD8wMEA2AABAMIAmAA7gPvA/MD7wMEA/MD6QPqA+4D6gPvA+4D4AMJAggCBAPgAwgC4APhAwkC4QMKAgkC4QPiAwoCBQPgAwQD7wMFAwQD3APhA+ADBQPcA+AD3QPiA+ED3APdA+ED3QPeA+ID2QPeA90D2APdA9wD2APZA90DBgPcAwUDBgPYA9wD6wMFA+8D6wMGAwUD6gPrA+8D1APZA9gD1APVA9kD5AHVA9QDWADkAdQDBwPUA9gDWADUAwcDBwPYAwYD4wFYAAcD5wMHAwYD5wMGA+sD4wEHA+cDcwRYAOMB5gPnA+sD5gPrA+oD4gHjAecD4gHnA+YDcgRzBOMBcgTjAeIBbgRzBHIEbgRvBHME5QPmA+oD5QPqA+kD4QHiAeYD4QHmA+UDcQRyBOIBcQTiAeEBbQRuBHIEbQRyBHEE5APlA+kD5APpA+gD4AHhAeUD4AHlA+QDcARxBOEBcAThAeABbARtBHEEbARxBHAEAwPkA+gDAwPoAwIDVwDgAeQDVwDkAwMD4AJwBOAB4ALgAVcA4QJsBHAE4QJwBOAC9wMDAwID9wMCA/sD3wFXAAMD3wEDA/cDgwTgAlcAgwRXAN8BfwThAuACfwTgAoME9gP3A/sD9gP7A/oD3gHfAfcD3gH3A/YDggSDBN8BggTfAd4BfgR/BIMEfgSDBIIE9QP2A/oD9QP6A/kD3QHeAfYD3QH2A/UDgQSCBN4BgQTeAd0BfQR+BIIEfQSCBIEE9AP1A/kD9AP5A/gD3AHdAfUD3AH1A/QDgASBBN0BgATdAdwBfAR9BIEEfASBBIAEBwT0A/gDBwT4Aw8ECgQHBA8E2wH0AwcE2wHcAfQD3AKABNwB3AJ8BIAE3ALcAdsBBgQHBAoEBgTbAQcEkwTcAtsBBQQGBAoEkgSTBNsBkgTbAQYEjwTcApMEjwSTBJIEBQQKBAkEjwTeAtwC3gJ8BNwCBAQFBAkE+wIEBAkE2AEFBAQEVQAEBPsCVQDYAQQE1wFVAPsC1wH7AhcEowRVANcBowTYAVUA2AGQBAUEkAQGBAUEkgQGBJAEnwTYAaMEogSjBNcBnwSjBKIEogTXAdYB1gHXARcEoQSiBNYBoQSfBKIE1gEXBBYEFgQXBBoE1QHWARYEoQTWAdUBFQQWBBoE1QEWBBUEFQQaBBkEoAShBNUB1AHVARUEoATVAdQBFAQVBBkE1AEVBBQE1AKgBNQB1gKhBKAE1ALWAqAEVADUARQE1ALUAVQAFAQZBPcCVAAUBPcC9wIZBBwEHAQZBCAE0wFUAPcC1AJUANMBKwT3AhwE0wH3AisE9QIcBCAEKwQcBPUCJgTTASsEJgQrBPUCrQTUAtMBrQTTASYE9QIgBFwAXAAgBBcDJgT1AjIE9QJcADIEMgRcAPYB9gFcABcDKQQmBDIEKQQyBPYB0QEmBCkErQQmBNEBsADRASkEEgDRAbAArwDRARIAsAApBCgEKAQpBPYBsAAoBLEAsQAoBLIAsgAoBLMAKAT2AbMArwCwBNEBsAStBNEBrgCwBK8ArQCwBK4ArQCpBLAEqQStBLAErACpBK0AEQCpBKwAqQSqBK0EqgTUAq0EEQCtAakErQGqBKkEqwCtAREAqgTWAtQCLQWtAasAqgAtBasArQGnBKoEpwTWAqoEqQAtBaoArQG0AqcELQW0Aq0BpwSwAdYCtAKwAacELQUvBbQCqQApBS0FqAApBakAJwUvBS0FKQUnBS0FqACJASkFiQEnBSkFEACJAagApwCJARAApwCyBYkBiQGyBScFpgCyBacAJwUYBS8FLwUYBbQCpgCtBbIFpQCtBaYAsgVEACcFpAWtBaUApACkBaUADwCkBaQArQWvBbIFsgWvBUQApAWlBa0FpQWvBa0FDwBkAaQFZAGlBaQFowBkAQ8AowAwBmQBogAwBqMAogChADAGMAZlAWQBZAFlAaUFoQAxBjAGMAYxBmUBoQAtBjEGKAYtBqEAoAAoBqEAKAYlBi0GoAAlBigGZQGmBaUFMQZmAWUBZQFmAaYFLQYyBjEGMQYyBmYBLQYuBjIGJQYuBi0GpgWrBaUFpQWrBa8FZgGnBaYFpgWnBasFMgY8AGYBZgE8AKcFLgYzBjIGMgYzBjwApwWXAqsFPACXAqcFqwWVAq8FqwWXApUCrwWVAqAFrwWgBUQAMwYgBjwALgYrBjMGKwYgBjMGIAZpATwAPABpAZcCKgYrBi4GJQYqBi4GJQYmBioGJgYrBioGQQEmBiUGKwYcBiAGJgYnBisGJwZ3AisGdwIcBisGQgEnBiYGQQFCASYGQgFDAScGQwF3AicGHAYhBiAGIAYhBmkBdwIYBhwGHAYdBiEGGAYdBhwGIQZqAWkBHQYiBiEGIQYiBmoBHQYeBiIGGAYZBh0GGQYeBh0GdwIUBhgGFAYZBhgGNAAUBncCQwE0AHcCFAYVBhkGGQYaBh4GFQYaBhkGRAEVBhQGNABEARQGFQYWBhoGswY0AEMBRAFFARUGRQEWBhUGVAJEATQAswZUAjQAoAZFAUQBVAKgBkQBrwZUArMGrwagBlQCsgazBkMBsgZDAUIBrgazBrIGrgavBrMGsQayBkIBsQZCAUEBrQauBrIGrQayBrEGqQauBq0GqQaqBq4GqgavBq4GqAapBq0GpAaqBqkGpAapBqgGrAatBrEGqAatBqwGrAaxBrAGsAaxBkEBnQCoBqwGnACoBp0AnACkBqgGnQCsBp4AngCsBrAGngCwBp8ADQCkBpwAmwCkBg0AnwCwBkABsAZBAUABnwBAAQ4AQAFBASUGDgBAAaAAQAElBqAAmwAwB6QGmgAwB5sAmgAsBzAHmQAsB5oAMAcxB6QGLAcxBzAHmQAoBywHmAAoB5kALActBzEHKActBywHMQemBqQGDAAoB5gApAamBqoGLQcyBzEHMQcyB6YGLQcuBzIHpgarBqoGqgarBq8GKAcqBy0HKgcuBy0HKAclByoHDAAlBygHpganBqsGqwZWAq8GpwZWAqsGpgYfAacGMgcfAaYGpwZXAlYCHwFXAqcGVgKcBq8GrwacBqAGMgczBx8BLgczBzIHHwEsAFcCMwcsAB8BVwKYBlYCVgKYBpwGLACUBlcCVwKUBpgGMwc0AiwALgc0AjMHLAAgAZQGNAIgASwAlAaZBpgGLgc1AjQCIAGVBpQGlAaVBpkGNAIgByABNQIgBzQCKwc1Ai4HIAchASABIAEhAZUGKgcrBy4HNQIcByAHKwccBzUCIAchByEBHAchByAHJwcrByoHJQcnByoHKwcZBxwH+QAnByUHDAD5ACUHJwckACsHJAAZBysH+QCzBycHswckACcHDACtB/kArQezB/kAlgCtBwwAlgAMAJcAlACtB5YAlQCUAJYArQeqB7MHlACqB60HAABnAJQAlABnAKoHZgCqB2cAZgBlAKoHZQBkAKoHqgcWArMHqgdkABYCswcWAiQAZACUBxYCCwCUB2QACwCTAJQHkwCSAJQHFgKUB6EHFgKhByQAkgCjB5QHlAejB6EHoQcWByQAJAAWBxkHoQejB/8AoQf/ABYHkgCWB6MHkgCRAJYHkQCQAJYHGQcWBx4HkACIB5YHkAAKAIgHCgCPAIgHlgefB6MHlgeIB58HowefBwABowcAAf8AiAeQB58HnweQBwABjwCFB4gHjwCOAIUHiAeSB5AHiAeFB5IHjgCNAIUHkAeSBwYHkAcGBwABhQePB5IHjQCLB4UHhQeLB48HkgePBwMBkgcDAQYHjweLBxwCjwccAgMBiwcEARwCHAIEAQMBBgcDAQcHAwE/AgcHAwEEAT8CBgcHBz0CBwc/Aj0CAAEGBwUHBgc9AgUHAAEFBwgHPwL4Bj0CPwIEAfgGBQc9Ag8HCAcFBw8HDwc9AhMHPQL4BgAHPQIABxMH+AYBBwAHAAcBBygBEwcABygB+Ab5BgEHBAH5BvgG+QYCBwEHAQcCBygBBAH6BvkGDwcTBw0HCAcPBw0HEwcoAS4AEwcuACcBDQcTBycBLgAoAXQGCAcNBwwHJwEuAF8CLgB0Bl8CKAF1BnQGKAECB3UGdAZ1Bn0GXwJ0BngGdAZ9BngGJwFfAocGXwJ4Bl4ChwZfAl4CXgJ4BnwGeAZ9BnwGhwZeAosGJgEnAYcGDQcnASYBXgJ8Bl0CiwZeAl0CJgGHBoYGhgaHBosGEQcNByYBDAcNBxEHJQEmAYYGEQcmASUBhgaLBooGJQGGBoUGhQaGBooGJAElAYUGEQclASQBJAGFBogGiAaFBooGOQIRByQBOQIMBxEHigaLBo8GiwZdAo8GLQAkAYgGOQIkAS0AiAaKBo0GjQaKBpIGigaPBpIGiAaNBowGLQCIBloCWgKIBowGjAaNBpEGjQaSBpEGWgKMBlkCjAaRBpAGWQKMBpAGmwZaAlkCIwEtAFoCIwFaApsGIwctACMBIwc5Ai0AHgc5AiMHHgcjByMBGwc5Ah4HFgcbBx4HGwc6AjkCOgIMBzkCOgIIBwwHOwI6AhsHOwIIBzoCFgc7AhsHOwIAAQgHFgf/ADsC/wAAATsCHQceByMBGQceBx0HGQcdBxwHHAcdByEHHQcjASEHIQcjASIBIQciASEBIgEjAZsGIQEiAZYGIgGbBpYGIQGWBpUGlQaWBpoGlgabBpoGlQaaBpkGmgabBp8GmwZZAp8GmQaaBp4GmgafBp4GmQaeBp0GmAaZBp0GmAadBpwGnwZZAlgCWQKQBlgCngafBqMGnwZYAqMGnQaeBqIGngajBqIGnAadBqEGnQaiBqEGnAahBqAGoAahBkUBoQZGAUUBoQaiBkYBRQFGARYGogajBkcBogZHAUYBowY1AEcBowZYAjUARgFHARcGRgEXBhYGRwE1AHsCRwF7AhcGWAJIATUAWAKQBkgBNQAEBnsCNQBIAQQGkAZJAUgBSAFJAQQGkAaRBkkBFwZ7AnoCewIEBggGewIIBnoCBAYJBggGBAZJAQkGkQZKAUkBkQaSBkoBFwZ6AhsGFgYXBhsGFgYbBhoGkgZLAUoBGgYbBh8GGgYfBh4GGwZ6AnkCGwZ5Ah8GegIMBnkCegIIBgwGkgaPBksBHgYfBiMGHgYjBiIGHwZ5AngCHwZ4AiMGeQIQBngCeQIMBhAGIgYjBmsBIgZrAWoBIwZ4Aj0AIwY9AGsBeAJsAT0AeAIQBmwBawE9AJsCagFrAZcFawGbApcFPQBsAYQFPQCEBZsCbAGFBYQFbAEQBoUFhAWFBYkFhAWJBZsClwWbApoChQWKBYkFEAaGBYUFhQWGBYoFEAZuAYYFmgKbApAFmwKJBY0FmwKNBZAFiQWOBY0FiQWKBY4FjQWOBZIFkAWNBZIFigV8BY4FjgV8BZwCjgWcApIFigV4BXwFfAWBBZwCeAWBBXwFhwV4BYoFhgWHBYoFbgGHBYYFhwV5BXgFeAV5BYEFbgFvAYcFbwF5BYcFEwZvAW4BnAKBBfUEEQYTBm4BEQZuARAGDAYRBhAGDAYNBhEGDQYTBhEGCAYNBgwGCAYJBg0GDQYOBhMGCQYOBg0GCQYKBg4GSQEKBgkGDgYPBhMGCgYPBg4GSQEGBgoGSQFKAQYGCgYLBg8GBgYLBgoGDwZ8AhMGEwZ8Am8BSgEHBgYGBgYHBgsGSgFLAQcGfAIABm8BDwZ9AnwCCwZ9Ag8GfQIABnwCBwZ+AgsGCwZ+An0CSwF/AgcGBwZ/An4CSwE2AH8CjwY2AEsBfgL8BX0CfQL8BQAGfwL4BX4CfgL4BfwFNgD0BX8CfwL0BfgFjwZMATYANgBMAfQFjwaABkwBXQKABo8GXQJ8BoAGfAaBBoAGfAZ9BoEGgAZNAUwBgAaBBk0BTAH1BfQFTAFNAfUFgQaCBk0BfQaCBoEGTQGCBvUF9AX1BfkF9AX5BfgF+AX5Bf0F+AX9BfwF9QX6BfkF+QX6Bf0F/AX9BXEB/AVxAQAG/QX6BQIG/QUCBnEBcQECBnIBAAZxAXUFcQFyAXYFcQF2BXUFAAZ1BXkFbwEABnkFdQV2BXoFdQV6BXkFcgF3BXYFAgZ3BXIBdgV7BXoFdgV3BXsFeQV6BYIFeQWCBYEFegV7BX8FegV/BYIFgQWCBZYBewWhAn8FgQWWAfUEewWiAqECdwWiAnsFggV/BYMFfwWhAqACfwWgAoMFggWDBZcBggWXAZYBgwWgAkcAgwVHAJcBoQJwBaACoAKYAUcAoAJwBZgBoQJsBXAFogJsBaECogJoBWwFdwVoBaICbAVxBXAFcAWZAZgBcAVxBZkBbAVtBXEFaAVtBWwFcQWaAZkBdwVkBWgFbQVyBXEFcQVyBZoBaAVpBW0FZAVpBWgFbQVuBXIFaQVuBW0FPwBkBXcFAgY/AHcF+gU/AAIGPwB0AWQF+gX/BT8A/wV0AT8AZAVlBWkFdAFlBWQFaQVqBW4FZQVqBWkF+gXsBf8F7AV0Af8FdAF1AWUF7AXxBXQBdAHxBXUBZQVmBWoFdQFmBWUF8QV2AXUBdQF2AWYFdgFnBWYF8QXzBXYB8wVnBXYB7AXtBfEF7QXzBfEF5AXtBewF+gXkBewFZgVrBWoFZgVnBWsFagVrBW8FagVvBW4FZwWmAmsFawWlAm8FawWmAqUCbgVvBXMFbgVzBXIFbwWlAqQCbwWkAnMFpgJcBaUCZwWnAqYCpwJcBaYCZwVAAKcC8wVAAGcFQABVBacCpwJVBVwF8wV5AUAAQAB5AVUFpQJgBaQCpQJcBWAFpAJgBZwBVQVZBVwFcwWkAkgApAKcAUgAcwVIAJsBcgVzBZsBcgWbAZoBmwFIAMcCSACcAdQESADUBMcCmwHHAucEmgGbAecEmgHnBOYEmQGaAeYE5wTHAsYCmQHmBOUEmAGZAeUE5gTnBOsE5wTGAusE5QTmBOoE5gTrBOoEmAHlBOQERwCYAeQE5QTqBOkE5ATlBOkE6gTrBO8E6wTFAu8E6wTGAsUCxgLcBMUC6gTvBO4E6QTqBO4E7gTvBPMExgLYBNwExwLYBMYC2ATdBNwExwLUBNgE2ATZBN0E1ATZBNgE2QTeBN0E1ATVBNkEnAHVBNQE2QTaBN4E1QTaBNkE2gTbBN4E2wTJAt4E1QTWBNoE1gTbBNoEnAGdAdUEnQHWBNUEYAWdAZwB1gTXBNsE2wTKAskC1wTKAtsEygLMBMkCngHXBNYEnQGeAdYE1wTLAsoCngHLAtcEygLIBMwEywLIBMoCyATNBMwEYAVhBZ0BYQWeAZ0BXAVhBWAFYQViBZ4BYgXLAp4BXAVdBWEFXQViBWEFXAVZBV0FXQVeBWIFWQVeBV0FYgVjBcsCXgVjBWIFWQVaBV4FVQVaBVkFXgVfBWMFWgVfBV4FVQVWBVoFWgVbBV8FVgVbBVoFeQFWBVUFWwWpAl8FXwVQBWMFXwWpAlAFYwVJAMsCYwVQBUkASQDEBMsCywLEBMgESQCgAcQEUAWgAUkAxATJBMgEyATJBM0EyQTOBM0ExATFBMkEoAHFBMQEyQTKBM4ExQTKBMkEygTPBM4EygTLBM8ExgTLBMoExQTGBMoExgTHBMsEoAGhAcUEoQHGBMUEUAWhAaABogHHBMYEoQGiAcYEogGjAccEowHPAscEUQWiAaEBUAVRBaEBUgWjAaIBUQVSBaIBUwXPAqMBUgVTBaMBUwWsAs8CTAVRBVAFqQJMBVAFTQVSBVEFTAVNBVEFTgVTBVIFTQVOBVIFTwWsAlMFTgVPBVMFSwWsAk8FSwU8BawCSgVPBU4FSgVLBU8FRwU8BUsFSQVKBU4FSQVOBU0FRgVLBUoFRgVHBUsFRQVKBUkFRQVGBUoFSAVJBU0FSAVNBUwFRAVFBUkFRAVJBUgFfQFGBUUFfAFFBUQFfAF9AUUFqgJIBUwFqgJMBakCWwWqAqkCqwJIBaoCqwJEBUgFVwWqAlsFVwWrAqoCVgVXBVsFQQBEBasCQQB8AUQFewGrAlcFewFBAKsCegFXBVYFegF7AVcFeQF6AVYF4wVBAHsBiAJ8AUEA4wWIAkEAiAKJAnwBiQJ9AXwB3wWIAuMF3wWJAogC4gXjBXsB4gV7AXoB3gXfBeMF3gXjBeIF4QXiBXoB4QV6AXkB3QXeBeIF3QXiBeEF2gXfBd4F2QXeBd0F2QXaBd4F4AXhBXkB8wXgBXkB3AXdBeEF3AXhBeAF2AXZBd0F2AXdBdwFhQLgBfMFhQLcBeAF7gWFAvMF7QXuBfMFhgLcBYUChgLYBdwF6gWFAu4F6gWGAoUC6QXuBe0F6QXqBe4F5AXpBe0F5QXqBekF5AXlBekF5wWGAuoFhwLYBYYC5wWHAoYChwLUBdgF1AXZBdgF5QXmBeoF5gXnBeoF1AXVBdkF1QXaBdkFOADUBYcCVAHVBdQFOABUAdQFUwGHAucFUwE4AIcCUgHnBeYFUgFTAecFUQFSAeYFUQHmBeUFbgZTAVIBcQZSAVEBcQZuBlIBUAFRAeUFcAZxBlEBcAZRAVABUAHlBeQFcAZpBnEGaQZuBnEGYAJwBlABNwBQAeQFYAJQATcANwDkBYMCgwLkBfoF9QWDAvoFggaDAvUFggY3AIMCgwZgAjcAgwY3AIIGfgaDBoIGfgZgAoMGfQZ+BoIGdQZ+Bn0GfgZhAmACYQJwBmACdQZ3Bn4GdwZhAn4GAgd3BnUGYgJwBmECdwZiAmECYgJpBnAGdwZjAmICYwJpBmICAgcrAXcGKwFjAncGAgcDBysB+QYDBwIHKwEvAGMCAwcvACsB+Qb6BgMHLwAsAWMCYwIsAWkGAwdAAi8AQAIsAS8A/wZAAgMH+gb/BgMHQALwBiwB/wZBAkACQQLwBkAC+wZBAv8G+gb7Bv8GQQLsBvAG9gb7BvoG+wZCAkECQgLsBkEC9gb3BvsG9wZCAvsGBgH2BvoGBgH3BvYGBAEGAfoG9wZDAkICBgFDAvcGQgLoBuwGQwLoBkIC7AbxBvAG8AbxBiwB6AbtBuwG7AbtBvEGQwLkBugG6AbuBu0G5AbuBugG7QbyBvEG7QbuBvIG8QYuASwB8QbyBi4BLAEuAWkGJwDkBkMCBgEnAEMCJwDlBuQG5AblBu4GIAInAAYBIALlBicAggcgAgYBgQeCBwYBBAGBBwYBfwcgAoIHgQd/B4IHiweBBwQBfwchAiACHgKBB4sHjQAeAosHegd/B4EHHgJ6B4EHjQAfAh4CHwJ6Bx4CjAAfAo0AjAAJAB8CCQCLAB8CiwCKAB8CHwKKAHoHegd7B38HewchAn8HigB2B3oHdgd7B3oHigCJAHYHiQCIAHYHdgciAnsHiAAiAnYHewciAiECiAAIACICCACHACICIgKHAGgHIgJsByECIgJoB2wHhwBpB2gHaAdpB2wHhwBuB2kHIQJsB3EHbAdpB3EHIQJxByACIAJxB+UGhwCGAG4HaQdyB3EHaQduB3IHcQfmBuUGcQdyBwoBcQcKAeYG5QbmBuoG5QbqBu4G5gbrBuoG6gbvBu4G6gbrBu8G5gbnBusGCgHnBuYG5wZGAusG6wZGAu8GCgELAecGcgcLAQoB5wZHAkYCCwFHAucGcgdzBwsBbgdzB3IHCwEoAEcCcwcoAAsBRwLYBkYCbgdvB3MHKADUBkcCRwLUBtgGcwckAigAbwckAnMHKAAMAdQGJAIMASgA1AbdBtgGRgLYBuAG2AbdBuAGRgLgBu8GDAHVBtQG1AbVBt0GJAJgBwwBDAENAdUGYAcNAQwB1QbWBt0GDQHWBtUGJQJgByQCbwclAiQCYAdhBw0BawclAm8HbgdrB28HhgBrB24HJQJcB2AHXAdhB2AHawcmAiUCJgJcByUChgAnAmsHJwImAmsHhQAnAoYAhQCEACcChAAHACcCJwJYByYCJgJYB1wHBwBYBycCWAdhB1wHBwCDAFgHgwBVB1gHWAdVB2EHgwCCAFUHggCBAFUHVQdaB2EHVQeBAFoHYQdaB2MHgQBbB1oHWgdbB18HWgdfB2MHgQAqAlsHWwcpAl8HWwcqAikCgQArAioCgAArAoEAgAAGACsCBgB/ACsCfwB+ACsCXwcpAigCXwcoAmMHKgJMBykCKwJIByoCKgJIB0wHKwJ+AEkHKwJJB0gHfgBKB0kHfgB9AEoHSAdJB00HSAdNB0wHSQdKB04HSQdOB00HfQBLB0oHfQB8AEsHSgdPB04HSgdLB08HTQdOB1IHTgdPB1IHfAAuAksHfAAFAC4CBQB7AC4CSwcuAi0CSwctAk8HewA5By4CewB6ADkHLgI9By0CLgI5Bz0HTwctAiwCTwcsAlIHLQI9B0AHLQJABywCPQdCB0AHLAJABxQBOQc+Bz0HPQc+B0IHegA2BzkHegB5ADYHeQA3BzYHeQB4ADcHeAAEADcHNgc3BzICNgcyAjkHBAAkCDcHBAB3ACQINwcoCDICNwckCCgIdwApCCQIJAgpCCgIdwB2ACkIdgB1ACkIOQcyAj8HOQc/Bz4HMgIoCCwIMgIsCD8HPgc/B0MHPwcsCEMHPgdDB0IHKAgpCC4IKAguCCwIKQh1ACsIKQgrCC4IdQB0ACsIdAACAHMAdABzACsIKwhzAHIAKwhyAHEAKwhxADMIKwgzCC4IMwhxAHAAMwhwACMAMwgjAPcA9wAjAPMALggzCDIIMggzCPcALAguCDII9wDzAPIALAgyCDAIMgj3APYAMgj2ADAI9wDyABsI9gD3ABsIGwjyAPEAMAj2ABsIGwjxAPAALAgwCEMHMAgbCBUIGwjwACMIIwjwACIAFQgbCBkIGQgbCCMIMAgVCBgIGAgVCBkIQwcwCCsAKwAwCBgIQwcrABcBQgdDBxcBGQgjCB0IGAgZCB0IIwgiABsBHQgjCBsBGwEiAO8AGwHvAO4AHQgbARkBGQEbAe4AGAgdCBwIIQgdCBkBHAgdCCEIHAghCCAIIAghCBkBUQIcCCAIUgIYCBwIUgIcCFECUwIYCFICKwAYCFMCFwErAFMCtwZTAlICFwFTArcGuwZSAlECtwZSArsGtgYXAbcGtga3BrsGQgcXAbYGQAdCB7YGQAe2BhQBuwZRAr8Gtga7BroGuga7Br8GFAG2BrUGtQa2BroGvwZRAlACUQIgCFACUAIgCBgBIAgZARgBvwZQAsMGuga/Br4Gvga/BsMGtQa6BrkGuQa6Br4GtAa1BrkGFAG1BrQGwwZQAjMAUAIYATMAKgAUAbQGLAIUASoAUgcsAioAKgC0Bk8CUgcqABMBEwEqAE8CTwK0BrgGtAa5BrgGEwFPAscGUgcTARIBEgETAccGxwZPAk4CTwK4Bk4CuAa5Br0GuQa+Br0GTgK4BrwGuAa9BrwGvQa+BsIGvgbDBsIGvAa9BsEGvQbCBsEGwgbDBjsBwwYzADsBwQbCBjoBwgY7AToBOwEzAHMCMwAYAXMCOgE7ATcGOwFzAjcGwQY6ATkBOgE3BjYGOQE6ATYGwAbBBjkBvAbBBsAGTQK8BsAGTgK8Bk0CwAY5ATgBywZOAk0CxwZOAssGTQLABkwCTALABjgBywZNAs8GzwZNAkwCxgbHBssGEgHHBsYGygbLBs8GxgbLBsoGzwZMAtMGEQESAcYGygbPBs4GzgbPBtMGxQbGBsoGEQHGBsUGyQbKBs4GxQbKBskGUQcSAREBUQdSBxIBTQdSB1EHTAdNB1EHTAdRB1AHUAdRBxEBKQJMB1AHKQJQBygCUAcRARABKAJQBxABEAERAcUGKAIQASkAEAHFBsQGxAbFBskGKQAQAcQGYwcoAikAxAbJBsgGKQDEBksCSwLEBsgGDwEpAEsCYwcpAA8BYwcPAQ4BYQdjBw4BYQcOAQ0BDQEOAdYGDgEPAdcGDwFLAtcGDgHXBtYG1wZLAkoCSwLIBkoC1gbXBtsG1wZKAtsG1gbbBt8G1gbfBuIG3QbWBuIG2wZJAt8G2wZKAkkCSgLIBswGSgLMBkkCyAbNBswGyAbJBs0GyQbOBs0GzQbOBtIGzgbTBtIGzAbNBtEGzQbSBtEGzAbRBtAGSQLMBtAG0QbSBjYB0QY2AdAG0gbTBjcB0gY3ATYB0wYyADcB0wZMAjIATAI4ATIANwEyAG8CNgE3AUcGNwFvAkcGNgFHBkYG0AY2AUYGRwZvAksGRgZHBksGMgA0Bm8CMgA4ATQGbwI0BjgGbwI4BksGOAE1BjQGOAE5ATUGOQE2BjUGNAY1BjkGNAY5BjgGNQY2BjoGNQY6BjkGOAY5Bj0GOQY6Bj0GOAY9BjwGSwY4BjwGPAY9BkEGPQZfAUEGPQY6Bl8BPAZBBkAGQAZBBjoASwY8Bm0CbQI8BkAGbQJABmwCbAJABjoAUwZtAmwCSwZtAlMGUwZsAjoAOgZDBl8BQwY7AF8BQwYQCDsAOgY/BkMGPwYQCEMGOgY7Bj8GNgY7BjoGNgY3BjsGOwZyAj8GNwZyAjsGcgIQCD8GNwZzAnICcgIICBAIcwIICHICcwIYAQgICAgRCBAIGAEJCAgICAgJCBEIGAEZAQkICQgZAQoICQgKCBEIGQHuAAoICggTCBEICgjuABMIEQgTCCEA7gDtABMIEwjsACEAEwjtAOwA8wYwAC8B8gbzBi8B7gbzBvIG7gbvBvMG8gYvAS4B7wZEAvMG8wZEAjAA7wbgBkQCRAIwATAARALgBjABLwEwAGcCLgEvAWcGLwFnAmcGMABUBmcCMAAwAVQGZwZnAmYCLgFnBmsGZwZmAmsGLgFrBmoGaQYuAWoGaQZqBm4GagZrBm8GagZvBm4GawZmAmUCawZlAm8GZwJYBmYCZwJUBlgGbgZvBnMGbgZzBlMBcwY4AFMBbwZkAnMGcwZkAjgAbwZlAmQCZAJUATgAZQJgBmQCZAJgBlQBZgJcBmUCZQJcBmAGZgJYBlwGYAZVAVQBVAFVAdUFXAZhBmAGYAZhBlUBWAZdBlwGXAZdBmEGWAZZBl0GVAZZBlgGVQHWBdUF1QXWBdoFYQZWAVUBVQFWAdYFXQZiBmEGYQZiBlYBWQZeBl0GXQZeBmIG1gXbBdoF2gXbBd8F2wWJAt8F1gXXBdsFVgHXBdYF2wWKAokC1wWKAtsFVgFXAdcFYgZXAVYB1wWLAooCVwGLAtcFYgZjBlcBXgZjBmIGVwE5AIsCYwY5AFcBiwLIBYoCOQDEBYsCiwLEBcgFigLIBcwFigLMBYkCzAXRBYkCiQLRBX0ByAXNBcwFzAXNBdEFxAXJBcgFyAXJBc0F0QV+AX0BfQF+AUYFfgFHBUYF0QXSBX4B0gVHBX4BzQXSBdEF0gXTBUcF0wVCAEcFzQXOBdIFzgXTBdIFyQXOBc0FzwVCANMFzgXPBdMFzwWOAkIAyQXKBc4FygXPBc4FxQXKBckFxAXFBckFygXLBc8FywWOAs8FxQXGBcoFxgXLBcoFWAHFBcQFOQBYAcQFWQHGBcUFWAFZAcUFxgXHBcsFxwWOAssFWQFaAcYFWgHHBcYFaAJYATkAYwZoAjkAUAZZAVgBaAJQBlgBUQZaAVkBUAZRBlkBXwZoAmMGXgZfBmMGaQJQBmgCXwZpAmgCTAZRBlAGaQJMBlAGWgZfBl4GWQZaBl4GWwZpAl8GWgZbBl8GagJMBmkCWwZqAmkCVQZaBlkGVAZVBlkGMAFVBlQGVQZWBloGVgZbBloGMAExAVUGMQFWBlUG4AYxATABVgZXBlsGVwZqAlsGMQEyAVYGMgFXBlYG4AbhBjEB4QYyATEB4AbdBuEG3QbiBuEG4QbiBjIBMgEzAVcG4gYzATIBVwZrAmoCMwFrAlcG4gbjBjMB4gbfBuMG3wZJAuMG4wYxADMB4wZJAjEAMwExAGsCSQI0ATEASQLQBjQBMQBEBmsCMQA0AUQGNAHQBkUGNAFFBkQG0AZGBkUGawJIBmoCawJEBkgGagJIBkwGRQZGBkoGRgZLBkoGRAZFBkkGRAZJBkgGRQZKBkkGSgZLBlMGSAZNBkwGSAZJBk0GTAZNBlEGSQZKBk4GSgZTBk4GSQZOBk0GTQZSBlEGTQZOBlIGTgZTBlIGUQZSBloBUgZTBlsBUgZbAVoBUwY6AFsBWgFbAccFWwE6AI8CWwGPAscFOgC4BY8CxwWPAo4CjwK4BY4CogWYAo8BogWPARYFngWYAqIFjwGYAgQFFgWPARcFjwEEBRcFmAKQAQQFngWQBZgCmAKQBZABkAWSBZABmwWQBZ4FmwWaApAFlwWaApsFlgWXBZsFagGXBZYFaQFqAZYFlgWbBZoFmgWbBZ4FaQGWBZUFlQWWBZoFaQGVBZcClQWaBZkFmQWaBZ4FlwKVBZkFmQWeBZ0FnQWeBaIFlwKZBZwFnAWZBZ0FlwKcBZUCnQWiBaEFnAWdBaEFoQWiBRYFlQKcBaAFnAWhBaAFoAWhBY0BoQUWBY0BoAWNARUFjQEWBRUFoAUVBRQFRACgBRQFRAAUBScFFAUYBScFFAUVBRkFFAUZBRgFFQUWBRoFFQUaBRkFFgUXBRoFGQUaBR8FGgUXBR8FGAUZBSEFGAUhBbQCtAIhBbABGQUiBSEFIQUiBbABGQUfBSIFFwUMBR8FsAEiBZYEIgUfBdsCIgXbApYEsAGWBJkEsAGZBNYC1gKZBKEEmQSfBKEEmQSWBJsEmQSbBJ8ElgTbApsEmwTZAp8EnwTZAtgB2QKQBNgBmwTaAtkC2wLaApsE2QKMBJAE2gKMBNkCjASSBJAE2wKIBNoC2gKIBIwEjASNBJIEiASNBIwEjQSPBJIEiASJBI0EiQSPBI0E2wKEBIgEhASJBIgEuAKEBNsCHwW4AtsCuAK0AYQEHwUMBbgCuAIMBbQBtAGFBIQEhASFBIkEDAWFBLQBiQSHBI8EhQSHBIkEhwTeAo8EDAUNBYUEhQQOBYcEDQUOBYUECAUNBQwFFwUIBQwFBAUIBRcFCAUJBQ0FBAUJBQgFCQUOBQ0FkAEJBQQFhwROAN4CDgVOAIcEkAEHBQkFCQUHBQ4FkAGSAQcFkgWSAZABBwW+Ag4FkgG+AgcFkgX0BJIBkgH0BL4CkgWcAvQEvgK9Ag4FDgW9Ak4AvgL8BL0CvgL0BPwEnAL1BPQEvQL8BAEFvQIBBU4A9AT9BPwE/AT9BAEF9AT1BPkE9AT5BP0E9QT6BPkE+QT+BP0E+QT6BP4E9QT2BPoE9QSWAfYElgH3BPYElgGXAfcE9gT7BPoE9gT3BPsE+gT/BP4E+gT7BP8E/QT+BAIF/QQCBQEF/gT/BAMF/gQDBQIF+wTBAv8E/wTAAgMF/wTBAsAC+wTCAsEC9wTCAvsE9wTDAsIClwHDAvcElwFHAMMCRwDkBMMCwwLkBOgEwwLoBMIC5ATpBOgEwgLsBMECwgLoBOwE6ATpBO0E6ATtBOwE6QTuBO0EwQLsBPAEwQLwBMAC7ATtBPEE7ATxBPAE7QTuBPIE7QTyBPEE7gTzBPIE8gTzBL8B8gS/Ab4B8QTyBL4BvgG/AWcE8ATxBL0B8QS+Ab0BvgFnBGYEvQG+AWYEZgRnBGsE8AS9AbwBwALwBLwBvQFmBGUEvAG9AWUEZgRrBGoEZQRmBGoEagRrBG8EagRvBG4EaQRqBG4EZQRqBGkEaQRuBG0EvAFlBGQEZARlBGkEwAK8AU8ATwC8AWQEAwXAAk8AaARpBG0EZARpBGgEaARtBGwETwBkBOMC4wJkBGgEAwVPALsBuwFPAOMCAgUDBbsB4gJoBGwE4wJoBOIC4gJsBOECuwHjAncEdwTjAuICAgW7AboBugG7AXcEAQUCBboBewTiAuECdwTiAnsEewThAn8EugF3BHYEdgR3BHsEAQW6AbkBuQG6AXYEAQW5AbgBuAG5AXYETgABBbgBegR7BH8EdgR7BHoEegR/BH4ETgC4AXQEuAF2BHQETgB0BN4CdgR6BHkEeQR6BH4EdAR2BHkEeQR+BH0E3gJ0BHgEdAR5BHgEeAR5BH0E3gJ4BHwEeAR9BHwEtwAVAxQAFQO4ABQAFQOcA7gAqwOcAxUDqwMVA7cAqwMXA5wDpgMXA6sD9gEXA6YDrgOrA7cApgOrA64DpQP2AaYDpQOmA64DswD2AaUDswClAxMAEwClA6kDpQOuA6kDaAATAKkDaACpA2kAaQCpA2oAqQOuA2oAagCuA7IDrgO3ALIDsgO3ALYAagCyA2sAsgO2ALUAawCyA7UAawC1ALQAawC0AAEA"), 