diff --git a/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm2.tscn b/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm2.tscn
index d4b83ac7..a146876f 100644
--- a/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm2.tscn	
+++ b/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm2.tscn	
@@ -1,11 +1,8 @@
-[gd_scene load_steps=36 format=4 uid="uid://cv4ja1vgoxb11"]
+[gd_scene load_steps=27 format=4 uid="uid://cv4ja1vgoxb11"]
 
 [ext_resource type="Script" uid="uid://vgvrmwsrwakf" path="res://src/enemy/enemy_types/16. demon wall/DemonWallArm.cs" id="1_jkuo4"]
 [ext_resource type="Script" uid="uid://ctshiyffvt4y5" path="res://src/system/AttackDataResource.cs" id="2_phvjc"]
 [ext_resource type="Script" uid="uid://dlsgyx4i1jmp3" path="res://src/enemy/EnemyLoreInfo.cs" id="3_ctuoa"]
-[ext_resource type="Texture2D" uid="uid://dkh83g7ce40i7" path="res://src/enemy/enemy_types/16. demon wall/model/concrete_0003_ao_1k.jpg" id="3_wpd4r"]
-[ext_resource type="Texture2D" uid="uid://bx25c4uynoy1r" path="res://src/enemy/enemy_types/16. demon wall/model/concrete_0003_normal_opengl_1k.png" id="4_phvjc"]
-[ext_resource type="Texture2D" uid="uid://brgmdx0p03syp" path="res://src/enemy/enemy_types/16. demon wall/model/concrete_0003_roughness_1k.jpg" id="5_ctuoa"]
 [ext_resource type="Material" uid="uid://dt1cu8j3gmri" path="res://src/enemy/enemy_types/16. demon wall/Arm1 Proper Material.tres" id="6_phvjc"]
 
 [sub_resource type="Resource" id="Resource_ctuoa"]
@@ -32,39 +29,27 @@ TertiaryAttackName = ""
 TertiaryAttackType = 0
 metadata/_custom_type_script = "uid://dlsgyx4i1jmp3"
 
-[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_pchf4"]
-resource_name = "STONE"
-cull_mode = 2
-metallic = 0.36
-metallic_specular = 0.25
-roughness_texture = ExtResource("5_ctuoa")
-normal_enabled = true
-normal_scale = 2.31
-normal_texture = ExtResource("4_phvjc")
-ao_enabled = true
-ao_texture = ExtResource("3_wpd4r")
-
-[sub_resource type="ArrayMesh" id="ArrayMesh_ddgyy"]
-resource_name = "ARM2_CHEST_001"
+[sub_resource type="ArrayMesh" id="ArrayMesh_0s58i"]
+resource_name = "arm2_CHEST_001"
 _surfaces = [{
-"aabb": AABB(-16.2383, 4.11694, -0.185363, 10.2181, 2.52355, 9.71054),
-"attribute_data": 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"),
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")
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nlEB/2AdBbAT2wIo9kEBorgdBtVvrwITtj0AnyAxB6v7owIG9l0A7+Q1BZsrhwF0ejUAUrhBB8wfWwE2Lh0AfyRNBoHjVwJCzi0ATJBRBydjnwGcjm0AqAg5BzmbdwGzVmEDj/hFBWu/lwOicqECOUw5BhV7mwEdMrEBFgg5B1sPawC9rp0ASaBJB8GXEwHbqo0DKIRVBDS3XwG4hqkDleBNBPffEwMp9pkDU5xRB4lktwTSIlkAVWr9A6johwSu3nkCmQNhAc2g3wVbPmkByG7JAoBUowR/ypEAZ8s1AxKwRwWKZr0DyCfhAYnVLwUorkEB7NIFAdu9DwWZ0okD3m5pAbRJNwSb3l0BMeYNAVJ4WwZcotEAcvOhA3FBGwaA3tEBHb4tAbUFNwblgrUDAPYRAVkVfweH7pEAdV1dAAMhwwbEelUC37ApAtWFxwaQ8oUCPDBFA1KtaweeLuUDjjFJAZW5wweQgsEA2BRBAhS1twSzgukAxwAdAN3ENwQIRuUB0qfhAVJ4WwZcotEAcvOhAa50zwbuCukABMapAOn8AwTlDwkBWsgRB7fMNwd66uEDkyvBAt4QIwR5WuUBk1fNAHCgBwR7LvUCE4gBBaqrrwCBH0ECGzAtBck3nwAFC0ECpbwtBOcnnwN451ECohQ5BnRjlwIhs1ECmJQ5BA4AjwdYxuEBbT8NAzsY4wY+Xu0CGVZRALrk+wTbJuUC6tJFA3FBGwaA3tEBHb4tA0NdBwWPrs0Ag/WRA1KtaweeLuUDjjFJALFdGwdSXuUCOkFxAhS1twSzgukAxwAdATitlwW5XwUCCKNM/iDlpwXjUwECB1O4/hRQfwZ05l0CavdRA4lktwTSIlkAVWr9AG3kzwRDyj0DH7KxAVBJEwdeBjUAfrIdAT1oUwSO9mUBG1eRAWkU2weKCkEB7bZJAOac9wemWlEDmu3hAPFsOwdQQm0BBR/NAmesJwVb+mkBZFPVAcbcLwSz6mUBjsfZArJgFwS+BlkBhfv1AOWAMwXGsmEBlH/1AbQf+wGy5jUDjCQhBbAT2wIo9kEBorgdBJ+fWwJc9hkC03BRB8wfWwE2Lh0AfyRNBVq/UwIpchkDXLhZB5f8Pwf4/okDcAfpAOWAMwXGsmEBlH/1AzuEEwdJYn0B+BgpBVhYEwcA9r0AurQpBdYD1wIs/tECWNxBBSZ/xwF0prkBrSRFB83njwB07tEATbBVBkz7uwHbwp0AexxJB/VnfwKf7qkDZ/RVBt8/fwJ7MpkBpdxZBBfntwOhJn0B/UBJB6HzvwD4Qm0CBahJB4xz0wMM6lkAhyRBBPknhwAtanED3nBVBxUvfwG3PikCA+BVBVq/UwIpchkDXLhZBb13iwNpjmEAj1BVBxRPtwCP9oUACew9BZWzqwAban0AYbBBBBfntwOhJn0B/UBJB8p7YwEz2oUCfGxVB8GXEwHbqo0DKIRVBXwDfwGs5nUCl6RNBPknhwAtanED3nBVBDB7FwB2tokDnfBZB74/CwDn/o0DD/hdBdkTNwIkImUAPnRVBfirkwO+ZzUCZeg5BnRjlwIhs1ECmJQ5BaPTpwBPBr0DOERBBEhzgwCg1sEBwiBNBH8vTwC4bsUAHnRVBjJTswO9yrkAGNg9BhV7mwEdMrEBFgg5BSZ/xwF0prkBrSRFBBo7pwDRorUAIRBBBDS3XwG4hqkDleBNB/VnfwKf7qkDZ/RVBmlzFwLU9qkD2fBZBfozvwCYflkAJpQ5B4xz0wMM6lkAhyRBBTl3swBJRlkCwzg9B6v7owIG9l0A7+Q1BfoTmwHKEkUA5xxFBpanYwFxjjUCJ/BRBoHjVwJCzi0ATJBRBDEvcwGFqk0C2RxRBDIHOwBJFkUA9axVBfozvwCYflkAJpQ5BVczqwM3CkkDckg1Bkt7rwJeklkCM1AtB/MzdwAYSuUDXLRRBI13fwJX0t0Ap1RFBf0jwwPklukCe/whBvmXrwOCOxECaSQlBfirkwO+ZzUCZeg5B73LOwKipuUDebxVB4ZrCwMVtqEDGKBhB74/CwDn/o0DD/hdBMsnJwDTKtUBVLBRBZrPKwMETskAAthVBhvDOwECjskAvShdBd8rGwD18tEBfSxdBhvDOwECjskAvShdBzi3IwL4RuECDTxdB5bbGwIK1lEBqexdBBUbTwOhUiUDDixZB7whmwduIhEAURtM/tQlMwVdqjUC7DENAM+dIwUdRjEDIwHpAYnVLwUorkEB7NIFAITFqwfO9g0Ckw+8/M04PwS2XnUAeR/lAu4sQwT62nUCS+fZA/RAKwc5JmUC/8wJBpSkJwVG+lEDXEwJBE2cNwYMtoEAGGP9ADTz8wFDNjUBIBQxB2IIOwQsSoUDsC/xAlecKwWG6okAs3ANBwooKwejXsEBO3wNB26gWwZG7m0AWzOlAWW0QwTa7qECRe/pAfiQgwXtvmUAN0dZASNEUweu7p0CdUPNArrguwdqXnEBcF8FAF981wZKnk0AaQ7BAc5QOwV2NtECEMvxAQ5QJwYH3uEA3MQNBvJoUwa/wrkDiqfJADDoKwXf+tECSuANBZdcFwQO9uUDJeAZButMCwYvcukC6CglBuyoCwWArwUBVAQdBTp7+wH++tEA/Mg1B+yzswJiGzkBbjA5BWYvnwN2B0UB5Vg9B3FHswJv40EDXMg5BkI/4wE8QtEDG/Q5Bgl0AwdYto0CEEQ5BiOn1