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HIQJxByACIQJuB3EHIAJxB+UGIALlBkMCcQfmBuUGcQduB+YG5QbuBkMC5QbmBu4GbgfnBuYG5gbnBu4GhgAmAm4HbgcmAiUCbgclAucGhgAHACYChQAHAIYAhQCEAAcABwBYByYCJgJYByUCBwCDAFgHgwCCAFgHJQJYB2EHWAeCAGEHJQIoAOcGJQIMASgAJQJhBwwB5wYoANgGKAAMAdgG5wbYBvMG7gbnBvMGDAHWBtgGDAFhB9YG2AbWBuIGYQdKAtYG2AbgBvMG2AbiBuAG7gbzBiwB1gbjBuIG1gZKAuMG4AbiBlYG8wbgBjAB4AZWBjAB8wYwAS8BLAHzBi8B4gbjBlcG4gZXBlYG4wYxAFcGLwEwAWcCMAFWBlQGMAFUBmcCLwFnAmsGVAZWBl8GLwFrBmkGLAEvAWkGawZnAmUCaQZrBmUCZwJUBlwGZwJcBmUCVAZdBlwGVAZfBl0GXQZiBlwGXQZfBmIGZQJcBmAGYAZcBtUFXAZiBtUFZQJgBlMBbgZlAlMBaQZlAm4GUwFgBtQFYAbVBdQFbgZTAVIBaQZuBlIBUwHUBecFUgFTAecF1AXVBdoF5wXUBdgF1AXaBdgF5wXYBeoFUgHnBeoF6gXYBdwF2AXaBdwF5QVSAeoF1QXWBdoF1QViBtYF2gXWBYkCYgaLAtYFXwaLAmIGiwLIBdYF1gXIBYkCiwJYAcgFXwZQBosCUAZYAYsCWAHFBcgFUAbFBVgByAXNBYkCyAXFBc0F2gWJAuMF3AXaBeMFiQJ8AeMFiQJ9AXwBiQLNBX0B4wV8AXsB3AXjBeEF4wV7AeEF3AXhBeAFewF8AUQFfAF9AUQF4QV7AVsFewFEBVsF4AXhBVUF4QVbBVUF3AXgBfMF8wXgBVUF6gXcBfMF5QXqBfMFWwVEBaoCWwWqAqkCqgJEBakCWwWpAl8FVQVbBV8FRAVSBakC8wVVBacCRAVKBVIFRAV9AUoFfQFHBUoFfQHNBUcFSgVPBVIFSgVHBU8FRwVABU8FTwVABVIFzQVCAEcFqQJSBVAFXwWpAlAFzQXPBUIAxQXPBc0FRwVCADwFRwU8BUAFxQXHBc8FzwWOAkIAxwWOAs8FQgA0BTwFNAU9BTwFjgLBBUIAQgDBBTQFNAU/BT0FNAXBBT8FPAU9BUEFPQU/BUEFPAVBBUAFjgK4BcEFbAK4BY4CxwVsAo4CuAW2BcEFbAK2BbgFQAVBBbUEUwZsAscFtARABbUEQQWnAbUEPwWnAUEFtAS1BL0EQAW0BM8CzwK0BL0EUgVABc8CUgXPAqIBtQSnAboEtQS6BL0EpwHSAroEPwXsB6cBpwHsB9ICugTSAtwH7AfcB9ICvQS6BMMEugTcB8MEvQTDBMIEwgTDBPMCwwTcB/MCvQTCBMkBwgTzAskBzwK9BMsEogHPAssEzQK9BMkBywS9BM0CzQLJAVIAywTNAs8EzwTNAlIAogHLBMkEyQTLBM8EUgDJATYEyQHzAjYEzwRSAEcEUgA2BDgEUgA4BEcEOAQ2BD8ENgTzAj8ERwQ4BEsESwQ4BDwEOAQ/BDwExgFHBEsE0QTPBEcE0QRHBMYByQTPBNEE0QTGAcQBzATRBMQBzATJBNEEyALMBMQByATJBMwEywLMBMgCywLIBMwExATJBMgEywLEBMgExATFBMkExQSiAckEUAWiAcUEUAXFBMQEUAVSBaIBSQBQBcQESQDEBMsCXwVQBUkAngFJAMsCXwVJAJ4B2wTLAsgCngHLAtsE2wTIAt0E3QTIAuME3QTjBOEE3QThBMQCYQVfBZ4BVQVfBWEF1QSeAdsEXAVVBWEFpwJVBVwFYQWeAZwBnAGeAdUE1QTbBNkE2QTbBN0E1QTZBNgE2ATZBN0EmwHVBNgEmwGcAdUE5wTYBN0EmwHYBOcE5wTdBMUCxQLdBMQC7wTFAsQC6gTFAu8E6gTnBMUC6ATqBO8EmgGbAecEmgHnBOoE5QTqBOgE5QSaAeoE5ATlBOgE5AToBPsEcwWbAZoBcwWcAZsBcAWaAeUEcAVzBZoBRwDlBOQEcAXlBEcAlwHkBPsElwFHAOQE9gSXAfsEgwVwBUcAgwVHAJcBgQWXAfYEgQWDBZcBnAKBBfYEgwVtBXAFbQVzBXAFewWDBYEFewVtBYMFeQWBBZwCeQV7BYEFkgV5BZwCewVqBW0FbQVqBXMFhwV5BZIFjQWHBZIFeQV3BXsFhgWHBY0FmwKGBY0FeAKGBZsChwUABnkFAAZ3BXkFEwaHBYYFEwYABocFeAIRBoYFEQYTBoYFAAb9BXcFHwYRBngCHwZ4AiMGegIRBh8GGQYfBiMGGQZ6Ah8GGQYjBmkBGAYZBmkBGAYVBhkGFQZ6AhkGRQEVBhgGegIEBhEGRQGiBhUGngaiBkUBFQYXBnoCogYXBhUGFwY1AHoCNQAEBnoCogZHARcGRwE1ABcGogajBkcBowY1AEcBngajBqIGngafBqMGnwY1AKMGmwafBp4GNQBIAQQGnwZIATUAmwaIBp8GLQCIBpsGnwaRBkgBLQAlAYgGDQclAS0AiAaKBp8GiAYlAYoGnwaKBpEGDQcmASUBJQEmAYoGDQcTByYBDwcTBw0HJgGLBooGJgETB4sGDwcoARMHEwdfAosGEwcoAV8CigaLBo8GigaPBpEGiwZfAngGXwIoAXgGiwaABo8GiwZ4BoAGkQaPBgcGDwf4BigBAwH4Bg8HKAF3BngGAwH5BvgG+AYBBygB+Ab5BgEHKAEBB3cGAwH1BvkG9Qb7BvkG9QZDAvsG+QYDBwEH+Qb7BgMHAQcDB3cG+wZDAkEC+wZBAgMHQwLuBkECQQLuBiwBAwdBAiwBAwcsAXcGdwYsAWkGdwZpBmICYgJpBnAGcAZpBlIBdwZiAn4GfgZiAnAGcAZSAVABfgZwBlABUAFSAeUFdwZ+Bn0GeAZ3Bn0GfgZQAYIGfQZ+BoIGeAZ9BoAGfQaCBoAGUAHlBeQFggZQAeQFgAaCBk0BggbkBU0BTQHkBfoF5AXlBfEF5QXzBfEF5AV0AfoF5AXxBXQBTQH6Bf0F+gV0Af0FgAZNAfgF+AVNAf0F/QV0AXcFNgCABvgFjwaABjYAfQL4Bf0FNgD4BX0CfQL9BQAGjwY2AAcGBwY2AH0CdAFlBXcFdAHxBWUFdwVlBXsFZQVqBXsF8QVnBWUFZQVnBWoF8QXzBWcFZwXzBacCagVnBW8FZwWnAm8FagVvBXMFpwJcBW8FbwVgBXMFbwVcBWAFcwVgBZwBXAVhBWAFYAVhBZwBBwZ9AgsGCwZ9AhMGfQIABhMGSgEHBgsGkQYHBkoBCgYLBhMGSgELBgoGkQZKAUkBSQFKAQoGSAGRBkkBSAFJAQQGSQEKBgkGBAZJAQkGDQYKBhMGCQYKBg0GBAYJBg0GDQYTBhEGBAYNBhEGMggjAPYAMghwACMA9gAjAPMA9gDzAPIAMghxAHAA9gDyAPEAMAj2APEAMgj2ADAI8QDwACIAKwhxADIIKwhyAHEAKwhzAHIAdABzACsIdAACAHMAdQB0ACsIKQh1ACsIKQgrCDIIdgB1ACkIdwB2ACkILAgpCDIIdwApCCwILAgyCDAIMAjxABkIGQjxACIALAgwCD8HNwd3ACwIBAB3ADcHeAAEADcHeQB4ADcHeQA3B3oAegA3BywIegAsCDkHOQcsCD8HewB6ADkHPwcwCFMCUwIwCBkIOQc/By0CewA5By4CLgI5By0CBQB7AC4CfAAFAC4CfAAuAk4HTgcuAi0CfQB8AE4HfgB9AE4HPwdTAkIHLQI/B0IHQgdTArsGLQJCB0AHQAdCB7YGQge7BrYGLQJAByoATgctAioAQAe2BrgGKgBAB7gGfgBOB0kHKwJ+AEkHfwB+ACsCBgB/ACsCgAAGACsCgQCAACsCSQdOB1EHKwJJB1EHTgcqABEBUQdOBxEBEQEqAMcGKgC4BscGEQHHBsoGxwa4BsoGUQcRAcUGEQHKBsUGKwJRBygCKAJRB8UGgQArAmMHKwIoAmMHggCBAGMHggBjB2EHYwcoAikAYwcpAGEHKALFBikAYQcpAEoCKQDFBsQGKQDEBkoCxAbFBs0GxQbKBs0GSgLEBswGxAbNBswGSgLMBkkCSgJJAuMGzAbNBtAGSQLMBtAGzQbKBs4GzQbOBtAG4wZJAjEAygZNAs4Gyga4Bk0CSQLQBjQBSQI0ATEA0AbOBjYB0AY2ATQBzgZNAtMGzgbTBjYBMQA0AUkGNAE2AUkGuAa8Bk0CNgHTBksGNgFLBkkGTQLABtMGTQK8BsAGuAa5BrwGuAa2BrkGtga7BrkGuQa+BrwGuQa7Br4GvAY5AcAGvAa+BjkB0wbABjgBwAY5ATgB0wY4ATIA0wYyADgGMgA4ATgG0wY4BksGOAE5ATUGOAE1BjgGOQG+BjsBOQE7ATUGvgbDBjsBvga/BsMGuwa/Br4GwwYzADsBwwa/BjMAuwZRAr8GuwZTAlECUwIZCFECUQIgCL8GvwYgCDMAUQIZCCAIOwEzADcGOwE3BjUGMwAQCDcGMwAgCBAINQY3Bj8GNwYQCD8GNQY/Bl8BPwYQCF8BGQgdCCAIGQgiAB0IHQgiAO8AHQjvABkBIAgdCBkBGQHvAO4AIAgZAQoIGQHuAAoIIAgKCBAICgjuAOwA7gDtAOwACgjsABAIEAjsACEAEAghAPUHIQDrAPUH9QfrAOoA9QfqAOkAEAj1B/QH9QfpAPwH9Af1B/wH6QDoAPwH/AfoACAAXwEQCPQH/AcgAOcAXwH0B7cFtwX0B/wHXwG3BbYFtwX8B74FtgW3Bb4FNwX8B+cAvgX8BzcFtgW+BcEFwQW+BTcFwQU3BT8FPwU3BewHNwXnAOwH5wDmAOwH5gDlAOwH7AflAOQA7AfkAB8A7AcfAOMA7AfjANwH4wDiANwH3AfiAOEA3AfhAOAA3AfgAB4A3AceAKkB3AepAfMCqQEeAMYH8wKpAcYHHgDfAMY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-}]
-blend_shape_mode = 0
-
-[sub_resource type="ArrayMesh" id="ArrayMesh_v3ndp"]
-resource_name = "Sketchfab_Scene_Object_3"
-_surfaces = [{
-"aabb": AABB(-2.07778, -0.0413566, -2.07559, 4.15336, 0.200112, 4.15118),
-"attribute_data": 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"),
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"),
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"), 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H+KQ96ZT/I8doqd3dfP8jx6KlLNjR/iPHwLZ80rD+I8dsxMzMpf4jx5+pa8G4/yPHhp67u+D+I8ejjQq22f4jx/SEWrCb/yPHQGX5pIP9I8ciTkmfUP4jx7NlmJnw/yPHTETok7n/I8eTRoiI7P4jx1pO14Kz/yPH/0Enfar9I8dyUnd39vsjxxk6Fmyk+iPH+VRmZqf7I8chh7Vg3f8jxxNyBVuH/yPHk2SkT4j/I8fZYPRJvf0jx8RuQ0QQ/SPHdJmTPvH9I8cOZzIz1/4jx8yCgi2V/yPHHoXSJ2//I8cOgyIibP6R42FIwRZy/pHjAEQREa/+keONQmAL+v6R41FBsAUn/5HjkGNO+sn9keNoap70Xf6R4w557u4a/5HjUXg96bj+keMCi93dKv2R4xCeLNg9/ZHj04980tL9keMqpczMSf6R47WJa8FH/pHjc427u5f9keNlhAq2uv2R40l/WrBE/pHjFF75pEP/keNlVkmfpf+R4+BWmJlJ/5Hjajfok7v+kePeH4iIlP+R4wcc14K6/5HjnRknfZL+kePbN3d3bPyR48dYFmww/5HjKD9mZgr/keMGTLVgNv+R4xxjBVtg/5HjY1KkT7D+keNUTvRJdf6R41JuQ0Tj/ZHjnm6TPsz/keMGZDIz1/6R4y1Qgi1f/ZHjokrSJwn+kePLViIi4v7gFr2ejeO6+zERN4+N49n7gQvgfY3jOvzSBaVxjeM2/OAWKpwbx0X7MRGhhxvHuPuBCwl3G8dS/NIFymcbx3z84BbQU6qqhPwxES1Mqqp4/YELp0Kqqh7/0gXnRKqqs/7gFmIcOI5N/zERWSM4jp3+gQsQLziOy//SBZkkOI72/+AWMirGcST/MBFkH8hxxP+BC5cix3EE/9EF9ijHcZH/vxZKKpRVYv0jETc1b1X2/2ULtyeJVeD/ygUjOGNVev+yFlpGOjlf/jARXlfkOJn+egupUvA4gf+2BUVMFjkJ/7cWm1m+HKf/KhHgZX4civ95CwNhgRyR/qYFNEvDHFH+TjMo8Y3jFP6fLcHXjeNX/O8nl8uN42/9PyJcwY3jS/xOM/DdG8ca/58tedIbx9b87yelvhvHW/4/ImjDG8ca/k4zF3qqqoz/ny3odaqqNv7vJ0JyqqrQ/j8ivnWqqhT/TjN3NjiOU/+fLfcwOI7x/O8nBBQ4jtX+PyKxIjiOiP1HM68j03H0/JwtVhzMcV396CfkCdRxz/47IgAAz3FY/zwzPz52VWv8fS2lNpNVjv3YJ8QmgFVq+ysiuBl7Ve39RzO7S/A4GP6NLShSAznd/8InUz03OTn/FyLeTS856f4sMztVshxi/2QtQE/gHLP+6SdibXwcPf8UIlxbwhwr/7xPtMGN4878DErzyI3j1/1dRP7MjeOv/60+OtSN47z9vE9ZwhvHk/4MSnTIG8f8/V1E59Ubx0//rT5TyRvHY/+8Ty6Fqqqw/gxKQn6qqlj/XUTqmKqqjv6tPiOVqqpM/rxPviw4ju//DEoJOjiO1v5dRM4sOI66/q0+siY4jpn/vE8EOcZxZf4MSiU8xnFm/lxEDWDIcQX+qj44MMxxgvy3T85KXlUr/AVK6lFiVRH8W0Qid1lVoPygPmF8bVXS/aNP4R8TOdP+5UkBJC05cv8yREMoNDkR/Yo+pS4lOTb9n0+9Oacc7f0ESrBRgRxt/jJE5kLBHOL9mz60V5Qcl/4qbDuAjeO6/HpmJ5WN43j7y2CBrY3jlPwbW6HBjeNu/SpsPXobx7n7ema1nhvHaPrLYCu+G8cH/RtboqEbx5T9KmzTeqqqN/56ZtR3qqqI/stgVWOqqtP/G1uQa6qqfv4qbEFIOI5h/3pmt1A4jqf+y2BDNTiOUf8bW48/OI4H/ypseifGccL8embYJMZxYv3LYJcYxnHv/xtbWyHGcTT9KmxAH1VVD/56Zs8YVlV6/spghxdVVdv7G1tfPVVVY/wfbP0b+DgT/2lmhh8DOTv/x2BKKeo4sv0aW4s05DjM/ihsICJ1HNn/a2YiII4chf7DYFgugBxy/Rpbi0BzHPD9mIiEZo3jIP/oggJfjeOC/zh9OmCN45r+iXe7cY3jXf2YiEpnG8cj/+iCAGYbx1D/OH3dbxvHyf+JdydoG8fr/piIjkeqqm7+6IL0VKqqgv84fUpKqqqo/ol3sWKqqgz9mIijSjiO7f/ogulEOI5d/zh9hkE4jv/+iXcjTDiOJ/+YiMlFxnG5/uiCdmDGcWj/OH38RsZxT/6JdxdQxnHY/piIY2ZUVXz96IIDR1RVEP84fXNVVFXj+4l3jSRUVTD7mIgZQeM4NvvoghI04zgi/Th9eTfjOGP+iXdTK+M4if2YiJkvcRwp/uiCwiZxHM79OH07IXEcy/6Id9Mhcxzv/wWlJISN4w/+Vp/leo3jw/2mmVxqjeMv/veT52aN483+BaWhgBvHnf1Wn1l6G8d6/aaZ3XIbx27+95N6ahvHS/4Fpf9bqqov/1af61uqqin+ppmxS6qqSv73k39CqqqJ/wWl7DI4jlz/Vp+WQDiOHvymmcxMOI6W//eTjUM4jjr/BaVwU8Zx9P9Wn+R5xnHb/KaZm33GcSb+95NNR8ZxQv4FpaR2VFWR/Fafk1dUVbr+ppmcelRVrf73kzVhVFXM/gWl0IjjOML9Vp+5aOM4JfymmbNh4zjd/veTw1LjOPT/BaWlVnEcwP5Wn/xgcRxf/qaZvlNxHHb895P9P3EcJv1zwb+qjeM3/sS7O5WN45z+FLaRno3jOf9lsNWYjePE/XPBZbMbx/H+xLtTrBvHHf0Utj+OG8e7/GWw4ZEbx37/c8GiZaqq2f7Eu4F0qqrP/hS2IGGqqpn+ZbAKXqqq1v5zwZAsOI5E/8S7hEc4jtj/FLZOLTiO+f5lsIY+OI54/3PB0oPGcZ/5xLuTh8Zxjf4Utv1+xnHh/2WwVnbGcf7+c8GNrFRVQf/Eu4VVVFUC+xS22k5UVdD8ZbCzflRVQP1zwTx24ziX/8S7uH3jOMb/FLaxb+M4AP9lsOJ/4ziv/3PBZHxxHID/xLtaZnEc8f8UtqN7cRyy/2WwiW1xHF/+4d0jiI3jbP0y2AyRjeNn/ILSfaON44b+0syIm43jr//h3fmUG8f+/TLYibMbxwL+gtJaqBvHwP/SzLWqG8cR/+Hdu26qqjz/Mtgfhaqqvv+C0pZxqqr5/tLMUGaqqtv/4d0bITiOdfsy2LZeOI61/oLSgkg4jmj90sycOjiOaP/h3aEaxnG6/jLYvGrGcZP9gtK/LMZxGv/SzLo9xnF2/+HdjU5UVeD7MtjMcFRVvP2C0lZtVFXM+9LMH6lUVTf/4d3UUeM4+v4y2INh4zgC/YLSAWTjOIv80sw9c+M40/3h3WhScRzu/TLY0F1xHOb9gtJNYHEc3f7SzNBncRxg/k/61VyN44D9n/SBZI3jkP3w7kJ1jeN5/UDpuneN49D9T/qbZxvHvPyf9Ip4G8fy/PDuAH4bxxT9QOkMjBvHqPxP+r9Kqqqn/Z/0iVqqqpj98O42XaqqW/9A6RVcqqpW/k/6fSA4jrP+n/R2LjiO0f7w7hQzOI5y/0DpUCw4joD/T/r0LMZxw/6f9LlGxnEb//DucCLGcQ/+QOlELcZxVf1P+rYxVFVE/p/0XCdUVXH98O5UUVRV4flA6U9sVFW4/0/6PznjOOb+n/QDOeM4+f7w7kQ/4zhg/UDpUGDjOJX9T/p5NXEcTf+f9J84cRzp/vDuCj1xHFv+QOkmR3Ecav5A6UdEMjOl/UDpgkqCLUD+QOlkTtIn2f5A6UNLIiJs/vDuhkQyM2L+8O7ARIItjv7w7mNH0ifh/fDuXEMiIvT9n/RgRDIzy/6f9Ms8gi1S/p/0CTvSJxT+n/RsOiIiZf5P+qY7MjO6/k/6fDaCLaz+T/omNtIn9f5P+nY1IiIf/0DpL1ekT5//QOmZNvRJvv5A6ThFQ0Tw/EDprlKTPo/88O6KQ6RPufzw7sdN9En2/vDuglFDRPr+8O4ZRpM+3f2f9EFFpE9f/Z/0iTT0Sen8n/RuOkNE8vyf9BhJkz5W/k/6UTykT///T/oILPRJgf9P+ps4Q0QM/0/69DqTPqT+QOnLSxZsH/5A6fxYZmYi/kDpTmi1YAj9QOlXTgVbsf3w7qZaFmwj/vDuJCRmZof78O4IM7Vgl/rw7mZDBVvj+Z/02jIWbOb9n/QvMGZmpf6f9HI3tWD5/5/09yYFW+3+T/o1NRZs6/9P+vsZZmar/0/64Dm1YHf/T/rtPgVbd/5A6dQ7iIi3/kDpTlfXgjP+QOmbQyd93P5A6SoWd3dg//DuRyuIiIn+8O5cMNeCo/zw7qYcJ315/vDuZzx3d/f9n/QqMoiICv+f9IQs14Lo/5/0YS0nfbv/n/T9NHd3xv9P+pMniIjz/k/6VSnXgmX/T/oELyd9PP9P+ssud3dz/kDpN1b5pHP+QOlfXUmfQ/1A6bROmJmf/UDptlrok3j/8O4vV/mkz/7w7sA7SZ+z/fDu0DeYmYf98O40PuiTe/6f9H5O+aRu/p/0H0JJn3D/n/RrO5iZXv+f9K5J6JMI/0/6BEH5pPX9T/pJQUmfb/5P+ioomJmq/k/6fz7ok43+QOnVgWvB/f1A6faBu7sB/kDpAHIKtlD9QOkvdlqwgP3w7g+Ea8Hs/fDuOHm7u+f98O4/bgq2Cf7w7t1kWrCg/p/0kXNrwfP8n/RbbLu7YP2f9FxjCrat/Z/0MWZasJz9T/rxZmvBrPxP+nBju7tJ/U/6Nl0Ktpf9T/q3TFqwdP1A6Vp53d3H/EDp1IEs2BX8QOkVknzSGvxA6ROWzMzK+/DumG3d3bn98O7/eyzY2/zw7n51fNK0+/Dudn7MzKf7n/SAat3dkv2f9IxoLNhP/Z/0xm180nb9n/Q7a8zMUv1P+nhh3d0X/U/6EV0s2NP8T/oVaHzS+vxP+h5lzMwk/UDpL1FO+jD+QOmTZZ70/P1A6etv7u6h/UDp63Y96cL98O6SVE76pf7w7lhdnvQS/vDuJmTu7kf98O4HZD3p7vyf9B1MTvrV/Z/0IFSe9Az9n/TtWu7uJv2f9D9aPel4/U/6EEJO+or+T/p4RJ704P1P+o1K7u62/U/6D1Q96cX90syYezIzxv7SzLNzgi2Q/dLMNX7SJ/b80swNaCIik/2C0gppMjOP/YLSZGiCLUf9gtJEatInNf2C0sZuIiJ7/jLY0mMyM9D9MthdZoIt2v4y2IVX0idR/jLYeWciIl394d1hTjIzYP7h3bppgi1J/uHdjVzSJwX+4d3oUCIi6/3SzHR8pE///tLMm5L0Scn/0swgo0NEyP/SzIiIkz62/YLSUHKkT8j7gtJwVvRJHvqC0o2FQ0RY+ILSoW6TPob6MtincKRPQ/wy2PVX9Emg/DLY0GBDREX8MtiCUpM+hfzh3QhJpE99/OHdrUj0Scr+4d2QYENEl/7h3ShOkz7y/tLMyGUWbM770sybUGZmhP3SzJaZtWC2/dLMSHMFW7X9gtIfZhZsO/2C0vR0ZmZR/oLSH2O1YE7+gtKxWAVbOf0y2AosFmy7/DLY1VlmZpH9MthIerVgdv8y2FVuBVvn/+Hd5z0WbMH/4d1mdmZmf/3h3UxMtWDL++HdWHUFW1z80sw+SIiI2//SzJ4h14IS/9LMtTgnff370sx4QHd35PuC0klLiIhg/oLSc17Xgoj/gtIaGSd9k/+C0rknd3dZ/jLYhk6IiIX+Mtg5N9eChf8y2FRAJ318/DLYEFF3d7X84d0bUYiIbvvh3WxP14JX/OHdPEknfZD84d2ZXXd31PzSzMRg+aSv/9LMiVNJn7b/0sxjVpiZhv7SzJBM6JMV/oLS/Vz5pIr+gtJ+Vkmf0f2C0upUmJlm/YLSTS7ok4j9MtiQWvmk5f8y2E9vSZ/M/zLYPW6YmXD/MtgIYOiTg//h3Uth+aSg/uHdVFJJn/794d2YUpiZsfzh3RJN6JPj+9LMsaFrwcf+0sxijru70v/SzF6RCrYy/9LMSntasIb/gtJzlWvBXv+C0rufu7us/4LSu5kKtr3/gtJ2hlqwzP8y2ISma8G5/jLYD4+7u9D+Mtjskwq2mv4y2JZrWrAT/+HdUI5rwcr94d2fmLu7jP7h3ZmICrax/+Hdx39asNj/0szqrN3dVv/SzASvLNjm/9LMjbx80gz/0swiwczMLP+C0n213d2f/oLSMKgs2JT+gtIoqXzSB/6C0oC/zMxU/jLY6aDd3V/8MtgSpCzY1f0y2OSvfNJO/jLYN6fMzJb94d28j93d3/3h3dKcLNj2/eHdx5980rv94d1HpszMUP7SzAZvTvoz/9LMUnye9E3/0sz/j+7uYf7SzAuhPemS/oLSWGhO+qz/gtJ2e5702f6C0t5/7u4s/oLS3Zk96Tr+MticbE76hP8y2Dx0nvQB/zLYKn7u7hX+MthylD3pPf3h3f5nTvqo/uHdn3Ke9PT+4d2Ecu7ujf7h3U2CPel+/WWw3WwyM/P/ZbDle4ItGP5lsJlm0icL/WWwPWMiIpn9FLbxgDIz0P8UtimDgi1w/xS2A4nSJ8j+FLa0eiIitf7Eu7duMjN+/8S7FoCCLfb+xLs3btIn5v7Eu+t4IiKd/3PB5JAyM2H/c8FKbIItV/9zwWiE0ict/nPB03UiImX+ZbAanqRPu/xlsLJk9EkC/2WwGoBDRMn9ZbCpbZM+fv8UtlBZpE+R/xS2fon0SSL7FLY4jENEa/sUtm+Fkz5e/cS7ZKCkT9D7xLsNofRJ3//EuwGbQ0TK/sS7d4+TPh3/c8GsgKRPkvpzwUh19EkI+XPBBopDRJ77c8FPcZM+9f5lsGNWFmxO/WWwBYNmZkT+ZbA8prVgKvxlsB9qBVu2/RS29lsWbGz/FLYoaWZmDPwUthnDtWDn+hS2bcMFWwH8xLuEXRZsSPzEu5toZmY0/sS7j2S1YHD7xLv3UgVb5/1zwQyLFmxe+3PB5YZmZjP/c8HTeLVgf/1zwVR7BVsT/WWw4TmIiPb+ZbArM9eCVP5lsB1dJ33w/WWwTnZ3d2/8FLbdcIiIC/4UtvtU14Lv/xS2J1cnfY78FLYmYXd3M/zEuzdOiIgP+8S7DjLXgnn6xLt8Oyd9kv3Eu7NBd3e7/nPB2ECIiMf/c8HsDteCuP5zwcFbJ32I/nPBTkt3d4r+ZbDRUvmk8/1lsMlDSZ+s/WWw1kaYmYL+ZbD7XOiT2P8Utr5f+aQ6/hS2w1hJn0X+FLa6RJiZS/8Uthg36JPu/8S761T5pJL9xLs8XUmfDv7Eu5lHmJmH/sS7BVDok9X9c8Ele/mkm/9zwU9vSZ/A/3PBizyYmSr/c8GSXOiT9f9lsJ2Ba8G7/mWwSIC7u/D9ZbCJdQq2cP5lsPdsWrD//hS2tIZrwYf9FLbTjru7ef4Utp9xCrYk/xS2BXdasAv/xLtUmmvB8v3Eu0SHu7th/8S7jYAKtiv/xLuZbFqw9P5zwSmga8GO/nPBe4G7u8z9c8GJhQq2t/1zwW16WrBW/mWwDZLd3Sn+ZbCToSzYgP1lsH2XfNKC/WWwno3MzJ/+FLZ/mt3dyv4Utk6kLNgq/hS2Bqx80h39FLa7pMzMaPzEuzGi3d0q/8S79Kos2GT/xLsqsHzSHf/Eu2SyzMxN/nPB2aLd3SH/c8E/oyzY8/9zwXK5fNIn/3PBHqfMzLv+ZbACa076S/5lsN9znvS2/mWwcoju7kD+ZbCWhz3pmv0UtrZtTvqK/xS23nme9GD/FLb5ie7uzv4UtnGUPenF/sS7f25O+ob/xLu4d5704/7Eu+mQ7u73/sS71Zg96ar+c8EUbU76qP9zwU6JnvTC/3PBDI3u7mL/c8GJoT3plv73kzhmMjN1//eTw1SCLaj/95NFQtInJ//3k1FKIiK7/aaZ6lgyM8z+ppmsWYIt8PymmQxK0ide+6aZ21EiIpb7Vp/XXTIzxPtWn8V1gi2D/FafTXDSJ0z8Vp9NayIiIP0FpXqEMjNg/QWlU2iCLT//BaWJdNInQv8Fpe5rIiLz//eT02GkT1j/95PhW/RJ8v73k0tJQ0Sz/veT43STPi7/ppk3YqRPiv6mmdhL9Elj+6aZrIZDRLv7ppnUWpM+A/5Wnx1mpE9N/1afYpH0SUH+Vp/bc0NELP9WnzJ2kz5//gWlE2SkT4T9BaVbZ/RJo/4FpSGEQ0Sb/wWlMWGTPpD+95NEVBZsrv/3k/M9Zmbu//eT3HS1YHX+95OcSgVbiv6mmU56Fmwm/KaZf2lmZgb8ppligrVg7PymmZBUBVsM/VafJmIWbLX+Vp+LeGZmCP1Wn1trtWDm/VafOoYFW6n9BaWPjRZsq/0FpXCZZmZS/QWlFXS1YLX8BaXnhQVb+Pz3k8I2iIj2//eToT3XgpL895Muaid9ff73k8N2d3dB/qaZEluIiB3/ppkgKdeCDf6mmbNEJ31v+6aZfWl3d7D8Vp+RL4iIAf1Wnz4v14KE/1afOUcnfcX/Vp8NQHd3u/wFpdkiiIiF/AWlOkzXgob8BaVOQyd9yP4FpbhLd3dP//eTnkH5pMr/95NTS0mfbP/3k643mJne/veTDDDokzH/ppnjP/mkHP+mmZhGSZ+x/6aZ/yiYmfD/ppnkPeiT0v5Wn0lC+aRq/lafi05Jn6b+Vp/UJpiZDP9Wn9RK6JOr/gWlDFL5pNr/BaUgSkmf6v8Fpc5AmJm+/wWlhi3ok+D+95MFbmvBs/73k6tmu7ta//eTpFMKthD/95OvU1qw0v6mmRlla8G9/6aZmlu7u9b/ppntXgq21v6mmbRWWrAY/lafFm5rwQb+Vp/PX7u7M/5Wn6llCraQ/lafWl5asGr+BaXqeGvB0P0FpR1ru7s6/gWl6mcKtqz+BaUzZVqwFP/3k+9y3d0A//eTfnMs2ML+95PyaHzSbP73kxZwzMxQ/qaZsnfd3fL9ppnLdyzYT/2mmeNxfNLS/KaZ6WnMzFL9Vp8Af93dPf5Wn/SJLNhH/lafZ4l80nb9Vp91hMzM6/wFpSB/3d0//gWl+4gs2PP+BaXMgHzSpf4FpayPzMzK/feT4UxO+j7/95NoW570If/3k9hc7u6F/veTtWo96Un+pplaTE76If+mma5VnvTz/qaZOWLu7ov+pplqaj3pdf5Wn0pVTvpS/laf21+e9BH+Vp+Ebu7uA/5Wn0NxPenb/QWl9F5O+qH+BaUTYp70AP4FpTV17u4k/gWlB3c96T7+iXdkIzMztPyJdwQmgi13/Yh36SDUJ8/+iHdzHCQizf84fTs5MjPr/Th9AjKCLbv9OH3AINInAv44ffcfIiI0/uiCZjMyM1T+6IKLQIItp/7oglUp0ifo/eiCkTIiIiz9mIhxTzIzGPyYiJMxgi3c/JiIFTXSJxT9mIjDPCIi8v2Jd2EypE8c/Il3tzf0SSL8iXdQF0NE6fyJd3Eqkz6I/jh98TmkTx39OH1yRfRJRf04fYctQ0Tk/Dh9RymTPmz96IKOSKRPW/7oghRH9Elm/eiCsjxDRP766IJzPJM+AvuYiMBHpE8c/JiIg030SZL7mIjUY0NEs/uYiOhdkz6M+4l3xUoWbL7+iXdmPmZm3/6Jdzw3tWDh/ol34CwFW2v8OH1NRxZsNP44fSNNZmaR/Th9TDy1YMT7OH0WUgVbvProgk1XFmxs/eiC5k5mZkn86IKQWbVgn/3ogoVhBVt//5iI+18WbGX8mIhxb2ZmPfyYiE1ZtWCq/piIqEIFW2D/iXfcUoiImf6JdxlE14JJ/ol3J0EnfZb/iXdMUXd3Gf44fZFNiIg+/zh90z3XglX9OH2uVSd9a/w4fXBdd3eP/eiCOVeIiPj96IJ6WteCef3oggRoJ33S/uiC3113d/T/mIjwWYiI4P6YiIJd14L9/piIuVonfTL+mIhDWnd33/6Jd+Na+aTq/Yl3ZlBJnwn/iXe8TZiZav+Jd0hV6JMv/zh9Pk75pJv+OH18Ukmfpf44fYpOmJny/Th9DVDok8396IKfTfmkfP/ogrBJSZ/w/uiCazqYmbn+6IK7PeiTVf+YiLRN+aT1/piIG0ZJn3P/mIh+RJiZ+/+YiHdF6JNZ/4l3iV9rwc78iXd8e7u7TfuJd4pkCraU+4l3/1xasHX8OH1oamvBZf84fUNSu7sT/jh9NFEKtkb+OH14UVqw/v7ogn9oa8EW/+iCg1q7u7L/6IJIWgq2jf/ogu5XWrAy/5iI+Fxrweb+mIgQVru7Yv+YiF1NCrZT/5iIckhasIb+iXd+Yd3ddv2Jd/11LNib/Il3h3N80qT9iXecbszMc/84fS1r3d3K/jh9jmcs2L//OH3EaHzSnP84fTxvzMw0/+iCP1fd3Yn/6IIadyzYw//ogm9yfNKC/+iCYmLMzKX/mIj8Yt3dn/6YiBdmLNi1/5iINW580pf+mIhLd8zMI/+Jd9lFTvoW/4l3g12e9Hn+iXelWu7uaf2Jd0xZPek+/Th9Zk9O+vH/OH3zTJ70Pf84fVdQ7u4W/zh9kmo96Vn/6IKoTE76xP/ogrtSnvSj/+iCI1Hu7ub/6IJdXD3pLf+YiF1KTvpq/5iI8VCe9MX/mIivWe7u8f+YiMVWPenw/wFbTSpjM6r+FVuDK40tLv7+WrQpCCj+/RZbPy4rIub9wWAPIUQzn/3IYHQohi1a/rhgcx/1Jxf/wGAwJzYiX/5xZhcURDMN/2pm0xuhLXr/cmYXJuEngv9rZjokPyLX/ihsYBo1M5P/JGybIowtz/8mbEgg2Scc/x5sqxg3IoL/FFucN7FPoPwRWy4tB0qZ/QVb6ghsRHz+B1vtG7k+Of7FYPETsE96+8pgqCT2SZn9w2DsEFJE2v/GYA8UnD5s/3hmOBCpT23/b2adCwhKef93ZschSkTB/3JmnBGjPo7/KWzNJKVPz/0qbPYO9EkF/yJslBtSRPb/KGxkG5c+3/4bW6RFFmya+hpbnixnZs75GluyMrdgPfsVW+8pEVsg/MtgDx0WbDX/y2AHGWZmuP/JYPAnuGDA/8lglxsIW3n9emZbLhZsofx6ZrQ8ZmbR/XpmDDK1YDn/eWZiEwdb9P4qbENAFmwt/ipsMS9mZhj/KmxoIbVgCv4qbEQuBVvP/RtbFEOIiN/+G1uvINeCh/8bWwgdJ30c/xtbaSB3d2T+y2BZPIiIff7LYB8w14Kz/ctgvyUnfcn9y2CiLnd30P56ZkhAiIjx/XpmWUXXgjH+embHKCd9R/56Zq8sd3cK/ipscUuIiHL+KmxtQ9eCD/0qbPQuJ32E/Cpsx0J3d3b8G1uve/mkav8bW4lpSZ+0/xtbv1OYme//G1vJTuiTdP/LYO5m+aS4/8tgNGhJn8f+y2CtSZiZK//LYHFU6JPQ/3pmiHf5pGL/emaCUUmf5/96ZmZUmJma/3pmh0jok2n/KmwbZvmkX/4qbOtiSZ+f/yps/FWYmXf/KmwWTeiTVP8bW1C1a8ES/Btbv5+7u8f8G1twrAq2Of4bW9uMWrBw/stgK45rwUr8y2Bogbu7vvrLYGWcCrYv+8tgF4BasHP9emajjWvBnv56Zux0u7uW/3pmhIEKtvj9emY4bFqwdP8qbL+Ra8F8/ipsDYu7u+v/Kmzbdgq23f8qbEB7WrAt/xtbYp3d3RT9G1tVzCzY8P0bW2XDfNIY/xtbJs7MzB7/y2Boo93dPv3LYBeuLNgZ+8tgp8R80sr6y2D8xMzMPPx6ZvKm3d1z/Hpms4ss2MD8embtpnzS/vp6Zg2azMxT+SpsS4vd3Qv8Kmx7lyzYU/0qbEyefNJc/CpsgITMzMH6G1sVjk76oP0bW2WTnvQj/htbwJPu7rX9G1v8oD3pZf3LYKKDTvrt/MtgoJKe9C/9y2DZje7uoPzLYFuWPem5+3pmrXJO+lz8emYlg570yvt6Zspx7u73/HpmvYQ96Zr8KmzmaU76tfsqbO5invTe+ypsfn7u7gr+KmwRfz3pff6rPodXNzPo/ZA+4U66LUD+kj6pRwUo+fyqPrJiKCIB/itEzTORM6f7R0TAUKstYv0yRGw4IigO/iZEX0KJIpb94UnlH4UzgP8HSnhDjC3H/d5JJzgpKFb++0knSEIit/68TzRHMzNu/5BPqijVLTr/t09BONwniP6VT2g2ayIQ/pU+hEnTT3T+kD5iTytK//6gPkhAXUSp/4g+TzHZPhH/V0SWVq9Pgf5URFhYBEqN/kxE1DJkRMj9METwNuc+CP74SbxUyk91+/1JPjQRShz89UkaNG9E4/3iSewb4j7j/qhPFz/KT/f8nk+bJC1KGv63T8wzTESU/ppPayjTPvT/rD53QRls7vylPmt4dWYg/J4+Y2HSYOr7kz40hDdby/xWRHtKI2xu/lpE+oRqZgj/W0T1fbhg7v5YRGKJDlt3/QlK3lcdbJf+DEr+Z2ZmzPsESgKVxGBt+/1JxlIiW6z7u08GWhhsi/61T1RYc2bd/LtPYVG3YDn6q0/ucSVbg/utPn4ciIhn/60+lBfXgmD+rT7UEyd9C/6tPiEnd3dC/V1EuBaIiEX9XUQvHteCqvxdRA0kJ32H/F1EBTR3d0T9DEoRNYiIT/8MSmox14LS/gxKYTUnfRL+DEq5PHd3pP+8TwAiiIgS/7xPayHXggj/vE94OSd9i/+8T6hBd3dV/60+3Hn5pEn/rT6ua0mf2v+tPvBNmJll/60+0jrokxr/XUQBc/mkc/9dRPhVSZ9M/11EW1GYmZz/XUTTOOiT+/8MSrR7+aT2/gxKfHRJn6r+DEqoVpiZC/8MSl4v6JOa/rxP6Ib5pCb+vE8lYUmfaf68Tx9UmJnQ/7xPrVDokx//rT78xWvBhf+tPonGu7uA/60+rqAKtm//rT4CnlqwKf9dRLu4a8Go/11EX8K7u/j/XUR+pgq25P9dRKKdWrCK/wxKvddrwd/9DEr3s7u7ef4MSlOyCraH/wxKzphasED/vE8sp2vBR/68T72tu7ti/bxPAa0Ktjr+vE9yllqw2P6tPjbh3d3D/q0+//8s2JT/rT785HzSmv+tPoXTzMze/11ECOPd3RL+XUS07SzYPP1dREzWfNKH/11E4uDMzPj+DEoj493dCP8MSkrLLNiL/wxKUvR80oP/DEpS3czMsP68TwzT3d3R/LxPOfks2On8vE9f4HzS6/q8T4TRzMzy+60+M7ZO+lz/rT5Vtp70kf6tPjXP7u55/q0+i9I96Z//XUQxrk76Uv5dRGfCnvRI/l1EVtfu7qD/XUSW2T3p4f8MSrecTvrw/QxKW6ue9DP+DEoIyO7uuPwMSnPdPenl/LxPQpxO+kv+vE9BvZ70x/28T/657u7T+7xPPro96Wf7DyK6SY0z6//0IetEDy5i/w0i61EwKGn+KCKZX00ivP+yJ8REpTP4/dwnSWGmLdn+mSfLPnQo0f7ZJ1lfTCL1/potAWg7M2j+Vi3pRQsuDv6bLYFh2Scn/5QtNG02Irn+DDO0Nq4z/f0FM1JBCy52/xYzt0w8KNf/KTMtUmciBv4wIi0jwU98/jAiH0MRSq7/PiJSSEZEgv49Ir9WmD7m/c0nPznjT8T83ydGPhNK0/7bJ9VEaUQo/bUnKi8AP1/+nS1jTqZPvP5uLdgqTkqQ/3YtxiqRREL/jC2ZTLU+bv8uM5M14E9d/TwzYUwWSkD9NDPmMXREzP4TM74mAz+s/jUisRgqbDv+LiJbFYVmb/01IvMgyWCh/DkiIicSW8H84Se7JjBs2f3qJ+wsbmZk/dYn+SnkYE381Cc2OThbm/uZLQ4gH2wf/ZEtpS9/Zor8ji0vNdVgo/uQLaVUIFsi/EUzKjwmbO37SzMER2xm3Po4M+VR32Ag+0cz71USW3T7PyKhEoiI6P0/Iu8X14K4/j8iYQcnfVD+PSLXJnt3uv3vJxEQiIjp/+8n7hTXgoL/7ycnDyd91v7tJ6gLencl/58tag+IiHT9ny10EteC4P6fLbQDJ31Q/50t+g15d2L+TjNFKYiI2/9OMx0Z14LN/04zuREnfXD+TjPLF3d3JP0/IuZd+aQp/j8igEtJn/X9PyKnLZiZ0P8/IiAm6JNJ/u8nv2X5pID/7yf/WUmfev/vJzo/mJkd/+8nNCjok2b+ny2qa/mk3P6fLfJISZ9A/58t7TSYmR3/ny32OOiT7P1OM4Bz+aSo/k4zWWNJnwj+TjPXQZiZfP1OMx436JNU/j8iTbNrwX/9PyLGobu7h/w/IqOLCra0/D8iMX1asDL+7yf0sGvBrv7vJ0Kqu7vy/e8nf5kKtkL97yckg1qw1/2fLVi2a8GD/J8tCbm7u938ny0powq2W/2fLY2YWrCm/U4zI85rwSX/TjPIybu7D/9OM8SlCrbb/k4zhKRasFT/PyKMz93d4/w/ItjELNiZ/D8ipc580rz8PyIawszMov3vJwnU3d2w/e8nXNks2OL97yds2HzSiP3vJ3jRzMx4/Z8tRuLd3YL8ny111CzYAv6fLfvhfNJ3/p8tZt3MzHn9TjOP893df/5OMzzoLNhU/04zyN180pb/TjOk6czMtP8/IlGLTvoN/T8ixJue9A38PyKZqe7uT/w/IlG8PenK++8nlpRO+rb87ydYtp70qfzvJ5+57u5u/O8nCdU96Q/9ny3erk76N/6fLTCunvR1/58tW83u7nX/ny1zzz3p+P1OM5upTvpf/04zobOe9LH/TjOxve7u9P9OM/vfPekM/8sFfVo+M/j+tQXuT7ktw/6tBZZNFyiX/rQFPlJaImT+fgt0Xzgzdv9jC3xUuy3K/oALBGTVJ9P+eQuxYTEihf4bEXZVXDPw/iQRr1+aLYD/DREDVxYo9f4KEY9XayLB/rcWPFB/M1X+whYNXLst7v+mFutQQCgs/70Wr1hlIuD/uQXKL9NPc/+2BZY5KEpc/7cFBT12RND/uQVcSsE+/f5vC8w6x0+l/l4L3DI1Shn/bQsoP2lE1f9jCyxKyz64/y8RtUOnT8z/DxGuPDRKqf8BEW89nkRr/yIReUmuPhv/2BYeQLVPh/2zFlUtSUqI/78WYTmDROP+xRZWRMY+8f/MBZgjIGzE/8sFCCxxZmr/0QVYLrdgwP/EBRAvHlvt/3oLqiwjbOX/gAveImhmQ/9yC2Ap0mCf/n0L/i8NW+r+KhFZKyNsUP8uETohamau/iQRdyLMYD/+JxFZIxZbtv7gFtcgFmzT/dAW+hyEZkT+yxbQFd1gPf7HFokjNFvo/dIF1SiIiKP/0gVXIdeC/v7SBbsjJ30O/9IFQCZ3dzH/gQt7JoiIr/+BC/0Y14L7/4ELVB8nfWf/gQt4E3d3a/4xEXIhiIjO/jERjCbXgsr/MRETICd9yf8xEXsRd3eB/+AWORmIiNv/4BbzG9eCRf/gFnseJ335/+AW3Bd3dxT/0gUWPvmk0/7SBVAuSZ+D/9IFJjGYmbT/0gUfJeiTkf+BCxo2+aSa/4ELuzVJn+//gQvLLJiZ4v+BC9Ig6JN2/zERwT/5pGj+MREwNEmfhf8xETwmmJnu/zERYzXok4X/4BYTSPmka/3gFjw3SZ8V/uAWhymYmRP+4Bb/JOiTv/7SBbZja8GZ/NIFX1a7u6f80gX2Twq2Y/3SBYVMWrB4/oEL0W5rwZj8gQuGbLu7n/yBC1xhCrbr/IELzklasPr9MREnf2vBkfwxEe5wu7tF/TERA3AKtin9MRHdW1qw/fzgFs6Ka8Fd/OAWuoK7u4/94BbTdAq2Bf7gFuBsWrAz/dIFmnTd3SP80gWWcCzYBPzSBVNyfNIx/NIFBXHMzGT8gQttgN3d6fuBC7WELNi2+4ELEn580q/7gQsde8zM+fsxEV2Y3d3N+zERgpEs2Jf7MRHymXzSRfsxETCQzMw4++AWw6Ld3WT74BZjqCzYTfvgFv+kfNJO++AWm6XMzO760gWyU076tfzSBU5cnvQP/NIFmF/u7tD70gUJbD3pBPyBC0ZjTvrC/IELlG2e9Or7gQs9d+7up/uBCwl5Peks/DERpmxO+pj8MREVfZ70QPwxEeGH7u76+zERjoc96eL74BYFfE76af3gFmKMnvRQ/eAWzpfu7nH84Bbemz3pAvzSzC1jwRa8/tLMwFwREbP+0szFVWAL4f7SzFhQsAUz/4LST1zBFlD+gtJUVhERdv6C0kRQYAvR/oLSvUywBRD/MthyUcEWd/4y2OhQERGX/jLYcktgC9L+MtjhSLAFEP/h3e1PwRZk/uHdgkkREa/+4d3mRmAL2P7h3f9EsAUW/2Wwz23BFjT/ZbD6XBER3f9lsGJbYAuw/2WwclOwBWv/FLYpbsEW9P8UthddERGw/xS2HFpgC7X/FLZ8VbAFs//Eu45vwRaS/8S7f2AREZf/xLuOXGALsP/EuztWsAXd/3PBvHLBFqb/c8FuXxERwf9zwbBdYAva/3PBlVWwBaT/95O9QcEWkv33k4s+ERHy/feTJTxgCzr+95NgO7AFdv6mmdpIwRYy/aaZxUcREb79ppnaQmALNP6mmXBBsAWK/lafTlXBFkz+Vp9RUxERUf5Wny1JYAub/lafEUewBan+BaWtXsEWKP4FpUZSERE+/gWlNE9gC4L+BaUSTLAFw/6Jd6ggwRb//4l3KiEREfT/iXdYI2AL8/+Jdx4msAX//zh9jiHBFjn/OH3yIhERMf84fdYkYAtJ/zh9OyewBW7/6ILkJsEWTP7ogrcnERGJ/uiC4ChgC8j+6IJiKrAF//6YiP8vwRb3/ZiIMC4RETv+mIiELmALdP6YiBovsAWr/gdblDPmFuT9CFtWNTQR8v0FWxQ1iQtL/hhbOzy2Baj+vWDnK9oWHP6+YHIvKRHA/stgqTZgC6L+wWByMsIFtv5zZgkpzha0/nNmNCsfEZr+bmYIKncLd/54ZhYwtAXD/iNsPiHOFmf/IWyJJSERIv8ibC8mbgsq/yVsZSm6BSn/pj7SYs8WaP6sPm9eFBE7/6U+A1twC4T/jT60Su0F5/5SRMpT1RZq/VVEYFofEWX9RkRfT4sLCv5LRHpN0gWS/u1JGkf7Fiv+90kcSzgR5/3ySXhHkgtS/u5JJkLpBQj/qk/ZROMWiP6tT6NHLRH5/p9PhD+WC1b/tk8ISLsFYP8wIgNn3hbX/yIi11xIEaL/IiLiWJgLG/8OIjtKDQay/64nQFA6F73+4CdHYy0RZv/eJ0JfgAuS/+YnE17CBev+cC2FVBkX5f98Lb1YURHf/38tL1ebC2n/jS1DWdEFjv84M8Rh6ha9/i4zyFlMET//MjM9V5YLxv9OMwhgsQX4/8QFDljbFsj+ygUIWB8RPf+yBS1InAth/7QFykTnBXP/bQslWuYWy/9lC9tSRhHK/1kLs0isC07/eAv3UsIF0P78EJNNJBfI/xYR+FdCEfn+AxEeSrYLmv4hEYBTzgXq/sQWllz2FsD+wxasWUgRwP7GFiZXkQvA/tcWKlrBBd7+QOnGQMEWrP5A6Xg/ERHi/kDpnz5gCxz/QOkOPrAFQf/w7g08wRbT/vDujjsRESD/8O5PO2ALQ//w7lo7sAVe/5/0aTjBFjT/n/RxOBERU/+f9L44YAtq/5/0HDmwBXj/T/q7NcEWb/9P+jQ2ERGA/0/6wjZgC4r/T/ozN7AFj/8zfcu89z5uANJAxAC3P2UAaj+xAB9/A72zf+W+tn8yv0M/LwH8e4fAoHtJv0J7i7wcfkG9X39DtxE4twCQPXgDk3+MvSh+WbxSPW0A7DsGAhE9NANFPpYDO0HyAEuAZMKrfne9Mn/Rv6I/yQClP4oA0T/YALdAswAXf0/Afn4+v+Y+eQDEP3oBeUAbAkJBQAFae2O7CXv7wGp8fsLHfzLCeEC+Aig93QFGfyXAUH9yvjc81AKXQWcCBX5Iw/9DZQGVfqW7nnk1wqg8OwAxfzm9ljypAtBA/AGdQisCoX1kwlk7ggOlQBkDGID0vZQ+bgC3PZUDfDxWAw1ABAM6fy3AeXwxv0Z/rb8qfmvA+X93v7V+ML10fyHBPUBcAHQ+WgJQf6e+Qn/UvU59uMDhfci/fX3TvIh+5MFpf/fC6HzfvCR+SLiPfja+4D0DAUJ+qL/rPqsAt3/zwq9CogAAf2fAyzs/BTlAbQBBvQYAREFjAic9JwKCQpEBLEMqAoZ/RcKugTC8wn6bwTN/wcCcQHcBu3vtu0N8SLyIfMm86nylvOo87AGqPDMBpjyWATE+EQGjP3YAoz9rAKg/aACxP2YAan84w4t/R8OhfsfBhn9JwRNAGgHpfxLBVn4+wUF/+b4nQHMBZD4LAXl/tcARf4W/j34CvYp/xL45PjQBsD4VAQ1/Q76Cf8K/2z6XAN0+9gDDfsa+939uwAxABQEDQNoAmUDwACJBbQA4f/y/unwVwAp9gMCVfSPAO33MwFV88L9Je9y+aXvbvZl7HL5le5q9B301vBJ9cLuyfC679XwnvOZ9Wbwufa+5k32+t4t/WbhQf1a3IzvyADA88wJrOcYBsDgQAyk6xAIsO9AC1zucAw8/OAGffwG+yD1RALA9oQAHf/m9+H58voF+KL3yfl687H1yvIR/Gr3sf3e9a3+pvVA8AgECgCK94DxsAKQ7bwEgP4oAjj6rAMk9NAEOPTECMz7WA1Q9QgSqPGcEjz3TA6E+CATzPr0D10B9AohBJwEpQSAC9UDyAfl/AsAcgG3B4n8gvwc/GwCIP9kA+z7EAA99YMCBfo3AcjuwAaE+FAEMf27AL382wMQ+KwBRP9kABUAiAfA/HAGsP84Aqz+rALM/cQCtP4gArT+gALg/uwD1P+4AIED3AFBA8QCEQN0A5UBqAAuACsGyf9XAX3+RwNt+D8CrftO/h36bv3J+ab+9fh6/HH8Kv41/C78aPx4A3z7yABs/IQF9P04Brz97ATlAxQBHQKwAtz9wAWE/AQKzf0XC1360woV+1sI8gK7BHX8nwHJ//cBPQHcAPUE8ARh+FbzqfVm6S31Zuzp8jbwle4+8Wnu3vXd70r2De9a+x3o1wsZ7/sHufKjBDX3DwIJ8EcS2fZLC737awY1/DMJZQV8AOUBSASI+MQGQPzkBAj5BAuw/eQB2f2O/+H9Svv47sAExf4m77X3+vCx+Hb/xPB8BAz3jAQZAqQCYfzS/rX9IvnR/EsKnQF8AAD+3AVx/OrvRfl28Xn/Uuhg7JgH2Pm4Bsn4XwXt/9MFzP9IBCEM1AS5ClQAyRXQAU3+mxVp+fMT2foTEH38KxCyAvsNaQ2EBsUB5AGB/jL2Cfp27rH0buGB807rpe7u7v3qTvM18msDIfl7BqX55w8J/O75rfmy+Q37MvFR//767fl/AGD+EAZQ+JgIoP70Bhz98AZ46VwIJPEkEhTybBP861gJqO7wE3jtrBXRBRwMvPhYCxkRaANhAjQBvQsIAjEVrAedB4gCkfzzErH+Fw4Z/v8MkfcnA6n8PwDg88gJmPhQELTlwAyY/nQSWPp0F9D30BchAZgCHQ9kAK0DXAh09bwG4PgoBtD9BAfM+HAH8PckAwj8/AFI/cgArP3oA6D50AHw9DANZO6UCLDt9AzU89gNFPDcEdDu8BPBAvQRpQFADLDwkBOo/NwOJQdkCWD91AzVBMAIJQfoBAEDxAJd/4MBcf+W+NH9JwTp+osAkfXC+eH3fv/x90r8RfszAIH/zwph9C7/AfKzBa35vvbR+Db7RfnO/gH/iv8R/GMDIfy+/v304v+J9T78ofjO/ZX43v1p/nL0ef3a9vH42vpN+hL14fgK+rn48wJJAIQDLP5AAK35WwB9+lMCgfojBI397wbc/xwAXQXcAXEB3AQQ9/wFGPG0DYTyaAjd/6b6OfTa+dzwxAoM/nQJOf/zCyX5Avw5+J78df0fAGj+TAM5+4r+9fKG/e3y/wHV9l8AVfnvA3X1EwFl+hcGOftzA5H6ewAt+oLvdfVK7p32dvJ598LxDffu9An08vsJ9Yr7QfgHABX6Twr991MAOfonA436awQ+8HABWQTUAFH6/wEd8RL4gf9m+YID9vTd+dL7Ve8+6ODvXAn48hQFCftO+BIAaxOJ7YcBpfnXAZMIcAKF/icCNQFoB4LxAALFApQAZQFQAC0HoAUpBAwGNQdcA50DRAHs8qAA6O5QA5To3APE8cABuf4a/1H5AvX5+dLxkfrHA3393w6l+pcLCfvfBdH8qxE5BkgJ3QcgBj39Kwct/esMcfkjA4n/nv907xwEvPtQD3zk7Bb04oQLlf3K9jn9xwFB/78G5faW8tnwRu7J9rsDDPjcBGD5jALs/ogB/QdkB6D+/AQZAeAHPPyEB0T/vAOw7HwJePKUBdT0AAdQ9ZAGnO8AC6TzkAmM9UQKLPsoBikDmAbQ/sgLRQKgCT0IfAoxBMwHpfzHBqX8swiJ/dsRkPv0A/4Dpv1c+JQM9PLcE5H+UvJTABgARwhQAP0CzAMR+ZcAwPZUB2Tv2AXFCAQB6PjIBbz/hAkQ/KQIrQD0BoXsZvKp7RrwPfLi8A3zwvIZ6mcA0e/a/+HvGvxV8nr/MezzC+3wvwtt+K8Jbfp3BYH/GwbxAmQHLfw/Aiz8hAO8+5wC6f/S8/DwTAZY+pQAtO7MCdzwQABiAJb7WPqEABD7+AVg9jQF+f2K9/34CvdB/jL9pQPAAe37tv01+Ib8kfoa8RHxMvFF9d70hfBy82H5Hw857W8LKfdPCBH4rwv5+78TMfWDEjH7Aw+5+l8OLf7XDK3z/wWl+18JTQb4C43yyukB9ULu0fmm9UEABAUd8uMHKfXXAcXsPvsx9l75bPE8CAIDqvFN/wr2/P00BWj70AOVArwECQVoByX92v8E7fANYPU4Cij5PAPo8NQJiQvgAzkGRAgN/1sKwQqUAhkKUAVxDBgEeRK0ByH1gw9V/sMP2fs3B6X0GwmJE2wAmPNAB5Dt9Aed9xbsyfNq66UG6A/RAbwT8QkYEpX2JxYl+6LypPlwATj0uA4w7uwLLPQECVD5nAc09NAKePY4BdTxxA+Q6JgSDPFgDwT3EAnc8OgTOPpUGOUMXAwNCnQJ5QOYB2H43wIVBnwBBQvEBYX9KwHJ+oMAQf8nB+37rwYh8sr41fSi/1D8hAEM88QLvfae/RH7pvxU+MgQqPoEDGX8SwO8+5wBpPXMC0j1CARc/PwBhPrQB6z3fAic+PgL5fhm+qT9/ACA/dwEnPsQCYkHOAEBAxQB8QEgAnT8qAS0/nwFkQHcA2j+NAe0+bAPyPSYAWX9cvc8+KAHzPwMBr35AvmJ/sMAGfunA4372wF99vb7afsHBV3viv996y72oeg2/9nwAv1R+o75cfSW/8n1GwJt98L/DfoW/iD8pAPF9Ur2ufTe9FX5tvad+l70ofYrBG33uwDt+QMAgfpW/9H6Rwqp9D8K4febBZH+rwSl/oL81P+0Dg397vkl/e76SyH4AzznWAjB+D74Hfr+/AXwBwZh+CcKCfrW++H4OvYx9Ar3Oe2i+xH7RwIdBIQCifiXBNX5PwQ58nb/ffFy/En59vnl+XL4Yf3q+sX1Ovft+p8F8fALBGXwqwZV/WcIPf1TBpn6nwWl+a8LkftfCdUGXANU+ogBlf0O9gj6+AHI5HAUIfxi8QkCZAHl/Mr8+PZEA73qAu2tAVgMJPvgCWkChAKZ/H8EDf+rAxj9kAHx/YsH5fyTBuH+rwEZ+Er+5PLcCAjy0A6A8bQH3PVEAYEFPAvlAfgIdvBIAz0MmAQJDZgFSQ0kAcH5uwyFEMwBWPl0FgD8pAWZ8/7wbP0EA+EFwADe/XwH2fea6G4A+vP5AlgRLP08CJjyhA59/5b47PwYBgz0OA14+qgNjQY4CD0BrAutAXQJ4QVMBB0EEAg49lgLvPHUCbD2sArQ9YwLxPYIDlz08A28+KgMbQNgDikDpAvNA4QI5QhoBrULyAeVBrwE7QmwBnkLiAASAccNdPhsBZD4NATZ+gbsgOaICZX5ivhM9CgLRO+wFvD95AJc/GwHUPwYBRT/rAgRArAKmP7sAxz8tAf0/0wGIQMgBgj+oAhw/6gEmPz4BCkDIAVo/vwECP4sB/z5LAt8/QwIKPzoBzT/QATM/EwKmP8EBlz9WAQZAbQGZPxoBoz/uAANDdQAWP3kB3jv2Alc+wAPUP28DgD8LAVc+FQE7P0ICOT50Aso+LwPwPO8C0T+7Ac+/CwCKQH4Ayz3jADc/XgFfPIQCcj6/AtM8XwMCPjsCAz5XAgw/zwT1O1sFcjsSBr5ArwLdP+MBUD4EAN8/9wClvQgA8D/MAOY8ngCZfrG/8H6evcR+jr9Rf7rCyz5rAbE9RwLfPvIDHEDUAeB9br5YPycBf78iADh/c77+wVEA0z4RATU/fABGP3cAND5pAcFAxgFJQO8Csj/VAu5C9QAnQqkBhUHSAlU+rAIGQbcB+0EeAoxCMgEAPwABqUAnAe5AlQJaQSMCAD+0AVlAEQJbQDMCwkBdAl1AEwNdQQcD4D9ZAkBBgALJQE8CTUG3AV4/cAOQQBMDcEDEAkpA6QL8Pr4DsT8kA5lAyQJnQA4DfjxSAwc84gNgPPsDVT12BN09cgLpPEsD2TyCBAc9iAQvPqIC4D3aAho+vgKfPc4CVz4mA7c9XwN8PSwD2z0TAyk8zwHBO/EB9jxpAnw9XgJpPGABeDz0AVk93gLAPBwDvjwoArs8/gJfPfsC3TyrAig+hwGVPTICUT1WAgU9QwK3PkUBij2CAuA+VAMWQdACQj6NAsY+7QJsPgADX0CqAZs9QwKtP0QBmj/iAcs+5wL8PK0BXD/mAVNAIgJtP0gC5X6QwTB/9LvbPVsArkLMAtRAVQR1O7EFXztxB11AZwaAQBMEAT5PA3w90QN+P/kDyD7TA4I9DwF/fv69ln6rwYV8drmpfUa5KT2tAfw+PwKZOh4Bvzp3Aio/2gHTPdQCfDrLArg5dgFlP2gAyn8dwMt957l5PCkBOzwGBKE+zgNUfsq/a72aACE+9AIJPqADKH05v8J8e8ICfRDAu3yCu9Y/IAHQfkfC/XoNvbh6YrunPCYF4z6NBBw7WATQPfIDR0MjANVAPgBaQYABa0LLAYh+ZMKOfQG/l3yewZB8asAAgETDWD8vAFh/KMIqf7HCckKPAWA/XwL8P7sDN0LiBNxBiQHQQSoAEX+Dwnd/7sRtf3bCxH/GwFBDVgAdgJnE90FMAaZASAEgQ7IBhUIqATtAswJhQJYBDUOPABtDHwBHf0e+3H/WvoA87wAbQekArj18AQU/jQHDPPkBkz/kASQ8lAO9PUcCxz3VAdQ+oAL1OxkCMT0rAt49VAIfP9MBPjyvAHY7xwBiOmYBkTyKAW48TwAlPC0B1jq+AdE7pQHAPJAAKz0EAWo72QF9O8wCUDxWAWw9HgGgPJkBeTx0ApE/HADqfVHAdXxCwHN9cr7Pf6K+bn9lv7J++cCFfi/Ahn9Gv5I/MwHQPz8BAEF/AMA/uABSf4C/EH6hvjt+nsCGPr4Dz35TwL19U71+fyTBdX8Ruk17f7tTezu+vnw2wYp7I7lAPkkAp0CMAdxCaAEdPtkFojs8B708mQSVQQoB3z1XA3U28wDMfD+8T302xlaA1cF7Ne4CIDoZBDVHJwPKe3HAGX9yvHg8BQV7QQYDIT3vBOA9HgFdfTm/eXzMvHZ/Dr/5fjq+I376uhp9lrocfyq+pEAEAW46HgRBOMoDND55BTg+ywU2O80CYDjgAHN/FMLzfRy+1H2Nuvk6wgHDfSHChH2qwI5+h7/pf/nAfX51wVJ+zcHUf8fBX0H5AEx9I8DifcTCsX7wwQF+S8CBfwjBKX8hxKx+RcGgf+HBnX6bwZV9ycBVfpTBwH78wUB9YcBYftHBBH+fwtp+tcFCfbDCbX8Kw+V+RMIRf/bB/X31w4J9PsKbff/A8H1ywvh9Hb5kfby9Ln1sv3d+zMDFfvu9CH4zvdp8zL62exbAC38evlh/Yb0Sf+S+Nn6KwAd/ZL/Xf3u9LX8NvpV+LsBVfha8mH5vuzV+eryAfZK8gH/+vF1/pLvCfte7tX5HvXx/hbz8fi270H5/u7B+Xr2Ef0C8xH9su3Z/hbt3fmO8fn9MwH1/5sIxf4HBkH0xv8R+bb+JfM+/6Hqdvlh7nb18ezG+T3zzve17x77CfA/AzHwbwDx/ScHQP+cA2n81wghB4wBAQEsB4X6qvT1/EcA4foPAT3vGu5R7Br27fV3BAH+6vZx+JLwPfx3BXn4DwYB9ib6fPQwB9D+AAIt+wb+7f33A1H9wvl5+KMCFforAqXt0v2l8VLztfPa+knwFwLl+172ffEe+xX1Jvzh9CcCfffm5AH1hv1F8Hb6xfDHAxUAEAK47qAIMOjwBVn5ivo1CCgHQPXQCeDcIBG86nAK+P3YDqH/avQmAtbwCOQIDNnz3vHx8nrugfo6/+TuYAKg/MABwQZwAi0FKAcs8DAH4fva/lUJQAH5BLAACf9m7+32dwDB+KMK5fsvAHj3pAKx/v8LafzrCZ72QAEQ/AgGRfpfAH3+aweh+dsF+fpvBrH9twt5/hsGZfk/Aw30LwZJ9BcL7fU/AXH6ivxx+vcBufSTC533awG1+/r/ifg3B8H7DvZF+m8A1flfAMn7pvs99GL0Efd++Y3xkvxV96b4Sfmy9IH6BvjZ9Mr+CfDa/J34mvtV+8L6Nfou+kH18vxt/X70RfzS9X34/vS1+pL0Sf5G90X6QvH5+xLxLftq9RH73vPV91rv7fXO8r31BvYx+V7wSfsW7+32XvCV+Pr15fM6+QH25v8F+Z8Djf4+/0X0Hv1N9sMDTfeDAIH4Vv0Z+AL+zfrXBrn39v/l80r68e+G+bXx8wN58F7/SffK/43tlvUJ7x8ChfCS/Z345vel8274JfY/APny4wFx9pL1Lfn/AQ33kvoN6Vb5/epa+snsHv3F7sryFe2u90nqzv45+rMC+fp/A234GwfV7tr8eftK/Wn34v5l7e72Ketu8Vn1AvgR8cL6Afda+jn/Av0t8V7vSexe/UX6YwmR/Sb9BP5UB/T/7AZd/0r4Gfo++On9mvyx9H750fJ67Un1jv9x9/rxtfU6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-tracks/0/imported = true
-tracks/0/enabled = true
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-tracks/0/keys = PackedFloat32Array(0, 1, 0, 0, 0, 1, 0.166667, 1, 0, -0.00147254, 0, 0.999999, 0.2, 1, 0, -0.0023829, 0, 0.999997, 0.233333, 1, 0, -0.00348462, 0, 0.999994, 0.266667, 1, 0, -0.0047766, 0, 0.999989, 0.3, 1, 0, -0.00625773, 0, 0.99998, 0.333333, 1, 0, -0.0079269, 0, 0.999969, 0.366667, 1, 0, -0.00984455, 0, 0.999952, 0.4, 1, 0, -0.0119469, 0, 0.999929, 0.433333, 1, 0, -0.0142328, 0, 0.999899, 0.466667, 1, 0, -0.0167012, 0, 0.999861, 0.5, 1, 0, -0.0193508, 0, 0.999813, 0.533333, 1, 0, -0.02224, 0, 0.999753, 0.566667, 1, 0, -0.025307, 0, 0.99968, 0.6, 1, 0, -0.0285507, 0, 0.999592, 0.633333, 1, 0, -0.0319699, 0, 0.999489, 0.666667, 1, 0, -0.0355635, 0, 0.999367, 0.7, 1, 0, -0.0393872, 0, 0.999224, 0.733333, 1, 0, -0.0433817, 0, 0.999059, 0.766667, 1, 0, -0.0475457, 0, 0.998869, 0.8, 1, 0, -0.051878, 0, 0.998654, 0.833333, 1, 0, -0.0563771, 0, 0.99841, 0.866667, 1, 0, -0.0610967, 0, 0.998132, 0.9, 1, 0, -0.0659795, 0, 0.997821, 0.933333, 1, 0, -0.071024, 0, 0.997475, 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-0.265272, 0, 0.964173, 1.86667, 1, 0, -0.274318, 0, 0.961639, 1.9, 1, 0, -0.283459, 0, 0.958984, 1.93333, 1, 0, -0.292692, 0, 0.956207, 1.96667, 1, 0, -0.302016, 0, 0.953303, 2, 1, 0, -0.311427, 0, 0.95027, 2.03333, 1, 0, -0.320959, 0, 0.947093, 2.06667, 1, 0, -0.33057, 0, 0.943781, 2.1, 1, 0, -0.340257, 0, 0.940332, 2.13333, 1, 0, -0.350018, 0, 0.936743, 2.16667, 1, 0, -0.359848, 0, 0.933011, 2.2, 1, 0, -0.369779, 0, 0.92912, 2.26667, 1, 0, -0.389821, 0, 0.920891, 2.3, 1, 0, -0.399926, 0, 0.916548, 2.33333, 1, 0, -0.410081, 0, 0.912049, 2.4, 1, 0, -0.43059, 0, 0.902548, 2.46667, 1, 0, -0.451251, 0, 0.892397, 2.5, 1, 0, -0.461628, 0, 0.887074, 2.56667, 1, 0, -0.482514, 0, 0.875888, 2.63333, 1, 0, -0.503465, 0, 0.864015, 2.7, 1, 0, -0.524476, 0, 0.851425, 2.76667, 1, 0, -0.545507, 0, 0.838106, 2.83333, 1, 0, -0.566495, 0, 0.824065, 2.93333, 1, 0, -0.597887, 0, 0.801581, 3, 1, 0, -0.61865, 0, 0.785667, 3.1, 1, 0, -0.649513, 0, 0.760351, 3.2, 1, 0, -0.679864, 0, 0.733338, 3.33333, 1, 0, -0.719323, 0, 0.694676, 3.46667, 1, 0, -0.757347, 0, 0.653013, 3.6, 1, 0, -0.7936, 0, 0.608439, 3.76667, 1, 0, -0.835956, 0, 0.548797, 4, 1, 0, -0.888697, 0, 0.458495, 4.3, 1, 0, -0.943181, 0, 0.332279, 5.03333, 1, 0, -0.999983, 0, -0.005915, 5.06667, 1, 0, 0.999765, 0, 0.0216861, 5.63333, 1, 0, 0.958707, 0, 0.284396, 5.9, 1, 0, 0.916442, 0, 0.400168, 6.13333, 1, 0, 0.868969, 0, 0.494866, 6.3, 1, 0, 0.829831, 0, 0.558015, 6.46667, 1, 0, 0.78695, 0, 0.617017, 6.6, 1, 0, 0.750347, 0, 0.661045, 6.7, 1, 0, 0.721751, 0, 0.692153, 6.83333, 1, 0, 0.68236, 0, 0.731017, 6.93333, 1, 0, 0.652063, 0, 0.758165, 7, 1, 0, 0.631556, 0, 0.77533, 7.1, 1, 0, 0.600491, 0, 0.799631, 7.16667, 1, 0, 0.579594, 0, 0.814905, 7.23333, 1, 0, 0.558639, 0, 0.829411, 7.3, 1, 0, 0.537617, 0, 0.843189, 7.33333, 1, 0, 0.527094, 0, 0.849807, 7.4, 1, 0, 0.506095, 0, 0.862478, 7.46667, 1, 0, 0.485124, 0, 0.874446, 7.5, 1, 0, 0.474659, 0, 0.88017, 7.56667, 1, 0, 0.453851, 0, 0.891078, 7.63333, 1, 0, 0.433158, 0, 0.901318, 7.66667, 1, 0, 0.422864, 0, 0.906193, 7.73333, 1, 0, 0.402469, 0, 0.915433, 7.8, 1, 0, 0.382271, 0, 0.92405, 7.83333, 1, 0, 0.372255, 0, 0.928131, 7.86667, 1, 0, 0.362335, 0, 0.932048, 7.9, 1, 0, 0.352479, 0, 0.93582, 7.93333, 1, 0, 0.342692, 0, 0.939448, 7.96667, 1, 0, 0.332977, 0, 0.942935, 8, 1, 0, 0.323337, 0, 0.946284, 8.03333, 1, 0, 0.313813, 0, 0.949485, 8.06667, 1, 0, 0.304371, 0, 0.952553, 8.1, 1, 0, 0.295016, 0, 0.955492, 8.13333, 1, 0, 0.28575, 0, 0.958304, 8.16667, 1, 0, 0.276575, 0, 0.960992, 8.2, 1, 0, 0.267536, 0, 0.963548, 8.23333, 1, 0, 0.258595, 0, 0.965986, 8.26667, 1, 0, 0.249757, 0, 0.968309, 8.3, 1, 0, 0.241022, 0, 0.97052, 8.33333, 1, 0, 0.232395, 0, 0.972622, 8.36667, 1, 0, 0.22392, 0, 0.974608, 8.4, 1, 0, 0.215559, 0, 0.976491, 8.43333, 1, 0, 0.207313, 0, 0.978275, 8.46667, 1, 0, 0.199186, 0, 0.979962, 8.5, 1, 0, 0.191178, 0, 0.981555, 8.53333, 1, 0, 0.18334, 0, 0.98305, 8.56667, 1, 0, 0.175628, 0, 0.984457, 8.6, 1, 0, 0.168044, 0, 0.98578, 8.63333, 1, 0, 0.16059, 0, 0.987021, 8.66667, 1, 0, 0.153269, 0, 0.988185, 8.7, 1, 0, 0.14613, 0, 0.989265, 8.73333, 1, 0, 0.13913, 0, 0.990274, 8.76667, 1, 0, 0.132268, 0, 0.991214, 8.8, 1, 0, 0.125548, 0, 0.992088, 8.83333, 1, 0, 0.118971, 0, 0.992898, 8.86667, 1, 0, 0.11259, 0, 0.993641, 8.9, 1, 0, 0.106357, 0, 0.994328, 8.93333, 1, 0, 0.100273, 0, 0.99496, 8.96667, 1, 0, 0.0943397, 0, 0.99554, 9, 1, 0, 0.08856, 0, 0.996071, 9.03333, 1, 0, 0.0829863, 0, 0.996551, 9.06667, 1, 0, 0.0775698, 0, 0.996987, 9.1, 1, 0, 0.0723119, 0, 0.997382, 9.13333, 1, 0, 0.0672139, 0, 0.997739, 9.16667, 1, 0, 0.0622763, 0, 0.998059, 9.2, 1, 0, 0.0575568, 0, 0.998342, 9.23333, 1, 0, 0.0530023, 0, 0.998594, 9.26667, 1, 0, 0.0486145, 0, 0.998818, 9.3, 1, 0, 0.0443944, 0, 0.999014, 9.33333, 1, 0, 0.040343, 0, 0.999186, 9.36667, 1, 0, 0.0365193, 0, 0.999333, 9.4, 1, 0, 0.0328684, 0, 0.99946, 9.43333, 1, 0, 0.0293908, 0, 0.999568, 9.46667, 1, 0, 0.026088, 0, 0.99966, 9.5, 1, 0, 0.0229617, 0, 0.999736, 9.53333, 1, 0, 0.0200731, 0, 0.999799, 9.56667, 1, 0, 0.0173634, 0, 0.999849, 9.6, 1, 0, 0.0148344, 0, 0.99989, 9.63333, 1, 0, 0.0124874, 0, 0.999922, 9.66667, 1, 0, 0.0103235, 0, 0.999947, 9.7, 1, 0, 0.00840631, 0, 0.999965, 9.73333, 1, 0, 0.00667447, 0, 0.999978, 9.76667, 1, 0, 0.00513053, 0, 0.999987, 9.8, 1, 0, 0.00377564, 0, 0.999993, 9.83333, 1, 0, 0.00260988, 0, 0.999997, 9.9, 1, 0, 0.000982351, 0, 1, 10, 1, 0, -8.74228e-08, 0, 1)
-
-[sub_resource type="AnimationLibrary" id="AnimationLibrary_b1d3r"]
-_data = {
-"leavesAction": SubResource("Animation_yfgp5")
-}
-
 [node name="lilypad" type="Node3D"]
 