wPJSokDiERFBO+T0wCEOrkDfuBBBv+nywHYRtECvFBFBzVbuwLyWuEAz9hBBIbDiwNuQsECY4xRBGIvWwAqduED/4RZBBknWwI70tEC+lBdBOpfPwPeitUCBpxdBsCzbwFyXpkDbSBdBxLfawKiUokA60hZBoT3KwM53pkAbZxhBuCf3wEGsnEBusRBBCtDdwO2Ol0CnnBZBT2LVwHPmkkDrtxZBLEzPwPAklUAXrhdB+Hf2wNalkUAoQxBB+M/ywNkdkEA0NBFBmd3owE26kEB0TxNBiXDmwDCzjECIOBRBNrrZwCZsiUDHmBZBIljqwFyzikC3axJBp1jfwNMCiEDfQxVB20jZwJ4sh0AmOBZBQpTUwB87iEBDjxZBBWUAwSPHk0CabQtBqoAAwfr6mEClvQxBqeE5wV0XuECoVopAJEM/waYctkDcYH9ArV40wciutUCZgo5APX82wap/uUCkTpFAb7UtwdEWtUCxt6BAhmkvwWfCuEAzKaNAUMkmwUzDs0BYabFAZ0cxwQmnukDR/qVAKhQ8wYkZukCLNo1Azow7wd4+u0BI+JhAqMQpwcL6uEDYObZAJ8odwXO3t0D5Gc9AxNQSwfmitUBSVeFAIp8rweHyuEAq5blAIAY2wamKtkDMEa9AN3lBwTX3tUC8/5ZArxEgwbhatEBGT9VASD8VwWFxt0A3p+VADvwTwU58t0AMQONAWywPwT3guEDgXvNA+gMKwbAWuEB5WPFAQ5QJwYH3uEA3MQNBcVMKwa5XukB8RfdAStUIwdIdtkCpefBAH4cEwa+QvEAyCfxAbZIGwZqZvUA2p/9AyEoDwQ5Rv0AXxQJBuyoCwWArwUBVAQdBW7X5wLJKx0BkUwdBWgP1wKVKxEC6ygVB3FHswJv40EDXMg5B77zpwBmM0UCPdQxBh9XlwOR+1EDo3Q1Bmo02wXxsrUCqfIVArV40wciutUCZgo5AeD5EweiotUBmzVZAb7UtwdEWtUCxt6BAUMkmwUzDs0BYabFAc8VLwUGjsEAf6x5AcTdewZGhuEBPLLI/+ZJbwVsWo0BYm5U/QktdwbrXmECs5Jc/jrdfwfmHj0ByQKM/4slJwbetkkD8djpA+75AwRy3mkAmoV5AEyw0wWzclEAwdo5AnLg7wZEEo0DVeHNAl8I2wVlrm0A6bIVAyTI2wVSto0BLroRAf0Etwapul0D47qBAzZoywag7pEDawItA0Q0swbAApUDYP55ABGMlwduWpUDnXa9AGSEgwYBgoED0hL5A8GwcwfNVmUBrDM9AY8Qnwb08lkDgRbVAzNwWwYoWnkA9OddAyKsawR+gpkC+pMlAB/URwedFo0C7Tt9AKvwHwbh7nEDAsfVAhW8IwTaypEDW0vRAkwj+wAgXlkBbfgNB6+L/wJBhkkDkqwNB4IYFwTYqn0CmRvpAvkz9wCa9m0Db6gNBU5T2wE5Dn0BgeAdBo8IFwUWmo0DFbfpASOT9wHj/o0Bn9gNBiGPtwFD8okCXSApB4MP1wK4SqUDhvgZBlM79wEhQp0CTrQNBwufswNNvrkDEYgpBe00Iwe8dq0BkmfNA4bQCwTvjq0B/6f1AuSsLwRL/rkAByetAaHcLwQ61pEBaCO1AnkkKwdmUqUCwy+5AlHARwZ7ZrUA2k95AoKcWwbuUskAZ/9VAxNQSwfmitUBSVeFA+gMKwbAWuEB5WPFArO4IwR0fs0CLnfBAStUIwdIdtkCpefBAkNUDwcWKskAQ8/hAQ08DwXEcuUCq3flAH4cEwa+QvEAyCfxA+scAweqIskCtO/5AE2v5wN7EukArAQNBWgP1wKVKxEC6ygVB+Gj6wPv+skCZlAJBjsrlwIWozUAqGgtBqejlwGTYyUB7ZgtBmOziwOzd0EBG0QxBqKbvwE6itEAg4QhBds3mwOBPtUCH6A1BtjjewGggskDrIRJB9UrTwG1VtUARNhRBCBPpwJyCqEBmjwxBbuzawCstpECtqhJBSBPbwOONqkBvlBJBFNfWwJ4dp0B1SBNBYb7NwBngo0BhbxRBsT3NwFi1pkDFQBRBR5DBwFeKpkCOfRVBmaXAwHyBpkCc6xZByzdDweC/mECEeplA4GU+wU8mkUCkXZ9A6LVIwSHYoUBIl45A/CI4wRLCo0AyDrNA77Mcwb8+pkAe9eJAf1UhwWWzrUAZ89dArxEgwbhatEBGT9VAlso3wXNVrkBoK7JAIAY2wamKtkDMEa9AJX1DwYS/rUBs/JlAN3lBwTX3tUC8/5ZA/8ZNwWoDokAwuYRAs3BXwR3Rl0AULWdA0DRYwcSjo0CaxmpAd1VXwZsQsEDAe2pA51NuwWq5iUCJZwNADkMSwUkkmkAW+u5A26gWwZG7m0AWzOlAu4sQwT62nUCS+fZAfiQgwXtvmUAN0dZAsH8rweTHk0BDeLxAF981wZKnk0AaQ7BAROI+wekejUBxp5NA4GU+wU8mkUCkXZ9AFLI4wYqDjUC67pZAc5cpwTmOk0DwD7lANOUdwQTmlkDhRdJA8GwcwfNVmUBrDM9AY8Qnwb08lkDgRbVA2V0KwZQBmECju/hApSkJwVG+lEDXEwJBXowHwebsk0AVBwBB6+L/wJBhkkDkqwNBDTz8wFDNjUBIBQxBfpT2wJNQjEAU0ApBIljqwFyzikC3axJBvizowOmOiUB0nxBBAwXmwCJ9i0A/eQ9Bp1jfwNMCiEDfQxVBXWLdwLUKh0CGsxNBXoXZwJaFhkAzhRRB2eLZwHlohkDdrBVBjcpDwcKut0ASm4ZA3V9IwVFFuEDRD3pA6UFBwSuGtUCX93dAi8xDwf+Ot0ATRGpAl0RIwaDcuUC2K2VAeD5EweiotUBmzVZAEhpRwf0tvEB4TVlACORNwVCWvEBFXk5AiUdLwfwLu0AuGUZAd4NTwQBQv0DWkDdA5TdQwR+AvEDNoS9AiIBhweM9vkCHPME/cTdewZGhuEBPLLI/EO8uwfdBk0DfdaRAf0Etwapul0D47qBAEyw0wWzclEAwdo5ASmo/wfepkEDIHH9Aof1DwWKbj0AIkmlA4slJwbetkkD8djpAjrdfwfmHj0ByQKM/QZFiwd3qiED737g/51NuwWq5iUCJZwNAC+zwwGrgukAiNwxBzVbuwLyWuEAz9hBBrHbqwE14uUDZNg9BHd/uwBqaw0AAfgtBAuPnwMPJyEBPZQ1BqejlwGTYyUB7ZgtB5TzhwMP/uEC3KxNBygTVwASGuUDjkBVBGIvWwAqduED/4RZB5SfKwKtTuECtZhRBfXrOwLqLuUDZsBZB7/fKwIuNuUBVpxVBzkDtwJzmkUDxswpBAwXmwCJ9i0A/eQ9B/ZjbwGzdjUDL4hJBwZ7VwB+liUDNwBNBB7fdwOTllUDsFBJBp2DTwE0GiUBHQBRBmbLSwD9giEDDbhVBQEfdwOO7m0CZVRJB+5vZwKoPmEAv1hJBN8XRwFaalkBrlRNBa2rJwBb9lkCUnRRBTqLJwLKJlEDsPhRB3TTKwHUUkkCoZhRBqvvGwMbbk0Dt0RRBayDGwNlWk0BXNxZBQEfdwOO7m0CZVRJBTsvawIZJnEBvtRRBa2rJwBb9lkCUnRRBHPfJwOcImECS6RVBndjLwOxHmEBL/hZB07DHwNrLlUDgaxdBHd/uwBqaw0AAfgtBWYvnwN2B0UB5Vg9BAuPnwMPJyEBPZQ1BcRfkwG0T0kCtgQ5BmOziwOzd0EBG0QxBIbDiwNuQsECY4xRB64zcwFBtsECxZxRBtjjewGggskDrIRJBK8zNwHCMsUCCjBVB8cbJwHhFs0B6ZhRBSszNwITPsUByuRZB15vHwDlns0Cg3hZB1+jHwD+3s0DAMxdB/KfGwGlptECJRBdBSBPbwOONqkBvlBJBtvTcwGH2q0DhLBRBqw7PwDYGq0At9xVBO/DIwOZhqkBJixdB5PPcwPQUokAFRxRBbuzawCstpECtqhJBxLfawKiUokA60hZB+NnOwKkeokCZ9RVBYb7NwBngo0BhbxRBVqjIwFx6okCtexdBlEXCwGSvo0AJpxdBrvjfwEcnlEDZgRNBT2LVwHPmkkDrtxZBB7fdwOTllUDsFBJBOZvOwEQ8kUCurBZBHCfLwKrNkEDKsRVB3TTKwHUUkkCoZhRBHz3IwMjikED52hZB/ZjbwGzdjUDL4hJBmd3owE26kEB0TxNBDgLWwBZhjEB7SBVBxR7UwDxAikByhBZBkl/BwABvpkBT8RdB8GHBwBKzpEBWGRhB8R7IwF/Go0CmDRhBXYnBwIn7p0B8KhhBoT3KwM53pkAbZxhBiLvBwMVbpkA7QxhBnU3IwNoNqUBbIhhBkl/BwABvpkBT8RdBKjDBwHdzpkCLvRdBmaXAwHyBpkCc6xZBlEXCwGSvo0AJpxdBbSnGwEw3tkDlHRZBKA/HwMgWtkAstxRB5SfKwKtTuECtZhRB8cbJwHhFs0B6ZhRBCpfNwDt+tUDT8xNB3d7GwKQstkDhHhdB1+jHwD+3s0DAMxdB/KfGwGlptECJRBdBAVfNwCAos0B6RBdBLRzHwOSyt0BFUhdBOpfPwPeitUCBpxdBBknWwI70tEC+lBdBAzjHwAcatkB/bxdBIUPNwFnmt0DaUBdB3d7GwKQstkDhHhdBnrDGwDMwtkAF7BZBbSnGwEw3tkDlHRZB15vHwDlns0Cg3hZBCtrGwHM9k0CnNxdB9THHwKuPkUDMURdB71LIwGt5kUCvRxdBaaTGwLcVk0DEahdB5KfHwGZhlUD4fRdB07DHwNrLlUDgaxdBVtnNwKI8kkDuRBdBTgPNwOlJl0ASgRdBLEzPwPAklUAXrhdBndjLwOxHmEBL/hZBCtrGwHM9k0CnNxdB+KrGwNBAk0DtBBdBayDGwNlWk0BXNxZBHz3IwMjikED52hZBZ3bIwO4ukUBzMxdBVtnNwKI8kkDuRBdB+E3NwLS1kUCoMBdB71LIwGt5kUCvRxdB5hvTwFf9h0BkXxZBNrrZwCZsiUDHmBZBc6zYwEhvi0B2lBZB20jZwJ4sh0AmOBZBxR7UwDxAikByhBZBHqDUwO7ViUBDlRZBQpTUwB87iEBDjxZBLlzTwD34h0D2fhZB5hvTwFf9h0BkXxZBYzDTwHEriEDEGxZBmbLSwD9giEDDbhVBCpfNwDt+tUDT8xNB9UrTwG1VtUARNhRBN8XRwFaalkBrlRNBP8DNwJbtkkDZEhRBP7XSwJYNlEDQ1BNBrJEOwVDNmkAcLPhAv4wNwUCbmkAjePpANSEOwe1inUAOePtAnk4HwT2Pl0CsqAVBH2QGwS9akkAFbARBqJwDwRdKkEDaHAdBEbsKwS4VnkB4kQNBHswHwbSznEB/fQZBo2IEwQ94lUAZdwhB42cAwePbjkB0EApB7s0EwbG5mkCVbwlB6OUHwcI8oUAf6QZBOUr7wE4qkkA3hg1BNwv5wGdojUB+mQ1BG8kHwdMxpkDWMQdBMEv2wE5XjUDdAA9BCLX6wDcsl0DTwQ5B8nQAwQzQnUBSiQ1BCr4EwUiGpEDHaQpBHJEHwQdMq0BhVAdBvYj3wFnnlkA7/w9BTov6wGignEA0fQ9BpH4EwW3VqUDaqApBqBL6wJUxokCfCRBBGQ/qwOeojUBCShNBdUblwBi1j0BtIBRBYanmwCDTiUCDYBNB0GHewMe+jUD9yRVB9ZDawGiaiUD9nhZBqgPZwHiVhkBpGRZBLc/YwCK/hkA1JBZBXJPUwAeZhkCpQhZBjp7TwBauhkDRThZBDdTYwB5sh0CLRBZBTA7VwMjVhkAvTxZB0ODYwAs9iUDNjhZBZ0Y7wRZUs0DcM4FAxyE9wVO9tkBPpYNAZeQ3wVl7tEDTuIdAFiAiwTJ/tkC218BAZZMcwVsItkBLxMxAJmw+wbAit0C5ZZ5ALfYkwYkzuEC7j8ZA3WAmwQKptEB0T8pAEJQXwdSotUBBoNdASKwYwYdjt0DHrdlAIdAZwZFjt0BUR9xA1v0awbIYtEBGbd9AblcPwYddtkCpaehAo4YQwW5KuEB6k+pAatkRwYNduEDuCO1ABD8TwXUYtUBD/O9AwHkLwVlFt0CiX/BAjnEQwdPZtUDg7/VAeMgMwYvluEC+6fJA2FIOwdr1uEDVJvZAQ3wPwUBvtkAtd/hAIqwLwSJXuUCrifRA8GEHwcoGt0DEYfJAwCoMwR6TuUDYqftACzkNwd2lt0Ds+P1Atd0Ewc/mvUDT4ARBp0X8wJIywEBS9wJBAQn9wDKqxUCfywlB2c/swPMyykDXmQhBFxvxwHzjzEBWHQpBhSzuwFKmz0Ajkw1BgIfqwCDv0EAOLAxBTcTrwEQ+0UAnrw1BAzjmwIqfz0DaJwtBnGbnwMfE0EDzlwtBSJ3kwEuD00C76QxBGNrnwGYG1EBsow5BZ0Y7wRZUs0DcM4FAZeQ3wVl7tEDTuIdATPw5wQufrEDOzH1Az8ElwfVarUCog69AuLElwQxPn0DRbrBAkOI3wSyplECIRYdAV6Y5waMko0DcxntAoE46wSgTm0DSNn1AanM7wfF3lEDCXYBARLc/weizlEAnPnFAZnA+wW4Gm0AMV21APak9wYTmokCmsWtAGRE+wcbQq0BNMG5AJ3E/wd4tskDYLHNASJ9CwfgprkDT7VBAVRVJwTqet0D7kT5AoyNCwfWro0AK/E1AXTJHwZ1mr0B57DdAkA1DwdBnmkBB609A145EwcH6kkBhg1RAs9NGwTiopEBUtzNAGg9IwWwIm0C8KDVA8ARPwa1gkkCZaiBAMq5EwU/3kEChx49ARppBwVQOkUBWapdA2DhGwcB4mED55ZFACRdAwe0JmUARX6FAH9tAweb2okD5ZaJAJmEvwe9ipEDY98FA9gsvwQazrUDOFsFAioUnwZa4nUA9Mc1A3WAmwQKptEB0T8pAMU8mwZcfmEBwn8tA1v0awbIYtEBGbd9AY7QhwVGMpUBH49hAKWIcwULvrUAjJeJAHSkYwXZDrkBJnOtABD8TwXUYtUBD/O9AKyocwUq+n0DVMuJAAA8bwU2vmkCQtOBALGoYwePvpkAEROxAjnEQwdPZtUDg7/VASM8XwXuroED4ZetAQ3wPwUBvtkAtd/hAxj0TwQGdnEDP/vBAp/oRwXZzqEAnr/hAoUkQwbA3sEDQD/pA7W8RwQ5/okBA/PdAg/gOwd4asUBHb/xACzkNwd2lt0Ds+P1AMJENwWmltEDjyv5Azu0OwcItqUAQp/xAtd0Ewc/mvUDT4ARBucMOwaJvrUBID/1AB7oNwUxOrUC3jf9AAQn9wDKqxUCfywlBUqQGwf4ctUDoJAdBLY8DwRDqtEANEApBhSzuwFKmz0Ajkw1BsEznwIllzkC0XQ9BNVn0wMByuUCUEg9BfdvxwGjvuEB1FhBBfNffwGM0uEBCexVBN5zfwGxYtEDsVBZBb8HewAbRsECtsBVBxGn4wL15rUB5uQ9BRcL1wElRqEDtBhFB+LbawO6WqkDBxxZBnZPQwBMRqkBhoxdB8+bQwPR0pkD1GRhBw3bQwOrSokCZnRdBekL5wBDNp0CO9A9B07ncwHFfm0AfVBZB9xLewLL8k0As7xVBGwrUwEOFmUCGARdB+A7VwNshlkC/URdBtuMNwRdyrkCu0+VAKfARwc6PskC93N9A+HcOwS0ns0Ab9uZAEJQXwdSotUBBoNdAblcPwYddtkCpaehAZZMcwVsItkBLxMxAN4gbwT7bskBO2spAFiAiwTJ/tkC218BA4hQWwX1/rUCTq9RA1+QgwYwus0DGvL5AH9MawcpGrUC4QslAGMgfwa8YpkD6Kr1AWwEWwfhMp0Aj29RAEXgRwQQJqECrgN5AFAQbwbVHoUDlDMtAMGUWwbxHokCR8NVAI8kgwRmgm0AtXMBAXtQhwfj0l0DS78JAx4YbwfLYnEB2ssxAZJgXwau0mkDeNdlAVDwTwW3Xm0DKPuJArHUSwQc+n0CbUuBAm9IPwQO2nEDRpOlABvAOwQgroECrq+dAfWgOwQBFpEAJmOZAl5sLwT1mnUDgpPJAmCkLwTh3qUCMLexAXMQKwYpNoEAlrvBAuoYKwfaVpEBDje9AsX0JwYlOoECKtvJAnqcJwWB7nUAfvPNAH4MJwSrJpEAMefJAPi8KwVVHr0C9NO5AN54KwWXKs0DJwu5AwHkLwVlFt0CiX/BA8GEHwcoGt0DEYfJAlAsJwVqXr0AT5vBAjxcIwfKrrUB8w/JAaCUJwQMerEAuV/FAjIIIwY9VqEAbMvRAFOIFwd7UpkCC5vpAcJYIwT+HmUAk3vZAFxEFwfbumUDflftA5wcDwUdVlEB+BwFB2VgCwe+SnUBnUABBQYcCwRxAokDnawBB36T9wIwOoEANFQRBCXD3wC1IlUB8fAZBE6T5wHoHkUClagZBuE72wFFwmkCfLwdB5M3xwJuTnkB29QhBId/ywIcTj0CgowhBW9XvwGIZmEBCcQlBsJnuwEh8nUDb6QlBCwHvwEUIjkAvfwpBRffkwMHhjUBkrA9B27PiwHvNikCgghBBq8fbwJ5OiUBAehJBLpXhwCVMj0BGNxFBHUfbwKi7i0ClfRJByrLYwARLiEDRUhNBqEvYwLmEikCQQRNBejnYwP2zjEC/rhNBA8zTwEIuh0AQKRRBfEzTwLrZikDqfxRBHwIawQSXmEALht5AAA8bwU2vmkCQtOBAqJgVwZOZmUAWk+dAxj0TwQGdnEDP/vBASMsYwdR/mEBR69tAePAkwaLGlUDtPMlAMU8mwZcfmEBwn8tAG3gjwZRflUAScMZAXtQhwfj0l0DS78JAZJgXwau0mkDeNdlAVDwTwW3Xm0DKPuJAdQARwYtSmkD6VOxAm9IPwQO2nEDRpOlArJEOwVDNmkAcLPhAhjANwTrMmkD+evVAl5sLwT1mnUDgpPJAv4wNwUCbmkAjePpAnqcJwWB7nUAfvPNAcJYIwT+HmUAk3vZAH2QGwS9akkAFbARBYAYFwSNhkUBjdwJB5wcDwUdVlEB+BwFBGBkCwUtCj0DXJQVBqJwDwRdKkEDaHAdBE6T5wHoHkUClagZB42cAwePbjkB0EApBqAf6wOrojEDPkwlBId/ywIcTj0CgowhBNwv5wGdojUB+mQ1BCwHvwEUIjkAvfwpBsPbywFXgi0A/ggxBMEv2wE5XjUDdAA9BYanmwCDTiUCDYBNB26DkwI2ziEDaqhFB27PiwHvNikCgghBBq8fbwJ5OiUBAehJByrLYwARLiEDRUhNBEH7YwHE3hkA9vRVBqgPZwHiVhkBpGRZBrHnUwJEqhkDI4RVBA8zTwEIuh0AQKRRBLc/YwCK/hkA1JBZBu0hIwVZSkUCVHYdA7sNJwSB/mEDgMYlAl+RGwQ/3oUDoIJNACaJOwT0Ej0DAlnZAtWlKwSO7oUBTV4pA7GBQwTJvl0BvgXtAr1ZVwRgVjkA56mFASSRRwadLokAYNn5ACItUwdh1uEBwu2RAPGpOwchft0D+6XZAUJJQwW6frkBKKn1AVBtIwcyhs0A2QodAivBJwQUirEBa5olAWGdEwZnXtEC95I9AeWhGwav6rEAGrZJAJmw+wbAit0C5ZZ5AAHNAwXeMrkD6mKFAu0hIwVZSkUCVHYdAT+9FwQ/HjUDOmINADBVCwes3jUAaBoxAMq5EwU/3kEChx49ARppBwVQOkUBWapdAXnM/wRzGjUARnIdALyQ8wYCljUDIHY9Auo07weEEjUBQmZtAfkY9wSmCkEBWrYNACNg5wYOCkEBH54pAkOI3wSyplECIRYdAanM7wfF3lEDCXYBAyH5DwcM8jkDc5H5AWGtBwUDPkEC1ZHdARLc/weizlEAnPnFA145EwcH6kkBhg1RA7I9GwYpnjkBbv1tADQFJwXxji0BvkGRAGN9LwXrbikD0T25ACaJOwT0Ej0DAlnZA8ARPwa1gkkCZaiBAmc9OwSfyiUBdXk1AxxpSwbFTiUBSn1hAr1ZVwRgVjkA56mFAfoNRwShtjEAbWipAJ3E/wd4tskDYLHNA5lJDwVpOt0A0fX1AVRVJwTqet0D7kT5ACItUwdh1uEBwu2RA0hBLwRWEuUALo25APGpOwchft0D+6XZA6q5FwY0Gt0BMvoJAVBtIwcyhs0A2QodADEA/waOquEDAX4ZAZMVBwVdiuEDOuopAWGdEwZnXtEC95I9AfdvxwGjvuEB1FhBBJ4/twIL+uUDi0Q1