 [node name="Sketchfab_model" type="Node3D" parent="."]
-transform = Transform3D(1, 0, 0, 0, 2.22045e-16, 1, 0, -1, 2.22045e-16, 0, 0, 0)
+transform = Transform3D(0.1, 0, 0, 0, -4.37114e-09, 0.1, 0, -0.1, -4.37114e-09, 0, 0, 0)
 
 [node name="root" type="Node3D" parent="Sketchfab_model"]
 
@@ -207,14 +149,3 @@ transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 0, 0.0374684, -0.000605209)
 [node name="Object_8" type="MeshInstance3D" parent="Sketchfab_model/root/GLTF_SceneRootNode/leaves_2/pollen_1"]
 mesh = SubResource("ArrayMesh_1yyqm")
 skeleton = NodePath("")
-
-[node name="water_3" type="Node3D" parent="Sketchfab_model/root/GLTF_SceneRootNode"]
-
-[node name="Object_10" type="MeshInstance3D" parent="Sketchfab_model/root/GLTF_SceneRootNode/water_3"]
-mesh = SubResource("ArrayMesh_v3ndp")
-skeleton = NodePath("")
-
-[node name="AnimationPlayer" type="AnimationPlayer" parent="."]
-libraries = {
-"": SubResource("AnimationLibrary_b1d3r")
-}
diff --git a/prefabs/spiderweb.tscn b/prefabs/spiderweb.tscn
index aa494ff..680c28b 100644
--- a/prefabs/spiderweb.tscn
+++ b/prefabs/spiderweb.tscn
@@ -42,7 +42,7 @@ shadow_mesh = SubResource("ArrayMesh_brrqv")
 [node name="spiderweb" type="Node3D"]
 
 [node name="Sketchfab_model" type="Node3D" parent="."]
-transform = Transform3D(1, 0, 0, 0, 2.22045e-16, 1, 0, -1, 2.22045e-16, 0, 0, 0)
+transform = Transform3D(0.145, 0, 0, 0, -6.33815e-09, 0.145, 0, -0.145, -6.33815e-09, 0, 0, 0)
 
 [node name="52a1701f33aa436f80ec43cd6e4fa10a_fbx" type="Node3D" parent="Sketchfab_model"]
 transform = Transform3D(0.01, 0, 0, 0, 0, -0.01, 0, 0.01, 0, 0, 0, 0)
diff --git a/prefabs/water.tscn b/prefabs/water.tscn
index 665942a..630fd1e 100644
--- a/prefabs/water.tscn
+++ b/prefabs/water.tscn
@@ -6,7 +6,6 @@
 resource_name = "Scene_-_Root"
 transparency = 4
 cull_mode = 2
-albedo_color = Color(1, 1, 1, 1)
 albedo_texture = ExtResource("1_y585p")
 roughness = 0.638529
 
@@ -33,6 +32,7 @@ blend_shape_mode = 0
 [sub_resource type="Animation" id="Animation_hnlwn"]
 resource_name = "Take 001"
 length = 3.33333
+loop_mode = 1
 tracks/0/type = "blend_shape"
 tracks/0/imported = true
 tracks/0/enabled = true
@@ -772,101 +772,103 @@ blend_shapes/morph_11 = 0.0
 blend_shapes/morph_12 = 0.0
 blend_shapes/morph_13 = 0.0
 blend_shapes/morph_14 = 0.0
-blend_shapes/morph_15 = 0.0
-blend_shapes/morph_16 = 0.0
-blend_shapes/morph_17 = 0.0
+blend_shapes/morph_15 = 0.560562
+blend_shapes/morph_16 = 0.439438
+blend_shapes/morph_17 = 8.0523e-07
 blend_shapes/morph_18 = 0.0
-blend_shapes/morph_19 = 0.0
+blend_shapes/morph_19 = 6.13508e-07
 blend_shapes/morph_2 = 0.0
 blend_shapes/morph_20 = 0.0
-blend_shapes/morph_21 = 0.0
+blend_shapes/morph_21 = 4.6013e-07
 blend_shapes/morph_22 = 0.0
-blend_shapes/morph_23 = 0.0
+blend_shapes/morph_23 = 3.34641e-07
 blend_shapes/morph_24 = 0.0
-blend_shapes/morph_25 = 0.0
+blend_shapes/morph_25 = 2.30066e-07
 blend_shapes/morph_26 = 0.0
-blend_shapes/morph_27 = 0.0
+blend_shapes/morph_27 = 1.41579e-07
 blend_shapes/morph_28 = 0.0
-blend_shapes/morph_29 = 0.0
+blend_shapes/morph_29 = 6.57329e-08
 blend_shapes/morph_3 = 0.0
 blend_shapes/morph_30 = 0.0
 blend_shapes/morph_31 = 0.0
 blend_shapes/morph_32 = 0.0
-blend_shapes/morph_33 = 0.0
-blend_shapes/morph_34 = 0.0
+blend_shapes/morph_33 = 8.05227e-07
+blend_shapes/morph_34 = 3.34641e-07
 blend_shapes/morph_35 = 0.0
 blend_shapes/morph_36 = 0.0
-blend_shapes/morph_37 = 0.0
-blend_shapes/morph_38 = 0.0
+blend_shapes/morph_37 = 6.13507e-07
+blend_shapes/morph_38 = 1.98976e-07
 blend_shapes/morph_39 = 0.0
 blend_shapes/morph_4 = 0.0
 blend_shapes/morph_40 = 0.0
-blend_shapes/morph_41 = 0.0
-blend_shapes/morph_42 = 0.0
+blend_shapes/morph_41 = 4.60131e-07
+blend_shapes/morph_42 = 8.97816e-08
 blend_shapes/morph_43 = 0.0
 blend_shapes/morph_44 = 0.0
-blend_shapes/morph_45 = 0.0
+blend_shapes/morph_45 = 3.3464e-07
 blend_shapes/morph_46 = 0.0
 blend_shapes/morph_47 = 0.0
-blend_shapes/morph_48 = 0.0
-blend_shapes/morph_49 = 0.0
+blend_shapes/morph_48 = 5.4824e-07
+blend_shapes/morph_49 = 2.30066e-07
 blend_shapes/morph_5 = 0.0
 blend_shapes/morph_50 = 0.0
 blend_shapes/morph_51 = 0.0
-blend_shapes/morph_52 = 0.0
-blend_shapes/morph_53 = 0.0
+blend_shapes/morph_52 = 4.33064e-07
+blend_shapes/morph_53 = 1.41579e-07
 blend_shapes/morph_54 = 0.0
 blend_shapes/morph_55 = 0.0
-blend_shapes/morph_56 = 0.0
-blend_shapes/morph_57 = 0.0
+blend_shapes/morph_56 = 3.34641e-07
+blend_shapes/morph_57 = 6.5733e-08
 blend_shapes/morph_58 = 0.0
 blend_shapes/morph_59 = 0.0
 blend_shapes/morph_6 = 0.0
-blend_shapes/morph_60 = 0.0
+blend_shapes/morph_60 = 2.49562e-07
 blend_shapes/morph_61 = 0.0
 blend_shapes/morph_62 = 0.0
 blend_shapes/morph_63 = 0.0
 blend_shapes/morph_64 = 0.0
-blend_shapes/morph_65 = 0.0
-blend_shapes/morph_66 = 0.0
-blend_shapes/morph_67 = 0.0
-blend_shapes/morph_68 = 0.0
+blend_shapes/morph_65 = 8.0523e-07
+blend_shapes/morph_66 = 5.66315e-07
+blend_shapes/morph_67 = 3.3464e-07
+blend_shapes/morph_68 = 1.09882e-07
 blend_shapes/morph_69 = 0.0
 blend_shapes/morph_7 = 0.0
 blend_shapes/morph_70 = 0.0
 blend_shapes/morph_71 = 0.0
 blend_shapes/morph_72 = 0.0
-blend_shapes/morph_73 = 0.0
-blend_shapes/morph_74 = 0.0
-blend_shapes/morph_75 = 0.0
+blend_shapes/morph_73 = 6.13507e-07
+blend_shapes/morph_74 = 4.03403e-07
+blend_shapes/morph_75 = 1.98975e-07
 blend_shapes/morph_76 = 0.0
 blend_shapes/morph_77 = 0.0
 blend_shapes/morph_78 = 0.0
 blend_shapes/morph_79 = 0.0
 blend_shapes/morph_8 = 0.0
-blend_shapes/morph_80 = 0.0
-blend_shapes/morph_81 = 0.0
-blend_shapes/morph_82 = 0.0
-blend_shapes/morph_83 = 0.0
+blend_shapes/morph_80 = 6.52338e-07
+blend_shapes/morph_81 = 4.60131e-07
+blend_shapes/morph_82 = 2.7267e-07
+blend_shapes/morph_83 = 8.97817e-08
 blend_shapes/morph_84 = 0.0
 blend_shapes/morph_85 = 0.0
 blend_shapes/morph_86 = 0.0
 blend_shapes/morph_87 = 0.0
-blend_shapes/morph_88 = 0.0
-blend_shapes/morph_89 = 0.0
+blend_shapes/morph_88 = 5.0773e-07
+blend_shapes/morph_89 = 3.34641e-07
 blend_shapes/morph_9 = 0.0
-blend_shapes/morph_90 = 0.0
+blend_shapes/morph_90 = 1.6544e-07
 blend_shapes/morph_91 = 0.0
 blend_shapes/morph_92 = 0.0
 blend_shapes/morph_93 = 0.0
 blend_shapes/morph_94 = 0.0
-blend_shapes/morph_95 = 0.0
-blend_shapes/morph_96 = 0.0
-blend_shapes/morph_97 = 0.0
-blend_shapes/morph_98 = 0.0
+blend_shapes/morph_95 = 5.48242e-07
+blend_shapes/morph_96 = 3.87479e-07
+blend_shapes/morph_97 = 2.30065e-07
+blend_shapes/morph_98 = 7.58979e-08
 blend_shapes/morph_99 = 0.0
 
 [node name="AnimationPlayer" type="AnimationPlayer" parent="."]
 libraries = {
 "": SubResource("AnimationLibrary_20vdo")
 }
+autoplay = "Take 001"
+speed_scale = 0.036
diff --git a/scenes/game.tscn b/scenes/game.tscn
index 5f469fb..d777fc4 100644
--- a/scenes/game.tscn
+++ b/scenes/game.tscn
@@ -1,9 +1,10 @@
-[gd_scene load_steps=102 format=4 uid="uid://bxnblub5xwlxk"]
+[gd_scene load_steps=101 format=4 uid="uid://bxnblub5xwlxk"]
 
 [ext_resource type="Texture2D" uid="uid://qyj61hi44n0p" path="res://assets/12_animated_butterflies/textures/PinkFlower_baseColor.png" id="1_4t6w1"]
 [ext_resource type="Texture2D" uid="uid://dsytqurixkwdv" path="res://assets/12_animated_butterflies/textures/Fern_Alfa_baseColor.png" id="2_3hisr"]
+[ext_resource type="PackedScene" uid="uid://iixhqgfn1yg2" path="res://prefabs/fern_01_alpha.tscn" id="2_hdt27"]
+[ext_resource type="PackedScene" uid="uid://bbuvi4ip7fri" path="res://prefabs/fern_02.tscn" id="3_gytyf"]
 [ext_resource type="Texture2D" uid="uid://dxwr15ghoin65" path="res://assets/12_animated_butterflies/textures/Fern_D_baseColor.png" id="3_yk10g"]
-[ext_resource type="Texture2D" uid="uid://diyybvib633jd" path="res://assets/12_animated_butterflies/textures/Ground_baseColor.png" id="4_3iyv3"]
 [ext_resource type="Texture2D" uid="uid://cp07omveeboci" path="res://assets/12_animated_butterflies/textures/B_6_M_baseColor.png" id="5_p82ws"]
 [ext_resource type="Texture2D" uid="uid://cfp72gdfcga8l" path="res://assets/12_animated_butterflies/textures/B_5_M_baseColor.png" id="6_g6wg7"]
 [ext_resource type="Texture2D" uid="uid://h7hiu6hxp2l8" path="res://assets/12_animated_butterflies/textures/B_12_M_baseColor.png" id="7_f1egy"]
@@ -21,6 +22,7 @@
 [ext_resource type="PackedScene" uid="uid://dwpx2nojqwqbu" path="res://prefabs/lilypad.tscn" id="20_0apwl"]
 [ext_resource type="PackedScene" uid="uid://dyj3hjegtrgp6" path="res://prefabs/spiderweb.tscn" id="21_jips6"]
 [ext_resource type="PackedScene" uid="uid://dcnbidbumvk43" path="res://prefabs/water.tscn" id="21_l3ipg"]
+[ext_resource type="PackedScene" uid="uid://dudt471xpwcal" path="res://prefabs/ground.tscn" id="22_cmk64"]
 
 [sub_resource type="StandardMaterial3D" id="StandardMaterial3D_2ji1l"]
 resource_name = "PinkFlower"
@@ -478,45 +480,6 @@ _surfaces = [{
 blend_shape_mode = 0
 shadow_mesh = SubResource("ArrayMesh_5g1wl")
 
-[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_yvaot"]
-resource_name = "Ground"
-transparency = 4
-cull_mode = 2
-albedo_texture = ExtResource("4_3iyv3")
-roughness = 0.6
-
-[sub_resource type="ArrayMesh" id="ArrayMesh_h431o"]
-_surfaces = [{
-"aabb": AABB(-266.738, -5.92278e-14, -266.738, 533.477, 1e-05, 533.477),
-"format": 34896613377,
-"index_count": 6,
-"index_data": PackedByteArray("AAACAAEAAAADAAIA"),
-"name": "Ground",
-"primitive": 3,
-"uv_scale": Vector4(0, 0, 0, 0),
-"vertex_count": 4,
-"vertex_data": PackedByteArray("AAAAAP//AAD//wAA//8AAP//AAAAAAAAAAAAAAAAAAA=")
-}]
-blend_shape_mode = 0
-
-[sub_resource type="ArrayMesh" id="ArrayMesh_0o614"]
-resource_name = "Sketchfab_Scene_pPlane1_Ground_0"
-_surfaces = [{
-"aabb": AABB(-266.738, -5.92278e-14, -266.738, 533.477, 1e-05, 533.477),
-"attribute_data": PackedByteArray("AAAAAAAAAAD//wAA//8AAP//////////AAD//wAA//8="),
-"format": 34896613431,
-"index_count": 6,
-"index_data": PackedByteArray("AAACAAEAAAADAAIA"),
-"material": SubResource("StandardMaterial3D_yvaot"),
-"name": "Ground",
-"primitive": 3,
-"uv_scale": Vector4(0, 0, 0, 0),
-"vertex_count": 4,
-"vertex_data": PackedByteArray("AAAAAP///z///wAA////P///AAAAAP8/AAAAAAAA/z////9/////f////3////9/")
-}]
-blend_shape_mode = 0
-shadow_mesh = SubResource("ArrayMesh_h431o")
-
 [sub_resource type="StandardMaterial3D" id="StandardMaterial3D_uxrll"]
 resource_name = "B_6_M"
 transparency = 4
@@ -2874,13 +2837,15 @@ _data = {
 "Take 001": SubResource("Animation_eyr40")
 }
 
-[sub_resource type="PlaneMesh" id="PlaneMesh_erm4o"]
-size = Vector2(20, 20)
+[sub_resource type="BoxMesh" id="BoxMesh_ew041"]
+size = Vector3(0.3, 1.8, 0.15)
 
 [node name="Game" type="Node3D"]
 
 [node name="Camera3D" type="Camera3D" parent="."]
-transform = Transform3D(-4.37114e-08, -1, -4.37114e-08, 0, -4.37114e-08, 1, -1, 4.37114e-08, 1.91069e-15, 72.6482, 10, 0)
+transform = Transform3D(1, 0, 0, 0, -4.37114e-08, 1, 0, -1, -4.37114e-08, -0.565, 6.26, -0.8)
+fov = 27.5
+size = 2.727
 
 [node name="butterflies" type="Node3D" parent="."]
 transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 73.0973, 0.0278441, 0.636009)
@@ -2976,12 +2941,6 @@ skeleton = NodePath("")
 mesh = SubResource("ArrayMesh_3eb5s")
 skeleton = NodePath("")
 
-[node name="pPlane1" type="Node3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group1"]
-
-[node name="pPlane1_Ground_0" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group1/pPlane1"]
-mesh = SubResource("ArrayMesh_0o614")
-skeleton = NodePath("")
-
 [node name="group2" type="Node3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode"]
 
 [node name="Object_34" type="Node3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group2"]
@@ -2998,274 +2957,274 @@ bones/1/name = "butterflies_1_3_01"
 bones/1/parent = 0
 bones/1/rest = Transform3D(0.869598, -0.101971, -0.483116, 0.116464, 0.993195, -1.35973e-07, 0.479828, -0.0562657, 0.875556, -235.423, 998.079, 314.549)
 bones/1/enabled = true
-bones/1/position = Vector3(264.734, 500.621, -244.736)
-bones/1/rotation = Quaternion(0.0556488, 0.952383, 0.0174868, 0.299272)
+bones/1/position = Vector3(-235.423, 998.079, 314.549)
+bones/1/rotation = Quaternion(-0.0145503, -0.249018, 0.0564875, 0.966741)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "butterflies_1_4_02"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.435663, 0.290076, -0.852087, 0.0670271, 0.954475, 0.290662, 0.89761, 0.0695178, -0.435273, 19.4271, -0.442684, 2.21841)
 bones/2/enabled = true
-bones/2/position = Vector3(19.4861, -2.65084, 1.60895)
-bones/2/rotation = Quaternion(-0.289656, -0.800627, 0.117536, 0.511156)
-bones/2/scale = Vector3(1, 1, 1)
+bones/2/position = Vector3(19.4271, -0.442684, 2.21841)
+bones/2/rotation = Quaternion(-0.106224, -0.840448, -0.107139, 0.520466)
+bones/2/scale = Vector3(0.999999, 1, 1)
 bones/3/name = "butterflies_1_5_03"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.435663, 0.290076, -0.852087, 0.0670271, 0.954475, 0.290662, 0.89761, 0.0695178, -0.435273, 9.42786, 1.29932, -3.03262)
 bones/3/enabled = true
-bones/3/position = Vector3(9.48688, -0.908839, -3.64208)
-bones/3/rotation = Quaternion(-0.289656, -0.800627, 0.117536, 0.511156)
-bones/3/scale = Vector3(1, 1, 1)
+bones/3/position = Vector3(9.42786, 1.29932, -3.03262)
+bones/3/rotation = Quaternion(-0.106224, -0.840448, -0.107139, 0.520466)
+bones/3/scale = Vector3(0.999999, 1, 1)
 bones/4/name = "butterflies_1_6_04"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.524094, 0.0729476, -0.84853, -0.122866, 0.979426, 0.160089, 0.842751, 0.188157, -0.504349, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(-0.0143912, 0.867161, 0.100398, -0.487592)
+bones/4/rotation = Quaternion(-0.0143913, 0.86716, 0.100398, -0.487592)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "butterflies_1_7_05"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "butterflies_1_8_06"
 bones/6/parent = 1
 bones/6/rest = Transform3D(-0.477871, -0.272092, 0.835228, 0.0400963, -0.956584, -0.288685, 0.877514, -0.104465, 0.468034, 2.81537, 2.62947, 9.94106)
 bones/6/enabled = true
-bones/6/position = Vector3(2.40303, 0.597267, 10.2747)
-bones/6/rotation = Quaternion(0.483599, -0.176087, 0.835202, -0.193813)
+bones/6/position = Vector3(2.81537, 2.62947, 9.94106)
+bones/6/rotation = Quaternion(0.502663, -0.115383, 0.851835, 0.0916224)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "butterflies_1_9_07"
 bones/7/parent = 1
 bones/7/rest = Transform3D(-0.477871, -0.272092, 0.835228, 0.0400963, -0.956584, -0.288685, 0.877514, -0.104465, 0.468034, 12.8146, 0.887472, 15.1921)
 bones/7/enabled = true
-bones/7/position = Vector3(12.4022, -1.14473, 15.5257)
-bones/7/rotation = Quaternion(0.483599, -0.176087, 0.835202, -0.193813)
+bones/7/position = Vector3(12.8146, 0.887472, 15.1921)
+bones/7/rotation = Quaternion(0.502663, -0.115383, 0.851835, 0.0916224)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "butterflies_1_10_08"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.372555, -0.243117, 0.895598, 0.228009, -0.959472, -0.165608, 0.899563, 0.142507, 0.412889, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.541763, -0.00697179, 0.828389, 0.142181)
-bones/8/scale = Vector3(1, 1, 1)
+bones/8/rotation = Quaternion(0.541763, -0.00697154, 0.828389, 0.142181)
+bones/8/scale = Vector3(0.999999, 1, 1)
 bones/9/name = "butterflies_1_13_09"
 bones/9/parent = 0
 bones/9/rest = Transform3D(-0.122057, 0.0143127, -0.885785, 0.104151, 0.888183, -6.99596e-08, 0.879757, -0.103162, -0.122893, 599.284, 864.658, 445.305)
 bones/9/enabled = true
-bones/9/position = Vector3(228.879, 540.387, 98.2928)
-bones/9/rotation = Quaternion(-0.0405576, -0.69411, -0.0419244, -0.717502)
+bones/9/position = Vector3(599.284, 864.658, 445.305)
+bones/9/rotation = Quaternion(-0.0439897, -0.752846, 0.0383079, 0.655607)
 bones/9/scale = Vector3(0.894269, 0.894269, 0.894269)
 bones/10/name = "butterflies_1_14_010"
 bones/10/parent = 9
 bones/10/rest = Transform3D(-0.340916, -0.489971, -0.802312, -0.811323, 0.584471, -0.0121904, 0.474901, 0.646779, -0.59678, 19.3174, 3.65818, 3.35026)
 bones/10/enabled = true
-bones/10/position = Vector3(19.2584, 5.86633, 3.95971)
-bones/10/rotation = Quaternion(-0.569427, 0.638017, 0.383229, -0.349032)
+bones/10/position = Vector3(19.3174, 3.65818, 3.35026)
+bones/10/rotation = Quaternion(-0.409693, 0.794067, 0.199791, -0.402112)
 bones/10/scale = Vector3(1, 1, 1)
 bones/11/name = "butterflies_1_15_011"
 bones/11/parent = 9
 bones/11/rest = Transform3D(-0.340916, -0.489971, -0.802312, -0.811323, 0.584471, -0.0121904, 0.474901, 0.646779, -0.59678, 9.31824, 5.40018, -1.90077)
 bones/11/enabled = true
-bones/11/position = Vector3(9.25922, 7.60833, -1.29131)
-bones/11/rotation = Quaternion(-0.569427, 0.638017, 0.383229, -0.349032)
+bones/11/position = Vector3(9.31824, 5.40018, -1.90077)
+bones/11/rotation = Quaternion(-0.409693, 0.794067, 0.199791, -0.402112)
 bones/11/scale = Vector3(1, 1, 1)
 bones/12/name = "butterflies_1_16_012"
 bones/12/parent = 9
 bones/12/rest = Transform3D(-0.493974, 0.0946098, -0.864314, -0.0381817, 0.990743, 0.130271, 0.868638, 0.0973513, -0.485789, -24.4462, 1.8184, -15.7391)
 bones/12/enabled = true
 bones/12/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/12/rotation = Quaternion(-0.0163701, -0.861758, -0.0660342, 0.502737)
+bones/12/rotation = Quaternion(-0.0163701, -0.861758, -0.0660342, 0.502738)
 bones/12/scale = Vector3(1, 1, 1)
 bones/13/name = "butterflies_1_17_013"
 bones/13/parent = 9
 bones/13/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/13/enabled = true
 bones/13/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/13/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/13/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/13/scale = Vector3(1, 1, 1)
 bones/14/name = "butterflies_1_18_014"
 bones/14/parent = 9
 bones/14/rest = Transform3D(-0.147055, -0.268051, 0.952115, 0.868544, -0.495583, -0.00537577, 0.473293, 0.826163, 0.305692, 3.58115, 6.40356, 9.32151)
 bones/14/enabled = true
-bones/14/position = Vector3(3.9935, 8.43577, 8.98791)
-bones/14/rotation = Quaternion(0.386468, 0.349177, 0.570921, 0.63464)
+bones/14/position = Vector3(3.58115, 6.40356, 9.32151)
+bones/14/rotation = Quaternion(0.510597, 0.294015, 0.697913, 0.407141)
 bones/14/scale = Vector3(1, 1, 1)
 bones/15/name = "butterflies_1_19_015"
 bones/15/parent = 9
 bones/15/rest = Transform3D(-0.147055, -0.268051, 0.952115, 0.868544, -0.495583, -0.00537577, 0.473293, 0.826163, 0.305692, 13.5803, 4.66156, 14.5725)
 bones/15/enabled = true
-bones/15/position = Vector3(13.9927, 6.69377, 14.2389)
-bones/15/rotation = Quaternion(0.386468, 0.349177, 0.570921, 0.63464)
+bones/15/position = Vector3(13.5803, 4.66156, 14.5725)
+bones/15/rotation = Quaternion(0.510597, 0.294015, 0.697913, 0.407141)
 bones/15/scale = Vector3(1, 1, 1)
 bones/16/name = "butterflies_1_20_016"
 bones/16/parent = 9
 bones/16/rest = Transform3D(-0.415249, -0.182608, 0.891192, 0.1448, -0.980424, -0.133422, 0.89811, 0.0736406, 0.433562, -26.9198, 2.10847, -10.9324)
 bones/16/enabled = true
 bones/16/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/16/rotation = Quaternion(0.531887, -0.0177707, 0.841017, 0.0973248)
+bones/16/rotation = Quaternion(0.531887, -0.0177708, 0.841016, 0.0973251)
 bones/16/scale = Vector3(1, 1, 1)
 bones/17/name = "butterflies_1_23_017"
 bones/17/parent = 0
 bones/17/rest = Transform3D(-0.0177318, 0.00207925, -0.966355, 0.112565, 0.959943, -2.88045e-08, 0.959779, -0.112546, -0.0178533, 557.261, 361.071, 405.383)
 bones/17/enabled = true
-bones/17/position = Vector3(-48.7493, 583.912, -354.756)
-bones/17/rotation = Quaternion(-0.0429865, -0.735678, -0.0394302, -0.674815)
+bones/17/position = Vector3(557.261, 361.071, 405.383)
+bones/17/rotation = Quaternion(-0.0416257, -0.712393, 0.0408638, 0.699353)
 bones/17/scale = Vector3(0.96652, 0.96652, 0.96652)
 bones/18/name = "butterflies_1_24_018"
 bones/18/parent = 17
 bones/18/rest = Transform3D(-0.309637, 0.343655, -0.886581, 0.583971, 0.804569, 0.107915, 0.750401, -0.484323, -0.44981, 19.4861, -2.65084, 1.60895)
 bones/18/enabled = true
-bones/18/position = Vector3(19.4271, -0.442684, 2.21841)
-bones/18/rotation = Quaternion(-0.00877534, -0.850129, 0.0593746, 0.523143)
-bones/18/scale = Vector3(1, 1, 1)
+bones/18/position = Vector3(19.4861, -2.65084, 1.60895)
+bones/18/rotation = Quaternion(-0.289656, -0.800627, 0.117536, 0.511156)
+bones/18/scale = Vector3(0.999999, 0.999999, 1)
 bones/19/name = "butterflies_1_25_019"
 bones/19/parent = 17
 bones/19/rest = Transform3D(-0.309637, 0.343655, -0.886581, 0.583971, 0.804569, 0.107915, 0.750401, -0.484323, -0.44981, 9.48688, -0.908839, -3.64208)
 bones/19/enabled = true
-bones/19/position = Vector3(9.42786, 1.29932, -3.03262)
-bones/19/rotation = Quaternion(-0.00877534, -0.850129, 0.0593746, 0.523143)
-bones/19/scale = Vector3(1, 1, 1)
+bones/19/position = Vector3(9.48688, -0.908839, -3.64208)
+bones/19/rotation = Quaternion(-0.289656, -0.800627, 0.117536, 0.511156)
+bones/19/scale = Vector3(0.999999, 0.999999, 1)
 bones/20/name = "butterflies_1_26_020"
 bones/20/parent = 17
 bones/20/rest = Transform3D(-0.493974, 0.0946098, -0.864314, -0.0381817, 0.990743, 0.130271, 0.868638, 0.0973514, -0.485789, -24.4462, 1.8184, -15.7391)
 bones/20/enabled = true
 bones/20/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/20/rotation = Quaternion(-0.0163701, -0.861758, -0.0660342, 0.502737)
+bones/20/rotation = Quaternion(-0.0163701, -0.861758, -0.0660342, 0.502738)
 bones/20/scale = Vector3(1, 1, 1)
 bones/21/name = "butterflies_1_27_021"
 bones/21/parent = 17
 bones/21/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/21/enabled = true
 bones/21/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/21/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/21/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/21/scale = Vector3(1, 1, 1)
 bones/22/name = "butterflies_1_28_022"
 bones/22/parent = 17
 bones/22/rest = Transform3D(-0.457138, 0.153435, 0.876061, -0.494057, -0.862859, -0.106681, 0.739549, -0.481592, 0.470252, 2.40303, 0.597267, 10.2747)
 bones/22/enabled = true
-bones/22/position = Vector3(2.81537, 2.62947, 9.94106)
-bones/22/rotation = Quaternion(0.518956, 0.0473694, 0.853414, -0.0111766)
-bones/22/scale = Vector3(1, 1, 1)
+bones/22/position = Vector3(2.40303, 0.597267, 10.2747)
+bones/22/rotation = Quaternion(0.483599, -0.176087, 0.835202, -0.193813)
+bones/22/scale = Vector3(1, 0.999999, 1)
 bones/23/name = "butterflies_1_29_023"
 bones/23/parent = 17
 bones/23/rest = Transform3D(-0.457138, 0.153435, 0.876061, -0.494057, -0.862859, -0.106681, 0.739549, -0.481592, 0.470252, 12.4022, -1.14473, 15.5257)
 bones/23/enabled = true
-bones/23/position = Vector3(12.8146, 0.887472, 15.1921)
-bones/23/rotation = Quaternion(0.518956, 0.0473694, 0.853414, -0.0111766)
-bones/23/scale = Vector3(1, 1, 1)
+bones/23/position = Vector3(12.4022, -1.14473, 15.5257)
+bones/23/rotation = Quaternion(0.483599, -0.176087, 0.835202, -0.193813)
+bones/23/scale = Vector3(1, 0.999999, 1)
 bones/24/name = "butterflies_1_30_024"
 bones/24/parent = 17
 bones/24/rest = Transform3D(-0.415249, -0.182608, 0.891192, 0.1448, -0.980424, -0.133422, 0.89811, 0.0736406, 0.433562, -26.9198, 2.10847, -10.9324)
 bones/24/enabled = true
 bones/24/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/24/rotation = Quaternion(0.531887, -0.0177707, 0.841017, 0.0973248)
+bones/24/rotation = Quaternion(0.531887, -0.0177708, 0.841016, 0.0973251)
 bones/24/scale = Vector3(1, 1, 1)
 bones/25/name = "butterflies_1_33_025"
 bones/25/parent = 0
 bones/25/rest = Transform3D(0.629354, -0.0737996, -0.120566, 0.0751236, 0.640644, -3.66448e-08, 0.119745, -0.0140416, 0.633666, 437.691, 259.59, -519.719)
 bones/25/enabled = true
-bones/25/position = Vector3(-252.944, 554.135, 243.853)
-bones/25/rotation = Quaternion(-0.058281, -0.997432, -0.00242881, -0.0415671)
+bones/25/position = Vector3(437.691, 259.59, -519.719)
+bones/25/rotation = Quaternion(-0.00547566, -0.0937113, 0.058074, 0.993889)
 bones/25/scale = Vector3(0.645034, 0.645034, 0.645034)
 bones/26/name = "butterflies_1_34_026"
 bones/26/parent = 25
 bones/26/rest = Transform3D(-0.309637, 0.343655, -0.886581, 0.583971, 0.804569, 0.107915, 0.750401, -0.484323, -0.44981, 19.4861, -2.65084, 1.60895)
 bones/26/enabled = true
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-bones/26/rotation = Quaternion(-0.00877534, -0.850129, 0.0593746, 0.523143)
-bones/26/scale = Vector3(1, 1, 1)
+bones/26/position = Vector3(19.4861, -2.65084, 1.60895)
+bones/26/rotation = Quaternion(-0.289656, -0.800627, 0.117536, 0.511156)
+bones/26/scale = Vector3(0.999999, 0.999999, 1)
 bones/27/name = "butterflies_1_35_027"
 bones/27/parent = 25
 bones/27/rest = Transform3D(-0.309637, 0.343655, -0.886581, 0.583971, 0.804569, 0.107915, 0.750401, -0.484323, -0.44981, 9.48688, -0.908839, -3.64208)
 bones/27/enabled = true
-bones/27/position = Vector3(9.42786, 1.29932, -3.03262)
-bones/27/rotation = Quaternion(-0.00877534, -0.850129, 0.0593746, 0.523143)
-bones/27/scale = Vector3(1, 1, 1)
+bones/27/position = Vector3(9.48688, -0.908839, -3.64208)
+bones/27/rotation = Quaternion(-0.289656, -0.800627, 0.117536, 0.511156)
+bones/27/scale = Vector3(0.999999, 0.999999, 1)
 bones/28/name = "butterflies_1_36_028"
 bones/28/parent = 25
 bones/28/rest = Transform3D(-0.573045, 0.0256098, -0.819124, -0.292015, 0.927526, 0.233288, 0.765732, 0.372881, -0.524035, -24.4462, 1.8184, -15.7391)
 bones/28/enabled = true
 bones/28/position = Vector3(-24.4462, 1.8184, -15.7391)
 bones/28/rotation = Quaternion(-0.0765912, 0.86957, 0.174273, -0.455644)
-bones/28/scale = Vector3(1, 1, 1)
+bones/28/scale = Vector3(0.999999, 1, 1)
 bones/29/name = "butterflies_1_37_029"
 bones/29/parent = 25
 bones/29/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/29/enabled = true
 bones/29/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/29/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/29/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/29/scale = Vector3(1, 1, 1)
 bones/30/name = "butterflies_1_38_030"
 bones/30/parent = 25
 bones/30/rest = Transform3D(-0.457138, 0.153435, 0.876061, -0.494057, -0.862859, -0.106681, 0.739549, -0.481592, 0.470252, 2.40303, 0.597267, 10.2747)
 bones/30/enabled = true
-bones/30/position = Vector3(2.81537, 2.62947, 9.94106)
-bones/30/rotation = Quaternion(0.518956, 0.0473694, 0.853414, -0.0111766)
-bones/30/scale = Vector3(1, 1, 1)
+bones/30/position = Vector3(2.40303, 0.597267, 10.2747)
+bones/30/rotation = Quaternion(0.483599, -0.176087, 0.835202, -0.193813)
+bones/30/scale = Vector3(1, 0.999999, 1)
 bones/31/name = "butterflies_1_39_031"
 bones/31/parent = 25
 bones/31/rest = Transform3D(-0.457138, 0.153435, 0.876061, -0.494057, -0.862859, -0.106681, 0.739549, -0.481592, 0.470252, 12.4022, -1.14473, 15.5257)
 bones/31/enabled = true
-bones/31/position = Vector3(12.8146, 0.887472, 15.1921)
-bones/31/rotation = Quaternion(0.518956, 0.0473694, 0.853414, -0.0111766)
-bones/31/scale = Vector3(1, 1, 1)
+bones/31/position = Vector3(12.4022, -1.14473, 15.5257)
+bones/31/rotation = Quaternion(0.483599, -0.176087, 0.835202, -0.193813)
+bones/31/scale = Vector3(1, 0.999999, 1)
 bones/32/name = "butterflies_1_40_032"
 bones/32/parent = 25
 bones/32/rest = Transform3D(-0.273269, -0.362893, 0.890861, 0.391256, -0.887975, -0.2417, 0.878773, 0.282506, 0.38464, -26.9198, 2.10847, -10.9324)
 bones/32/enabled = true
 bones/32/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/32/rotation = Quaternion(0.554542, 0.0127871, 0.797791, 0.236324)
+bones/32/rotation = Quaternion(0.554542, 0.0127869, 0.797791, 0.236324)
 bones/32/scale = Vector3(1, 1, 1)
 bones/33/name = "butterflies_1_43_033"
 bones/33/parent = 0
 bones/33/rest = Transform3D(0.586366, -0.0687587, -0.369457, 0.0811124, 0.691717, -1.16753e-08, 0.366943, -0.0430286, 0.590384, -627.592, 320.218, 136.513)
 bones/33/enabled = true
-bones/33/position = Vector3(-279.601, 575.496, -96.1955)
-bones/33/rotation = Quaternion(0.0551473, 0.943801, 0.0190092, 0.325327)
-bones/33/scale = Vector3(0.696456, 0.696456, 0.696456)
+bones/33/position = Vector3(-627.592, 320.218, 136.513)
+bones/33/rotation = Quaternion(-0.0160969, -0.275486, 0.0560665, 0.959534)
+bones/33/scale = Vector3(0.696456, 0.696456, 0.696457)
 bones/34/name = "butterflies_1_44_034"
 bones/34/parent = 33
 bones/34/rest = Transform3D(-0.10786, -0.45909, -0.881818, -0.994126, 0.0577773, 0.0915171, 0.00893453, 0.886509, -0.462625, 19.2584, 5.86633, 3.95971)
 bones/34/enabled = true
-bones/34/position = Vector3(19.3174, 3.65818, 3.35026)
-bones/34/rotation = Quaternion(-0.330047, 0.735207, 0.346018, -0.480428)
+bones/34/position = Vector3(19.2584, 5.86633, 3.95971)
+bones/34/rotation = Quaternion(-0.569427, 0.638017, 0.383229, -0.349032)
 bones/34/scale = Vector3(1, 1, 1)
 bones/35/name = "butterflies_1_45_035"
 bones/35/parent = 33
 bones/35/rest = Transform3D(-0.10786, -0.45909, -0.881818, -0.994126, 0.0577773, 0.0915171, 0.00893453, 0.886509, -0.462625, 9.25922, 7.60833, -1.29131)
 bones/35/enabled = true
-bones/35/position = Vector3(9.31824, 5.40018, -1.90077)
-bones/35/rotation = Quaternion(-0.330047, 0.735207, 0.346018, -0.480428)
+bones/35/position = Vector3(9.25922, 7.60833, -1.29131)
+bones/35/rotation = Quaternion(-0.569427, 0.638017, 0.383229, -0.349032)
 bones/35/scale = Vector3(1, 1, 1)
 bones/36/name = "butterflies_1_46_036"
 bones/36/parent = 33
 bones/36/rest = Transform3D(-0.567152, 0.0324837, -0.822972, -0.268576, 0.937307, 0.222087, 0.778592, 0.346988, -0.522871, -24.4462, 1.8184, -15.7391)
 bones/36/enabled = true
 bones/36/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/36/rotation = Quaternion(-0.0678457, 0.869961, 0.163534, -0.46024)
+bones/36/rotation = Quaternion(-0.0678455, 0.869961, 0.163534, -0.46024)
 bones/36/scale = Vector3(1, 1, 1)
 bones/37/name = "butterflies_1_47_037"
 bones/37/parent = 33
 bones/37/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/37/enabled = true
 bones/37/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/37/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/37/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/37/scale = Vector3(1, 1, 1)
 bones/38/name = "butterflies_1_48_038"
 bones/38/parent = 33
 bones/38/rest = Transform3D(0.104249, -0.454767, 0.884488, 0.994549, 0.0493839, -0.0918301, -0.00191817, 0.88924, 0.457436, 3.9935, 8.43577, 8.98791)
 bones/38/enabled = true
-bones/38/position = Vector3(3.58115, 6.40356, 9.32151)
-bones/38/rotation = Quaternion(0.414716, 0.160678, 0.744822, 0.497427)
+bones/38/position = Vector3(3.9935, 8.43577, 8.98791)
+bones/38/rotation = Quaternion(0.386468, 0.349177, 0.570921, 0.63464)
 bones/38/scale = Vector3(1, 1, 1)
 bones/39/name = "butterflies_1_49_039"
 bones/39/parent = 33
 bones/39/rest = Transform3D(0.104249, -0.454767, 0.884488, 0.994549, 0.0493839, -0.0918301, -0.00191817, 0.88924, 0.457436, 13.9927, 6.69377, 14.2389)
 bones/39/enabled = true
-bones/39/position = Vector3(13.5803, 4.66156, 14.5725)
-bones/39/rotation = Quaternion(0.414716, 0.160678, 0.744822, 0.497427)
+bones/39/position = Vector3(13.9927, 6.69377, 14.2389)
+bones/39/rotation = Quaternion(0.386468, 0.349177, 0.570921, 0.63464)
 bones/39/scale = Vector3(1, 1, 1)
 bones/40/name = "butterflies_1_50_040"
 bones/40/parent = 33
@@ -3278,58 +3237,58 @@ bones/41/name = "butterflies_1_53_041"
 bones/41/parent = 0
 bones/41/rest = Transform3D(0.546608, -0.0640968, -0.834932, 0.116465, 0.993195, -1.04308e-07, 0.82925, -0.09724, 0.550354, -615.257, 945.31, 120.641)
 bones/41/enabled = true
-bones/41/position = Vector3(0, 648.71, 0)
-bones/41/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/41/position = Vector3(-615.257, 945.31, 120.641)
+bones/41/rotation = Quaternion(-0.0276583, -0.473348, 0.0513578, 0.878942)
 bones/41/scale = Vector3(1, 1, 1)
 bones/42/name = "butterflies_1_54_042"
 bones/42/parent = 41
 bones/42/rest = Transform3D(-0.452488, -0.0472025, -0.89052, 0.0770432, 0.992795, -0.0917706, 0.888436, -0.110134, -0.445592, 19.4271, -0.442684, 2.21841)
 bones/42/enabled = true
-bones/42/position = Vector3(19.3174, 3.65818, 3.35026)
-bones/42/rotation = Quaternion(0.409693, -0.794067, -0.199791, 0.402112)
+bones/42/position = Vector3(19.4271, -0.442684, 2.21841)
+bones/42/rotation = Quaternion(-0.0087753, -0.850129, 0.0593747, 0.523143)
 bones/42/scale = Vector3(1, 1, 1)
 bones/43/name = "butterflies_1_55_043"
 bones/43/parent = 41
 bones/43/rest = Transform3D(-0.452488, -0.0472025, -0.89052, 0.0770432, 0.992795, -0.0917706, 0.888436, -0.110134, -0.445592, 9.42786, 1.29932, -3.03262)
 bones/43/enabled = true
-bones/43/position = Vector3(9.31824, 5.40018, -1.90077)
-bones/43/rotation = Quaternion(0.409693, -0.794067, -0.199791, 0.402112)
+bones/43/position = Vector3(9.42786, 1.29932, -3.03262)
+bones/43/rotation = Quaternion(-0.0087753, -0.850129, 0.0593747, 0.523143)
 bones/43/scale = Vector3(1, 1, 1)
 bones/44/name = "butterflies_1_56_044"
 bones/44/parent = 41
 bones/44/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -24.4462, 1.8184, -15.7391)
 bones/44/enabled = true
 bones/44/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/44/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/44/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/44/scale = Vector3(1, 1, 1)
 bones/45/name = "butterflies_1_57_045"
 bones/45/parent = 41
 bones/45/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/45/enabled = true
 bones/45/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/45/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/45/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/45/scale = Vector3(1, 1, 1)
 bones/46/name = "butterflies_1_58_046"
 bones/46/parent = 41
 bones/46/rest = Transform3D(-0.461118, 0.068242, 0.884711, 0.0300887, -0.995262, 0.0924519, 0.886828, 0.069251, 0.45688, 2.81537, 2.62947, 9.94106)
 bones/46/enabled = true
-bones/46/position = Vector3(3.58115, 6.40356, 9.32151)
-bones/46/rotation = Quaternion(0.510597, 0.294015, 0.697913, 0.407141)
+bones/46/position = Vector3(2.81537, 2.62947, 9.94106)
+bones/46/rotation = Quaternion(0.518957, 0.0473694, 0.853414, -0.0111767)
 bones/46/scale = Vector3(1, 1, 1)
 bones/47/name = "butterflies_1_59_047"
 bones/47/parent = 41
 bones/47/rest = Transform3D(-0.461118, 0.068242, 0.884711, 0.0300887, -0.995262, 0.0924519, 0.886828, 0.069251, 0.45688, 12.8146, 0.887472, 15.1921)
 bones/47/enabled = true
-bones/47/position = Vector3(13.5803, 4.66156, 14.5725)
-bones/47/rotation = Quaternion(0.510597, 0.294015, 0.697913, 0.407141)
+bones/47/position = Vector3(12.8146, 0.887472, 15.1921)
+bones/47/rotation = Quaternion(0.518957, 0.0473694, 0.853414, -0.0111767)
 bones/47/scale = Vector3(1, 1, 1)
 bones/48/name = "butterflies_1_60_048"
 bones/48/parent = 41
 bones/48/rest = Transform3D(-0.456934, -0.116465, 0.881843, 0.0535812, -0.993195, -0.103407, 0.887886, -3.72529e-09, 0.460064, -26.9198, 2.10847, -10.9324)
 bones/48/enabled = true
 bones/48/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/48/rotation = Quaternion(0.518699, -0.0303082, 0.852964, 0.0498396)
-bones/48/scale = Vector3(1, 1, 1)
+bones/48/rotation = Quaternion(0.518699, -0.0303084, 0.852964, 0.0498397)
+bones/48/scale = Vector3(1, 1, 0.999999)
 
 [node name="Object_85" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group2/Object_34/Skeleton3D"]
 mesh = SubResource("ArrayMesh_bsmwq")
@@ -3405,56 +3364,56 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_2_2_050"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.178173, -0.436585, -0.881843, -0.9764, 0.189606, 0.103407, 0.122056, 0.879456, -0.460065, 18.0318, 1.71971, 5.3789)
 bones/2/enabled = true
-bones/2/position = Vector3(20.6363, 0, 0)
-bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
+bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
+bones/2/rotation = Quaternion(-0.522562, 0.675989, 0.363491, -0.371271)
 bones/2/scale = Vector3(1, 1, 1)
 bones/3/name = "Butterfly_single_2_3_051"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.178173, -0.436585, -0.881843, -0.9764, 0.189606, 0.103407, 0.122056, 0.879456, -0.460065, 8.03258, 3.46171, 0.12787)
 bones/3/enabled = true
-bones/3/position = Vector3(10.6371, 1.742, -5.25103)
-bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
+bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
+bones/3/rotation = Quaternion(-0.522562, 0.675989, 0.363491, -0.371271)
 bones/3/scale = Vector3(1, 1, 1)
 bones/4/name = "Butterfly_single_2_4_052"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.488123, 0.0983728, -0.867213, -0.0228817, 0.991844, 0.12539, 0.872475, 0.0810489, -0.481891, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(-0.0498396, -0.852965, -0.0303082, 0.5187)
+bones/4/rotation = Quaternion(-0.0219323, -0.860502, -0.0599761, 0.505428)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_2_5_053"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_2_6_054"
 bones/6/parent = 1
 bones/6/rest = Transform3D(0.0525447, -0.468606, 0.881843, 0.991131, -0.0834606, -0.103407, 0.122056, 0.879456, 0.460065, 5.19144, 3.91056, 5.6746)
 bones/6/enabled = true
-bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
-bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
+bones/6/rotation = Quaternion(0.411078, 0.317778, 0.610529, 0.597735)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "Butterfly_single_2_7_055"
 bones/7/parent = 1
 bones/7/rest = Transform3D(0.0525447, -0.468606, 0.881843, 0.991131, -0.0834606, -0.103407, 0.122056, 0.879456, 0.460065, 15.1906, 2.16856, 10.9256)
 bones/7/enabled = true
-bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
-bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
+bones/7/rotation = Quaternion(0.411078, 0.317778, 0.610529, 0.597735)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "Butterfly_single_2_8_056"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.42252, -0.171625, 0.889956, 0.129666, -0.983254, -0.128056, 0.897031, 0.0612907, 0.437698, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.5187, -0.0303082, 0.852964, 0.0498396)
+bones/8/rotation = Quaternion(0.529867, -0.019797, 0.84313, 0.089337)
 bones/8/scale = Vector3(1, 1, 1)
 
 [node name="Object_107" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group3/Object_104/Skeleton3D"]
@@ -3484,57 +3443,57 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_3_2_058"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.462107, -0.0938613, -0.881843, -0.383721, 0.917641, 0.103407, 0.79951, 0.386167, -0.460065, 20.6363, -1.42109e-14, 0)
 bones/2/enabled = true
-bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
-bones/2/rotation = Quaternion(-0.52017, 0.677831, 0.362177, -0.372553)
+bones/2/position = Vector3(20.6363, -1.42109e-14, 0)
+bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
 bones/2/scale = Vector3(1, 1, 1)
 bones/3/name = "Butterfly_single_3_3_059"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.462107, -0.0938613, -0.881843, -0.383721, 0.917641, 0.103407, 0.79951, 0.386167, -0.460065, 10.6371, 1.742, -5.25103)
 bones/3/enabled = true
-bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
-bones/3/rotation = Quaternion(-0.52017, 0.677831, 0.362177, -0.372553)
+bones/3/position = Vector3(10.6371, 1.742, -5.25103)
+bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
 bones/3/scale = Vector3(1, 1, 1)
 bones/4/name = "Butterfly_single_3_4_060"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.554259, 0.0461757, -0.831063, -0.220835, 0.954518, 0.200316, 0.802514, 0.294555, -0.518853, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(0.0163701, 0.861758, 0.0660342, -0.502737)
+bones/4/rotation = Quaternion(-0.0501892, 0.870004, 0.142204, -0.469416)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_3_5_061"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_3_6_00"
 bones/6/parent = 1
 bones/6/rest = Transform3D(-0.360799, -0.303606, 0.881843, 0.480217, -0.871033, -0.103407, 0.79951, 0.386167, 0.460064, 2.01988, 2.75248, 11.4935)
 bones/6/enabled = true
-bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
-bones/6/rotation = Quaternion(0.412199, 0.316323, 0.612637, 0.595573)
-bones/6/scale = Vector3(1, 1, 1)
+bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
+bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/6/scale = Vector3(1, 1, 0.999999)
 bones/7/name = "Butterfly_single_3_7_062"
 bones/7/parent = 1
 bones/7/rest = Transform3D(-0.360799, -0.303606, 0.881843, 0.480217, -0.871033, -0.103407, 0.79951, 0.386167, 0.460064, 12.0191, 1.01048, 16.7445)
 bones/7/enabled = true
-bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
-bones/7/rotation = Quaternion(0.412199, 0.316323, 0.612637, 0.595573)
-bones/7/scale = Vector3(1, 1, 1)
+bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
+bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/7/scale = Vector3(1, 1, 0.999999)
 bones/8/name = "Butterfly_single_3_8_063"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.317541, -0.312637, 0.895224, 0.323064, -0.923272, -0.20784, 0.891514, 0.223217, 0.394179, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.531886, -0.0177707, 0.841017, 0.0973248)
-bones/8/scale = Vector3(1, 1, 1)
+bones/8/rotation = Quaternion(0.550353, 0.00473647, 0.811633, 0.195809)
+bones/8/scale = Vector3(1, 0.999999, 1)
 
 [node name="Object_121" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group4/Object_118/Skeleton3D"]
 mesh = SubResource("ArrayMesh_acfwh")
@@ -3573,56 +3532,56 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_4_9_065"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.207968, -0.423204, -0.881843, -0.960932, 0.256742, 0.103407, 0.182644, 0.868897, -0.460064, 18.0318, 1.71971, 5.3789)
 bones/2/enabled = true
-bones/2/position = Vector3(20.6363, 0, 0)
-bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/2/scale = Vector3(1, 1, 1)
+bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
+bones/2/rotation = Quaternion(-0.498837, 0.693681, 0.350415, -0.383637)
+bones/2/scale = Vector3(1, 1, 0.999999)
 bones/3/name = "Butterfly_single_4_10_066"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.207968, -0.423204, -0.881843, -0.960932, 0.256742, 0.103407, 0.182644, 0.868897, -0.460064, 8.03258, 3.46171, 0.12787)
 bones/3/enabled = true
-bones/3/position = Vector3(10.6371, 1.742, -5.25103)
-bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/3/scale = Vector3(1, 1, 1)
+bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
+bones/3/rotation = Quaternion(-0.498837, 0.693681, 0.350415, -0.383637)
+bones/3/scale = Vector3(1, 1, 0.999999)
 bones/4/name = "Butterfly_single_4_11_067"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.545459, 0.0546494, -0.836354, -0.190529, 0.963662, 0.187229, 0.816194, 0.261475, -0.515226, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, -0.5187)
+bones/4/rotation = Quaternion(-0.0390669, 0.869532, 0.129007, -0.475125)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_4_12_068"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_4_13_069"
 bones/6/parent = 1
 bones/6/rest = Transform3D(0.0199796, -0.471119, 0.881843, 0.982976, -0.151871, -0.103407, 0.182644, 0.868897, 0.460065, 5.19144, 3.91056, 5.6746)
 bones/6/enabled = true
-bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
-bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
+bones/6/rotation = Quaternion(0.421837, 0.30335, 0.630864, 0.576232)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "Butterfly_single_4_14_070"
 bones/7/parent = 1
 bones/7/rest = Transform3D(0.0199796, -0.471119, 0.881843, 0.982976, -0.151871, -0.103407, 0.182644, 0.868897, 0.460065, 15.1906, 2.16856, 10.9256)
 bones/7/enabled = true
-bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
-bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
+bones/7/rotation = Quaternion(0.421837, 0.30335, 0.630864, 0.576232)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "Butterfly_single_4_15_071"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.33525, -0.291179, 0.896003, 0.293803, -0.935926, -0.194223, 0.895146, 0.198135, 0.399319, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.518699, -0.0303082, 0.852964, 0.0498396)
+bones/8/rotation = Quaternion(0.548032, 0.00119702, 0.817082, 0.178985)
 bones/8/scale = Vector3(1, 1, 1)
 
 [node name="Object_140" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group5/Object_137/Skeleton3D"]
@@ -3650,56 +3609,56 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_9_1_073"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.199757, -0.427141, -0.881843, -0.96571, 0.238139, 0.103407, 0.165832, 0.872262, -0.460064, 18.0318, 1.71971, 5.3789)
 bones/2/enabled = true
-bones/2/position = Vector3(20.6363, 0, 0)
-bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/2/scale = Vector3(1, 1, 1)
+bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
+bones/2/rotation = Quaternion(-0.505512, 0.688832, 0.354102, -0.380236)
+bones/2/scale = Vector3(0.999999, 1, 0.999999)
 bones/3/name = "Butterfly_single_9_2_074"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.199757, -0.427141, -0.881843, -0.96571, 0.238139, 0.103407, 0.165832, 0.872262, -0.460064, 8.03258, 3.46171, 0.12787)
 bones/3/enabled = true
-bones/3/position = Vector3(10.6371, 1.742, -5.25103)
-bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/3/scale = Vector3(1, 1, 1)
+bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
+bones/3/rotation = Quaternion(-0.505512, 0.688832, 0.354102, -0.380236)
+bones/3/scale = Vector3(0.999999, 1, 0.999999)
 bones/4/name = "Butterfly_single_9_3_075"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.51819, 0.0775315, -0.851744, -0.105392, 0.982504, 0.153553, 0.848747, 0.169337, -0.500952, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, -0.518699)
+bones/4/rotation = Quaternion(-0.00804041, 0.866263, 0.0931848, -0.490755)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_9_4_076"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_9_5_077"
 bones/6/parent = 1
 bones/6/rest = Transform3D(0.029073, -0.470645, 0.881843, 0.985725, -0.132862, -0.103407, 0.165832, 0.872262, 0.460064, 5.19144, 3.91056, 5.6746)
 bones/6/enabled = true
-bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
-bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
-bones/6/scale = Vector3(1, 1, 1)
+bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
+bones/6/rotation = Quaternion(0.418889, 0.307409, 0.625271, 0.582296)
+bones/6/scale = Vector3(1, 1, 0.999999)
 bones/7/name = "Butterfly_single_9_6_078"
 bones/7/parent = 1
 bones/7/rest = Transform3D(0.029073, -0.470645, 0.881843, 0.985725, -0.132862, -0.103407, 0.165832, 0.872262, 0.460064, 15.1906, 2.16856, 10.9256)
 bones/7/enabled = true
-bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
-bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
-bones/7/scale = Vector3(1, 1, 1)
+bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
+bones/7/rotation = Quaternion(0.418889, 0.307409, 0.625271, 0.582296)
+bones/7/scale = Vector3(1, 1, 0.999999)
 bones/8/name = "Butterfly_single_9_7_079"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.381715, -0.230667, 0.895034, 0.210917, -0.964547, -0.15863, 0.899893, 0.128227, 0.416834, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.518699, -0.0303082, 0.852964, 0.0498396)
+bones/8/rotation = Quaternion(0.539907, -0.00914501, 0.831128, 0.132827)
 bones/8/scale = Vector3(1, 1, 1)
 
 [node name="Object_153" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group6/Object_150/Skeleton3D"]
@@ -3727,57 +3686,57 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_8_1_081"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.216664, -0.418819, -0.881843, -0.955425, 0.276533, 0.103407, 0.20055, 0.864939, -0.460064, 18.0318, 1.71971, 5.3789)
 bones/2/enabled = true
-bones/2/position = Vector3(20.6363, 0, 0)
-bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/2/scale = Vector3(1, 1, 1)
+bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
+bones/2/rotation = Quaternion(-0.491647, 0.698796, 0.346434, -0.387235)
+bones/2/scale = Vector3(1, 1, 0.999999)
 bones/3/name = "Butterfly_single_8_2_082"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.216664, -0.418819, -0.881843, -0.955425, 0.276533, 0.103407, 0.20055, 0.864939, -0.460064, 8.03258, 3.46171, 0.12787)
 bones/3/enabled = true
-bones/3/position = Vector3(10.6371, 1.742, -5.25103)
-bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/3/scale = Vector3(1, 1, 1)
+bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
+bones/3/rotation = Quaternion(-0.491647, 0.698796, 0.346434, -0.387235)
+bones/3/scale = Vector3(1, 1, 0.999999)
 bones/4/name = "Butterfly_single_8_3_083"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.564554, 0.0353818, -0.824637, -0.258591, 0.941202, 0.217417, 0.783843, 0.335988, -0.52221, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, -0.518699)
+bones/4/rotation = Quaternion(-0.0641366, 0.870052, 0.159015, -0.462179)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_8_4_084"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_8_5_085"
 bones/6/parent = 1
 bones/6/rest = Transform3D(0.0102452, -0.471431, 0.881843, 0.97963, -0.172141, -0.103407, 0.20055, 0.864939, 0.460065, 5.19144, 3.91056, 5.6746)
 bones/6/enabled = true
-bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
-bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
+bones/6/rotation = Quaternion(0.424947, 0.298977, 0.636781, 0.569686)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "Butterfly_single_8_6_086"
 bones/7/parent = 1
 bones/7/rest = Transform3D(0.0102452, -0.471431, 0.881843, 0.97963, -0.172141, -0.103407, 0.20055, 0.864939, 0.460065, 15.1906, 2.16856, 10.9256)
 bones/7/enabled = true
-bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
-bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
+bones/7/rotation = Quaternion(0.424947, 0.298977, 0.636781, 0.569686)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "Butterfly_single_8_7_087"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.294546, -0.339318, 0.893368, 0.359331, -0.905561, -0.225477, 0.885507, 0.254602, 0.388657, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.518699, -0.0303082, 0.852964, 0.0498396)
-bones/8/scale = Vector3(1, 1, 1)
+bones/8/rotation = Quaternion(0.552801, 0.00905085, 0.804482, 0.217112)
+bones/8/scale = Vector3(0.999999, 1, 1)
 
 [node name="Object_166" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group7/Object_163/Skeleton3D"]
 mesh = SubResource("ArrayMesh_rba7h")
@@ -3804,56 +3763,56 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_7_1_089"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.460772, -0.10021, -0.881843, -0.396309, 0.912275, 0.103407, 0.794121, 0.39713, -0.460065, 20.6363, -2.84217e-14, -1.13687e-13)
 bones/2/enabled = true
 bones/2/position = Vector3(20.6363, -2.84217e-14, -1.13687e-13)
-bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
+bones/2/rotation = Quaternion(-0.147494, 0.841593, 0.148687, -0.497855)
 bones/2/scale = Vector3(1, 1, 1)
 bones/3/name = "Butterfly_single_7_2_090"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.460772, -0.10021, -0.881843, -0.396309, 0.912275, 0.103407, 0.794121, 0.39713, -0.460065, 10.6371, 1.742, -5.25103)
 bones/3/enabled = true
 bones/3/position = Vector3(10.6371, 1.742, -5.25103)
-bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
+bones/3/rotation = Quaternion(-0.147494, 0.841593, 0.148687, -0.497855)
 bones/3/scale = Vector3(1, 1, 1)
 bones/4/name = "Butterfly_single_7_3_091"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.457429, 0.116201, -0.881622, 0.0524286, 0.993225, 0.103708, 0.8877, 0.00121685, -0.460422, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/4/rotation = Quaternion(-0.0494171, -0.853094, -0.0307484, 0.518501)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_7_4_092"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_7_5_093"
 bones/6/parent = 1
 bones/6/rest = Transform3D(-0.356588, -0.308541, 0.881844, 0.492155, -0.864344, -0.103407, 0.794121, 0.39713, 0.460064, 2.01988, 2.75248, 11.4935)
 bones/6/enabled = true
 bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
-bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/6/rotation = Quaternion(0.511784, 0.0896932, 0.818687, 0.244506)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "Butterfly_single_7_6_094"
 bones/7/parent = 1
 bones/7/rest = Transform3D(-0.356588, -0.308541, 0.881844, 0.492155, -0.864344, -0.103407, 0.794121, 0.39713, 0.460064, 12.0191, 1.01048, 16.7445)
 bones/7/enabled = true
 bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
-bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/7/rotation = Quaternion(0.511784, 0.0896932, 0.818687, 0.244506)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "Butterfly_single_7_7_095"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.456438, -0.1173, 0.881989, 0.0547338, -0.993096, -0.103751, 0.88807, 0.000918612, 0.459707, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.518699, -0.0303082, 0.852964, 0.0498396)
+bones/8/rotation = Quaternion(0.518881, -0.0301448, 0.852825, 0.0504306)
 bones/8/scale = Vector3(1, 1, 1)
 
 [node name="Object_179" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group8/Object_176/Skeleton3D"]
@@ -3881,56 +3840,56 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_6_1_097"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.216664, -0.418819, -0.881843, -0.955425, 0.276533, 0.103407, 0.20055, 0.864939, -0.460064, 18.0318, 1.71971, 5.3789)
 bones/2/enabled = true
-bones/2/position = Vector3(20.6363, 0, 0)
-bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/2/scale = Vector3(1, 1, 1)
+bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
+bones/2/rotation = Quaternion(-0.491647, 0.698796, 0.346434, -0.387235)
+bones/2/scale = Vector3(1, 1, 0.999999)
 bones/3/name = "Butterfly_single_6_2_098"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.216664, -0.418819, -0.881843, -0.955425, 0.276533, 0.103407, 0.20055, 0.864939, -0.460064, 8.03258, 3.46171, 0.12787)
 bones/3/enabled = true
-bones/3/position = Vector3(10.6371, 1.742, -5.25103)
-bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/3/scale = Vector3(1, 1, 1)
+bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
+bones/3/rotation = Quaternion(-0.491647, 0.698796, 0.346434, -0.387235)
+bones/3/scale = Vector3(1, 1, 0.999999)
 bones/4/name = "Butterfly_single_6_3_099"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.573045, 0.0256098, -0.819123, -0.292015, 0.927526, 0.233288, 0.765732, 0.372881, -0.524035, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(0.0498397, 0.852964, 0.0303082, -0.5187)
-bones/4/scale = Vector3(1, 1, 1)
+bones/4/rotation = Quaternion(-0.0765912, 0.86957, 0.174273, -0.455644)
+bones/4/scale = Vector3(0.999999, 1, 0.999999)
 bones/5/name = "Butterfly_single_6_4_0100"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_6_5_0101"
 bones/6/parent = 1
 bones/6/rest = Transform3D(0.0102452, -0.471431, 0.881843, 0.97963, -0.172141, -0.103407, 0.20055, 0.864939, 0.460065, 5.19144, 3.91056, 5.6746)
 bones/6/enabled = true
-bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
-bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
+bones/6/rotation = Quaternion(0.424947, 0.298977, 0.636781, 0.569686)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "Butterfly_single_6_6_0102"
 bones/7/parent = 1
 bones/7/rest = Transform3D(0.0102452, -0.471431, 0.881843, 0.97963, -0.172141, -0.103407, 0.20055, 0.864939, 0.460065, 15.1906, 2.16856, 10.9256)
 bones/7/enabled = true
-bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
-bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
+bones/7/rotation = Quaternion(0.424947, 0.298977, 0.636781, 0.569686)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "Butterfly_single_6_7_0103"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.273269, -0.362893, 0.890861, 0.391256, -0.887975, -0.2417, 0.878773, 0.282506, 0.38464, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.5187, -0.0303082, 0.852964, 0.0498396)
+bones/8/rotation = Quaternion(0.554542, 0.0127869, 0.797791, 0.236324)
 bones/8/scale = Vector3(1, 1, 1)
 
 [node name="Object_192" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group9/Object_189/Skeleton3D"]
@@ -3958,56 +3917,56 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_5_9_0105"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.462107, -0.0938613, -0.881843, -0.383721, 0.917641, 0.103407, 0.79951, 0.386167, -0.460065, 20.6363, -5.68434e-14, 0)
 bones/2/enabled = true
-bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
-bones/2/rotation = Quaternion(-0.503074, 0.690615, 0.352756, -0.381485)
+bones/2/position = Vector3(20.6363, -5.68434e-14, 0)
+bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
 bones/2/scale = Vector3(1, 1, 1)
 bones/3/name = "Butterfly_single_5_10_0106"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.462107, -0.0938613, -0.881843, -0.383721, 0.917641, 0.103407, 0.79951, 0.386167, -0.460065, 10.6371, 1.742, -5.25103)
 bones/3/enabled = true
-bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
-bones/3/rotation = Quaternion(-0.503074, 0.690615, 0.352756, -0.381485)
+bones/3/position = Vector3(10.6371, 1.742, -5.25103)
+bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
 bones/3/scale = Vector3(1, 1, 1)
 bones/4/name = "Butterfly_single_5_11_0107"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.529819, 0.068322, -0.845354, -0.140277, 0.975962, 0.166795, 0.836429, 0.206955, -0.507499, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(-0.0143913, 0.867161, 0.100398, -0.487592)
+bones/4/rotation = Quaternion(-0.0207258, 0.86794, 0.107654, -0.484418)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_5_12_0108"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_5_13_0109"
 bones/6/parent = 1
 bones/6/rest = Transform3D(-0.360799, -0.303606, 0.881843, 0.480217, -0.871033, -0.103407, 0.79951, 0.386167, 0.460064, 2.01988, 2.75248, 11.4935)
 bones/6/enabled = true
-bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
-bones/6/rotation = Quaternion(0.419973, 0.305926, 0.627325, 0.580083)
-bones/6/scale = Vector3(1, 1, 1)
+bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
+bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/6/scale = Vector3(1, 1, 0.999999)
 bones/7/name = "Butterfly_single_5_14_0110"
 bones/7/parent = 1
 bones/7/rest = Transform3D(-0.360799, -0.303606, 0.881843, 0.480217, -0.871033, -0.103407, 0.79951, 0.386167, 0.460064, 12.0191, 1.01048, 16.7445)
 bones/7/enabled = true
-bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
-bones/7/rotation = Quaternion(0.419973, 0.305926, 0.627325, 0.580083)
-bones/7/scale = Vector3(1, 1, 1)
+bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
+bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/7/scale = Vector3(1, 1, 0.999999)
 bones/8/name = "Butterfly_single_5_15_0111"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.363239, -0.255506, 0.895977, 0.244999, -0.954012, -0.172731, 0.898907, 0.156771, 0.409133, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.541763, -0.00697179, 0.828389, 0.142181)
+bones/8/rotation = Quaternion(0.543516, -0.00483293, 0.825588, 0.15156)
 bones/8/scale = Vector3(1, 1, 1)
 
 [node name="Object_205" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group10/Object_202/Skeleton3D"]
@@ -4037,56 +3996,56 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_10_1_0113"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.216664, -0.418819, -0.881843, -0.955425, 0.276533, 0.103407, 0.20055, 0.864939, -0.460064, 18.0318, 1.71971, 5.3789)
 bones/2/enabled = true
-bones/2/position = Vector3(20.6363, 0, 0)
-bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/2/scale = Vector3(1, 1, 1)
+bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
+bones/2/rotation = Quaternion(-0.491647, 0.698796, 0.346434, -0.387235)
+bones/2/scale = Vector3(1, 1, 0.999999)
 bones/3/name = "Butterfly_single_10_2_0114"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.216664, -0.418819, -0.881843, -0.955425, 0.276533, 0.103407, 0.20055, 0.864939, -0.460064, 8.03258, 3.46171, 0.12787)
 bones/3/enabled = true
-bones/3/position = Vector3(10.6371, 1.742, -5.25103)
-bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/3/scale = Vector3(1, 1, 1)
+bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
+bones/3/rotation = Quaternion(-0.491647, 0.698796, 0.346434, -0.387235)
+bones/3/scale = Vector3(1, 1, 0.999999)
 bones/4/name = "Butterfly_single_10_3_0115"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.573045, 0.0256098, -0.819123, -0.292015, 0.927526, 0.233288, 0.765732, 0.372881, -0.524035, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(0.0498397, 0.852964, 0.0303082, -0.5187)
-bones/4/scale = Vector3(1, 1, 1)
+bones/4/rotation = Quaternion(-0.0765912, 0.86957, 0.174273, -0.455644)
+bones/4/scale = Vector3(0.999999, 1, 0.999999)
 bones/5/name = "Butterfly_single_10_4_0116"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_10_5_0117"
 bones/6/parent = 1
 bones/6/rest = Transform3D(0.0102452, -0.471431, 0.881843, 0.97963, -0.172141, -0.103407, 0.20055, 0.864939, 0.460065, 5.19144, 3.91056, 5.6746)
 bones/6/enabled = true
-bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
-bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
+bones/6/rotation = Quaternion(0.424947, 0.298977, 0.636781, 0.569686)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "Butterfly_single_10_6_0118"
 bones/7/parent = 1
 bones/7/rest = Transform3D(0.0102452, -0.471431, 0.881843, 0.97963, -0.172141, -0.103407, 0.20055, 0.864939, 0.460065, 15.1906, 2.16856, 10.9256)
 bones/7/enabled = true
-bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
-bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
+bones/7/rotation = Quaternion(0.424947, 0.298977, 0.636781, 0.569686)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "Butterfly_single_10_7_0119"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.273269, -0.362893, 0.890861, 0.391256, -0.887975, -0.2417, 0.878773, 0.282506, 0.38464, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.5187, -0.0303082, 0.852964, 0.0498396)
+bones/8/rotation = Quaternion(0.554542, 0.0127869, 0.797791, 0.236324)
 bones/8/scale = Vector3(1, 1, 1)
 
 [node name="Object_219" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group11/Object_216/Skeleton3D"]
@@ -4116,56 +4075,56 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_11_1_0121"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.199757, -0.427141, -0.881843, -0.96571, 0.238139, 0.103407, 0.165832, 0.872262, -0.460064, 18.0318, 1.71971, 5.3789)
 bones/2/enabled = true
-bones/2/position = Vector3(20.6363, 0, 0)
-bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/2/scale = Vector3(1, 1, 1)
+bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
+bones/2/rotation = Quaternion(-0.505512, 0.688832, 0.354102, -0.380236)
+bones/2/scale = Vector3(0.999999, 1, 0.999999)
 bones/3/name = "Butterfly_single_11_2_0122"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.199757, -0.427141, -0.881843, -0.96571, 0.238139, 0.103407, 0.165832, 0.872262, -0.460064, 8.03258, 3.46171, 0.12787)
 bones/3/enabled = true
-bones/3/position = Vector3(10.6371, 1.742, -5.25103)
-bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/3/scale = Vector3(1, 1, 1)
+bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
+bones/3/rotation = Quaternion(-0.505512, 0.688832, 0.354102, -0.380236)
+bones/3/scale = Vector3(0.999999, 1, 0.999999)
 bones/4/name = "Butterfly_single_11_3_0123"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.51819, 0.0775315, -0.851744, -0.105392, 0.982504, 0.153553, 0.848747, 0.169337, -0.500952, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, -0.518699)
+bones/4/rotation = Quaternion(-0.00804041, 0.866263, 0.0931848, -0.490755)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_11_4_0124"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_11_5_0125"
 bones/6/parent = 1
 bones/6/rest = Transform3D(0.029073, -0.470645, 0.881843, 0.985725, -0.132862, -0.103407, 0.165832, 0.872262, 0.460064, 5.19144, 3.91056, 5.6746)
 bones/6/enabled = true
-bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
-bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
-bones/6/scale = Vector3(1, 1, 1)
+bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
+bones/6/rotation = Quaternion(0.418889, 0.307409, 0.625271, 0.582296)
+bones/6/scale = Vector3(1, 1, 0.999999)
 bones/7/name = "Butterfly_single_11_6_0126"
 bones/7/parent = 1
 bones/7/rest = Transform3D(0.029073, -0.470645, 0.881843, 0.985725, -0.132862, -0.103407, 0.165832, 0.872262, 0.460064, 15.1906, 2.16856, 10.9256)
 bones/7/enabled = true
-bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
-bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
-bones/7/scale = Vector3(1, 1, 1)
+bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
+bones/7/rotation = Quaternion(0.418889, 0.307409, 0.625271, 0.582296)
+bones/7/scale = Vector3(1, 1, 0.999999)
 bones/8/name = "Butterfly_single_11_7_0127"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.381715, -0.230667, 0.895034, 0.210917, -0.964547, -0.15863, 0.899893, 0.128227, 0.416834, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.518699, -0.0303082, 0.852964, 0.0498396)
+bones/8/rotation = Quaternion(0.539907, -0.00914501, 0.831128, 0.132827)
 bones/8/scale = Vector3(1, 1, 1)
 
 [node name="Object_233" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group12/Object_230/Skeleton3D"]
@@ -4195,57 +4154,57 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_12_1_0129"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.216664, -0.418819, -0.881843, -0.955425, 0.276533, 0.103407, 0.20055, 0.864939, -0.460064, 18.0318, 1.71971, 5.3789)
 bones/2/enabled = true
-bones/2/position = Vector3(20.6363, 0, 0)
-bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/2/scale = Vector3(1, 1, 1)
+bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
+bones/2/rotation = Quaternion(-0.491647, 0.698796, 0.346434, -0.387235)
+bones/2/scale = Vector3(1, 1, 0.999999)
 bones/3/name = "Butterfly_single_12_2_0130"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.216664, -0.418819, -0.881843, -0.955425, 0.276533, 0.103407, 0.20055, 0.864939, -0.460064, 8.03258, 3.46171, 0.12787)
 bones/3/enabled = true
-bones/3/position = Vector3(10.6371, 1.742, -5.25103)
-bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/3/scale = Vector3(1, 1, 1)
+bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
+bones/3/rotation = Quaternion(-0.491647, 0.698796, 0.346434, -0.387235)
+bones/3/scale = Vector3(1, 1, 0.999999)
 bones/4/name = "Butterfly_single_12_3_0131"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.564554, 0.0353818, -0.824637, -0.258591, 0.941202, 0.217417, 0.783843, 0.335988, -0.52221, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, -0.518699)
+bones/4/rotation = Quaternion(-0.0641366, 0.870052, 0.159015, -0.462179)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_12_4_0132"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_12_5_0133"
 bones/6/parent = 1
 bones/6/rest = Transform3D(0.0102452, -0.471431, 0.881843, 0.97963, -0.172141, -0.103407, 0.20055, 0.864939, 0.460065, 5.19144, 3.91056, 5.6746)
 bones/6/enabled = true
-bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
-bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
+bones/6/rotation = Quaternion(0.424947, 0.298977, 0.636781, 0.569686)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "Butterfly_single_12_6_0134"
 bones/7/parent = 1
 bones/7/rest = Transform3D(0.0102452, -0.471431, 0.881843, 0.97963, -0.172141, -0.103407, 0.20055, 0.864939, 0.460065, 15.1906, 2.16856, 10.9256)
 bones/7/enabled = true
-bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
-bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
+bones/7/rotation = Quaternion(0.424947, 0.298977, 0.636781, 0.569686)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "Butterfly_single_12_7_0135"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.294546, -0.339318, 0.893368, 0.359331, -0.905561, -0.225477, 0.885507, 0.254602, 0.388657, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.518699, -0.0303082, 0.852964, 0.0498396)
-bones/8/scale = Vector3(1, 1, 1)
+bones/8/rotation = Quaternion(0.552801, 0.00905085, 0.804482, 0.217112)
+bones/8/scale = Vector3(0.999999, 1, 1)
 
 [node name="Object_247" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group13/Object_244/Skeleton3D"]
 mesh = SubResource("ArrayMesh_3s7qq")
@@ -4274,57 +4233,57 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_13_1_0137"
 bones/2/parent = 1
 bones/2/rest = Transform3D(-0.216664, -0.418819, -0.881843, -0.955425, 0.276533, 0.103407, 0.20055, 0.864939, -0.460064, 18.0318, 1.71971, 5.3789)
 bones/2/enabled = true
-bones/2/position = Vector3(20.6363, 0, 0)
-bones/2/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/2/scale = Vector3(1, 1, 1)
+bones/2/position = Vector3(18.0318, 1.71971, 5.3789)
+bones/2/rotation = Quaternion(-0.491647, 0.698796, 0.346434, -0.387235)
+bones/2/scale = Vector3(1, 1, 0.999999)
 bones/3/name = "Butterfly_single_13_2_0138"
 bones/3/parent = 1
 bones/3/rest = Transform3D(-0.216664, -0.418819, -0.881843, -0.955425, 0.276533, 0.103407, 0.20055, 0.864939, -0.460064, 8.03258, 3.46171, 0.12787)
 bones/3/enabled = true
-bones/3/position = Vector3(10.6371, 1.742, -5.25103)
-bones/3/rotation = Quaternion(-0.141701, 0.842587, 0.145259, -0.498866)
-bones/3/scale = Vector3(1, 1, 1)
+bones/3/position = Vector3(8.03258, 3.46171, 0.12787)
+bones/3/rotation = Quaternion(-0.491647, 0.698796, 0.346434, -0.387235)
+bones/3/scale = Vector3(1, 1, 0.999999)
 bones/4/name = "Butterfly_single_13_3_0139"
 bones/4/parent = 1
 bones/4/rest = Transform3D(-0.564554, 0.0353818, -0.824637, -0.258591, 0.941202, 0.217417, 0.783843, 0.335988, -0.52221, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, -0.518699)
+bones/4/rotation = Quaternion(-0.0641366, 0.870052, 0.159015, -0.462179)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_13_4_0140"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_13_5_0141"
 bones/6/parent = 1
 bones/6/rest = Transform3D(0.0102452, -0.471431, 0.881843, 0.97963, -0.172141, -0.103407, 0.20055, 0.864939, 0.460065, 5.19144, 3.91056, 5.6746)
 bones/6/enabled = true
-bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
-bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/6/position = Vector3(5.19144, 3.91056, 5.6746)
+bones/6/rotation = Quaternion(0.424947, 0.298977, 0.636781, 0.569686)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "Butterfly_single_13_6_0142"
 bones/7/parent = 1
 bones/7/rest = Transform3D(0.0102452, -0.471431, 0.881843, 0.97963, -0.172141, -0.103407, 0.20055, 0.864939, 0.460065, 15.1906, 2.16856, 10.9256)
 bones/7/enabled = true
-bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
-bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
+bones/7/position = Vector3(15.1906, 2.16856, 10.9256)
+bones/7/rotation = Quaternion(0.424947, 0.298977, 0.636781, 0.569686)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "Butterfly_single_13_7_0143"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.294546, -0.339318, 0.893368, 0.359331, -0.905561, -0.225477, 0.885507, 0.254602, 0.388657, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.518699, -0.0303082, 0.852964, 0.0498396)
-bones/8/scale = Vector3(1, 1, 1)
+bones/8/rotation = Quaternion(0.552801, 0.00905085, 0.804482, 0.217112)
+bones/8/scale = Vector3(0.999999, 1, 1)
 
 [node name="Object_261" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group14/Object_258/Skeleton3D"]
 mesh = SubResource("ArrayMesh_ggr60")
@@ -4353,7 +4312,7 @@ bones/1/parent = 0
 bones/1/rest = Transform3D(-0.456934, 0.0535812, 0.887886, 0.116465, 0.993195, -7.45058e-09, -0.881843, 0.103407, -0.460065, 0, 0, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(0, 0, 0)
-bones/1/rotation = Quaternion(0.0498396, 0.852964, 0.0303082, 0.518699)
+bones/1/rotation = Quaternion(0.0498399, 0.852965, 0.0303083, 0.518699)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Butterfly_single_14_1_0145"
 bones/2/parent = 1
@@ -4374,14 +4333,14 @@ bones/4/parent = 1
 bones/4/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -24.4462, 1.8184, -15.7391)
 bones/4/enabled = true
 bones/4/position = Vector3(-24.4462, 1.8184, -15.7391)
-bones/4/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/4/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Butterfly_single_14_4_0148"
 bones/5/parent = 1
 bones/5/rest = Transform3D(-0.456934, 0.116465, -0.881843, 0.0535812, 0.993195, 0.103407, 0.887886, 3.72529e-09, -0.460065, -5.36607, 0.629239, -2.79952)
 bones/5/enabled = true
 bones/5/position = Vector3(-5.36607, 0.629239, -2.79952)
-bones/5/rotation = Quaternion(-0.0498396, -0.852964, -0.0303082, 0.518699)
+bones/5/rotation = Quaternion(-0.0498397, -0.852964, -0.0303084, 0.518699)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Butterfly_single_14_5_0149"
 bones/6/parent = 1
@@ -4389,21 +4348,21 @@ bones/6/rest = Transform3D(-0.360799, -0.303606, 0.881843, 0.480217, -0.871033,
 bones/6/enabled = true
 bones/6/position = Vector3(2.01988, 2.75248, 11.4935)
 bones/6/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
-bones/6/scale = Vector3(1, 1, 1)
+bones/6/scale = Vector3(1, 1, 0.999999)
 bones/7/name = "Butterfly_single_14_6_0150"
 bones/7/parent = 1
 bones/7/rest = Transform3D(-0.360799, -0.303606, 0.881843, 0.480217, -0.871033, -0.103407, 0.79951, 0.386167, 0.460064, 12.0191, 1.01048, 16.7445)
 bones/7/enabled = true
 bones/7/position = Vector3(12.0191, 1.01048, 16.7445)
 bones/7/rotation = Quaternion(0.512389, 0.0861704, 0.82035, 0.238868)
-bones/7/scale = Vector3(1, 1, 1)
+bones/7/scale = Vector3(1, 1, 0.999999)
 bones/8/name = "Butterfly_single_14_7_0151"
 bones/8/parent = 1
 bones/8/rest = Transform3D(-0.456934, -0.116465, 0.881843, 0.0535812, -0.993195, -0.103407, 0.887886, -3.72529e-09, 0.460064, -26.9198, 2.10847, -10.9324)
 bones/8/enabled = true
 bones/8/position = Vector3(-26.9198, 2.10847, -10.9324)
-bones/8/rotation = Quaternion(0.5187, -0.0303082, 0.852965, 0.0498396)
-bones/8/scale = Vector3(1, 1, 1)
+bones/8/rotation = Quaternion(0.518699, -0.0303084, 0.852964, 0.0498397)
+bones/8/scale = Vector3(1, 1, 0.999999)
 
 [node name="Object_275" type="MeshInstance3D" parent="butterflies/Sketchfab_model/a9eb06653d904b9ca3e3dc842d491c7d_fbx/Object_2/RootNode/group15/Object_272/Skeleton3D"]
 mesh = SubResource("ArrayMesh_m782a")
@@ -4417,26 +4376,70 @@ libraries = {
 "": SubResource("AnimationLibrary_l1jl7")
 }
 
+[node name="DirectionalLight3D" type="DirectionalLight3D" parent="."]
+transform = Transform3D(0.824966, 2.47049e-08, -0.565183, 0.565183, -3.60604e-08, 0.824966, 0, -1, -4.37114e-08, 0, 3.05975, 0)
+light_energy = 0.01
+
 [node name="SpotLight3D" type="SpotLight3D" parent="."]
-transform = Transform3D(1, 0, 0, 0, -4.37114e-08, 1, 0, -1, -4.37114e-08, 73.0194, 3.77264, 0.7225)
-spot_range = 4.61579
-spot_angle = 16.875
+transform = Transform3D(1, 0, 0, 0, -4.37114e-08, 1, 0, -1, -4.37114e-08, 1.65044, 1.86242, -1.75804)
+spot_range = 2.17951
+spot_angle = 34.119
 
-[node name="floor" type="MeshInstance3D" parent="."]
-transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 76.8105, 0, 0)
-mesh = SubResource("PlaneMesh_erm4o")
+[node name="SpotLight3D2" type="SpotLight3D" parent="."]
+transform = Transform3D(1, 0, 0, 0, -4.37114e-08, 1, 0, -1, -4.37114e-08, -2.44192, 1.86242, 0.282028)
+spot_range = 2.17951
+spot_angle = 40.2996
 
 [node name="firefly" parent="." instance=ExtResource("19_8nqsr")]
-transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 75.057, 0, 0)
+transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.891176, 0.762384, -0.452255)
 
 [node name="spider" parent="." instance=ExtResource("19_m5xpo")]
-transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 74.5804, 0, 0)
-
-[node name="lilypad2" parent="." instance=ExtResource("20_0apwl")]
-transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 78.3177, 0, 0.0022049)
+transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.846275, 0.862307, -0.649172)
 
 [node name="spiderweb" parent="." instance=ExtResource("21_jips6")]
 transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 75.3839, 0, 3.36264)
 
 [node name="water" parent="." instance=ExtResource("21_l3ipg")]
-transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 77.3341, 0, 2.33656)
+transform = Transform3D(0.1, 0, 0, 0, 0.02, 0, 0, 0, 0.1, -1.074, 0, -0.654)
+
+[node name="human-ish" type="MeshInstance3D" parent="."]
+transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -1.43, 1.03463, -1.455)
+mesh = SubResource("BoxMesh_ew041")
+
+[node name="level" type="MultiMeshInstance3D" parent="."]
+transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.2, -0.835, -1)
+
+[node name="ground" parent="level" instance=ExtResource("22_cmk64")]
+
+[node name="Fern01Alpha" parent="level" instance=ExtResource("2_hdt27")]
+transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.402933, 0.958628, 0.704082)
+
+[node name="Fern01Alpha2" parent="level" instance=ExtResource("2_hdt27")]
+transform = Transform3D(0.380667, 0, 0.924712, 0, 1, 0, -0.924712, 0, 0.380667, -0.361959, 0.958627, -0.421068)
+
+[node name="Fern01Alpha3" parent="level" instance=ExtResource("2_hdt27")]
+transform = Transform3D(0.17426, -0.165198, 0.970743, 0.235095, 0.964298, 0.121899, -0.956224, 0.206975, 0.206876, -1.61781, 0.980868, 0.0782549)
+
+[node name="Fern02" parent="level" instance=ExtResource("3_gytyf")]
+transform = Transform3D(0.90437, -0.303562, 0.299942, 0.370565, 0.907204, -0.199157, -0.211652, 0.291259, 0.932937, -1.49787, 0.830658, 0.760367)
+
+[node name="Fern03" parent="level" instance=ExtResource("3_gytyf")]
+transform = Transform3D(-0.235783, 0.0759156, 0.968836, 0.0355805, 0.99695, -0.0694602, -0.971154, 0.0180941, -0.237765, -0.0545736, 0.90255, 0.715139)
+
+[node name="lilypad2" parent="level" instance=ExtResource("20_0apwl")]
+transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 1.832, 0.847, -0.808)
+
+[node name="lilypad3" parent="level" instance=ExtResource("20_0apwl")]
+transform = Transform3D(-0.544639, 0, -0.838671, 0, 1, 0, 0.838671, 0, -0.544639, 1.542, 0.847, -0.543)
+
+[node name="lilypad" parent="level" instance=ExtResource("20_0apwl")]
+transform = Transform3D(0.224951, 0, 0.97437, 0, 1, 0, -0.97437, 0, 0.224951, 1.905, 0.847, -0.342)
+
+[node name="lilypad4" parent="level" instance=ExtResource("20_0apwl")]
+transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -2.138, 0.847, 1.097)
+
+[node name="lilypad5" parent="level" instance=ExtResource("20_0apwl")]
+transform = Transform3D(-0.544639, 0, -0.838671, 0, 1, 0, 0.838671, 0, -0.544639, -2.728, 0.847, 0.677)
+
+[node name="lilypad6" parent="level" instance=ExtResource("20_0apwl")]
+transform = Transform3D(0.224951, 0, 0.97437, 0, 1, 0, -0.97437, 0, 0.224951, -1.618, 0.847, 1.417)