BNVn0wMByuUCUEg9BkhDuwM+XuUDyLApBF5LqwHUDuUBMKwxBBKTnwMOouEBWzw1BojrcwLDdt0Ag4BJBfNffwGM0uEBCexVBCeDMwKGEuUAduxZBQIvNwCUKuUB0GhdBf3bHwKxLuECq1RRBixXIwL7JuEAr6RZBCz/NwJ/LuEA4LRdBDwfHwPbJt0DDRxdByWXtwGGBtECcKQpBF5LqwHUDuUBMKwxBkhDuwM+XuUDyLApBH7nvwFIWrkAVAAlBA8H0wJBorUDOfQZBmzfwwIPqqEBrBAlBRP3swBGqqEA1XQpBBKTnwMOouEBWzw1BBgjbwBw4skD6FBNBgGnbwB0ZtUBdyBJBojrcwLDdt0Ag4BJBUfXWwIcCpEBniRNBNv7NwOyIqUCPbRRBE2fIwKqhqUDZ3RRBFTDIwOZoo0Cm3xRBxarBwPE+pED4iBVBgdvBwJLMqECRoxVBoGXZwBTkmkCdLhNB07ncwHFfm0AfVBZBaoXSwFhamkCMbxVBGwrUwEOFmUCGARdBptrMwOYFmEAgMxRB0oDNwEaxmECo8BZBkdXGwC8MlkBiCBVBJGDHwOMklkCjHxdBpV7MwK+al0DtaRdBgJzGwBDIlEDQcRdB82fawN1BlUD57RJBoGXZwBTkmkCdLhNBptrMwOYFmEAgMxRB/xPNwFh6lUBMyRNB6IXHwHewkUDvyxRBkdXGwC8MlkBiCBVBaNf1wG0EpECTUgdBo+UFwR65qEClnvpAZR4FwZxjrED8gPlAp0X8wJIywEBS9wJB2c/swPMyykDXmQhBAzjmwIqfz0DaJwtBY/v/wEqaqECVMQ5BTR//wMc1rkCNGg5BxjAHwahnsEAcWAdBLMEKweUxrEBBAARBUeUKwY90p0CgCwRByagNwar9qED6o/9AJ4gNwQaXpECjcv9A2XgOwfAPpUD92PxAsEznwIllzkC0XQ9BGNrnwGYG1EBsow5Bb8HewAbRsECtsBVBNv7NwOyIqUCPbRRB+LbawO6WqkDBxxZBnZPQwBMRqkBhoxdBE2fIwKqhqUDZ3RRB79DIwG+bqkCtMBZBw07HwGE/qkDFlRdB2APIwNfGqUBh9RdBgdvBwJLMqECRoxVBGXjCwNUuqUDAwhdBornHwPyAqUDBBxhBmXLBwGQSqEASIBhBw3bQwOrSokCZnRdBUfXWwIcCpEBniRNBxpTIwPpPokDpNhZBFTDIwOZoo0Cm3xRBXfzGwL2kokCqjBdBzq3HwDgao0AY9BdBxarBwPE+pED4iBVBMnnHwCtdo0Cm/BdB0T/BwD2epEAmEhhBncvtwEnrk0Cgkw9B9xLewLL8k0As7xVB82fawN1BlUD57RJBNBvUwMFBkkCrJhVB7/fMwBX/kEAuvRZBSI3NwK+DkUB6JhdB6IXHwHewkUDvyxRBEhXHwGR1kUAHShdBLpXhwCVMj0BGNxFBKkDjwFKOkEACqxJBdUblwBi1j0BtIBRBH9zcwLayjkBBUhRBejnYwP2zjEC/rhNB0GHewMe+jUD9yRVBfEzTwLrZikDqfxRBp9jTwM2YikADRxZBOqjXwMNjjEARMRZBkPnYwMTOjEBYKhZB+iDYwJi5i0DWhBZBhy/TwHtmiUBphBZBncvtwEnrk0Cgkw9BBgjbwBw4skD6FBNBiELMwBIQskAfxxZBYt/MwImEskBZLRdB+QrHwCrWs0BZyRRBU6/MwA7KskDhNBdBZQ/BwE9ipkBkEBhBGXzCwO5VpEDiEBhB0T/BwD2epEAmEhhBZQ/BwE9ipkBkEBhBwCPBwGZepkA5JhhBmXLBwGQSqEASIBhBClrBwGJapkAONxhBAhnDwLmCpED6HBhBornHwPyAqUDBBxhB2APIwNfGqUBh9RdB1NXCwFRfpkBeShhBmqPHwAo0pEBGFRhB7DnDwOU8qECFMRhBABXIwMVvpkCOSBhBF8rHwKeVqEA+KRhBqR3JwC9zpkBYVBhBzq3HwDgao0AY9BdBMnnHwCtdo0Cm/BdBGXjCwNUuqUDAwhdBf3bHwKxLuECq1RRB+QrHwCrWs0BZyRRBxo/GwHEntkBpPRdB59nHwMsOtEB3RBdBxo/GwHEntkBpPRdBhqPGwO4jtkDgUhdBDwfHwPbJt0DDRxdBetjGwNcdtkB8YxdB0HXIwM8xtED1TxdBDMrNwHtTuEDQSBdBCz/NwJ/LuEA4LRdBQIvNwCUKuUB0GhdBjUzIwHsMtkC+dhdB4+PMwNabs0CGShdBAsfIwJbYt0DUWBdBS3DNwPTItUAkdhdBU6/MwA7KskDhNBdBYt/MwImEskBZLRdBlXPOwLS8tUDtgRdBixXIwL7JuEAr6RZBz4/GwP0Yk0ByVRdBEhXHwGR1kUAHShdBz4/GwP0Yk0ByVRdBgJzGwBDIlEDQcRdBk9nGwBwbk0BOexdBLDfHwHgwk0CVhxdBU+HIwL/FkUBYVRdB7kXIwEtzk0CVjxdBQUrIwLBVlUCbhRdBpV7MwK+al0DtaRdB3E3NwKm3lECZkhdBApzMwPm3lkDcgxdBwUvOwGb1lEAVnxdB1k3NwD2HkkA4TxdBSI3NwK+DkUB6JhdBJGDHwOMklkCjHxdB1k3NwD2HkkA4TxdBU+HIwL/FkUBYVRdB7kXIwEtzk0CVjxdB3E3NwKm3lECZkhdBa1rTwAEgiEBjRhZB9ZDawGiaiUD9nhZB+iDYwJi5i0DWhBZBOqjXwMNjjEARMRZBp9jTwM2YikADRxZBa1rTwAEgiEBjRhZBrHnUwJEqhkDI4RVBAhbUwC3jiUC7kBZBhy/TwHtmiUBphBZBKlLYwFv0ikB4kxZB0ODYwAs9iUDNjhZBDdTYwB5sh0CLRBZBnazTwDcHiEAgiRZBTA7VwMjVhkAvTxZBXJPUwAeZhkCpQhZBjp7TwBauhkDRThZBOC7TwPX2h0A/cRZB/xPNwFh6lUBMyRNBck3nwAFC0ECpbwtBSJ3kwEuD00C76QxBGl7kwOVB00AE4AxBnGbnwMfE0EDzlwtBYbKC5glNr8/h+Xe6rHhg+mzJ/9RuVvvZxOLRx3RmXehn0KAwycRB7WPmCjusqlP1tciQKu7MsutbvgH8A2Ab13PgsxwXsgH0jNCzGGnBA/X5xQACn8bX9BXqvO+GiGXvZ+IM8wJ6pe0KyFruwGUs2zzHm//qarXdZ8iCAB7Br/fSxLLoRF0j2KEx/gZJu8D6fskV8/hkFtz/yMrsF19p2jsuigBatGD7FTne3aJi/M3OToFYM7y3j3Vcm1CNxSaTZ9CgMJnFK++M0LMYp8ZS7BJTO0xryVSTHXcZGNfyEp5hpDkXl+pC5LXIkCotzYzsVGRFOljaz5fvWVdOnccpk2BcTLJ4yN4TYbKC5p7gj2Zsyf/Ua8yKbFudpOob7+tiXXO/3g3taBzpZIrGA9ugF8lZQ7M2yRIT/8jK7F3QXme1TYbE8dq6FI5S+NtP77EaFTne3TXyLCNMRFqmI74tCx4thH0SfOQB2COSm76gCg5CePFLTW1mIOl15rJdvVMGdVybUDBcpSLOToFYzl3tHdFOE2QMZ/EW71lXTkBazSPIQnOFdIr9AUBPdp+BsrgMyVlDszXJlBJgXEyyEMj0EDE0B41nlxcG6DxiVSVWAxy1TYbEkNOzG1Mt/URJTrsagy96iNCPBwRtPgc+jEj5JI08Ir70w8AbZH0CstW8bQgCL8RIEU97GmB/5LPgvUcISE2myMTV+hzYI5KbaaDi8YzQsxhjNdr1Z+IM8yKjguASUztMeivg385OgVgUMoTjc+CzHH3BbOD5xQACGdgn5EJ48UtM0r6amj4YKTb18JpuP3BZ6cBNijpDcDu+3fiTwH6cTVLUNZzYI5KboMe7BRXqvO+vwmpgZ+IM8zPDzWRbvgH8D97/YW0+Bz7h3DiTHi2EfZk1Kg3pdeayUc/sGGfIggDS1BfmPDrcK1j0dZpNPNdbc78ziV05Ybw/2aQRgHl1tHTSaRotOUvPpe5IGJA3+pyquB0GCsha7lTU1GICL8RIsdclkIMveohhPbMIjTwivunZJxKhMf4GMt7N31Q00A+V4evjPMeb/wfVjWaNPRjShu/eGIo6sJ+TulwHrTAKZ6W2zYS1LP41beI+mdLEsuhd0wdmUy39RHvdMZHoPGJVr8cmizE0B435P0YHZH0CshzSwho7LooA69T/4aMtrw7h2aDlYH/ks4HVYRx+yRXz3dFYZj8wl2PwvM2FWCqZM7znnppITabI695OFTTOuPusw6Rx6E5c3nr0lxstwcz9s+P3WrxFoKn9wQsMPDrcK0Y0JR6KOrCfuq5/D409GNKIuzXZTTzXW6xbQRmNPRjSFa4h120+Bz4ANIvmPDrcK5gweOqNPCK+GrST3DzHm/9ejoTfTTzXW+VR0OlnyIIAOT4694o6sJ/xqTXtXTlhvAzAVhuAeXW0d8DwCDpDcDueR0snwH6cTaFvSh6aPhgpDDC2H5A3+pxAqz4OLTlLzwm5aNtuP3BZiFneGpA3+pwrqOLvbj9wWdNLZehbvgH8pJcs2PnFAAKrOb/1LTlLz3esTdk6Q3A7XC+F5Zo+GCltLKfpXTlhvDSyDN61LP41I0OtGLxFoKnYuyYT6E5c3j/GP9GtMApnMmYTErUs/jWHPjnu6E5c3i6zaM8CL8RIEkYr6khNpshVu8fTVDTQD005APKhMf4GAkME+K0wCmeHZrvtLcHM/bGeFdi8RaCpZbRN4n7JFfNtjhTdNM64++2W/d5YKpkzv0R2GUxEWqbVt2oSjlL421LFlNA/MJdjfWSaFBU53t2YpYvYTERaplSxCuM/MJdjpGPr6zsuigD8S5b7oy2vDj9BBvRYKpkzwUA771Mt/USKRbvqtU2GxBe8NNSOUvjbSLZnzul15rKQQrkEwH6cTYeIDRyAeXW05j8aB0J48UsPglockuZ3zqloveoBzfzUVliz2+bi9MBtZq7oycfW3ERX7Ng75/TGWmlk63fOYt2WW0DczOZH0ddo0upL5Cotj62K9MbGchqbzpPtY+dqOk+pw/UwzYQircgk7uLnYS+NqPn1KfabQW+S1vuOtzIl7dtz54TQjS7axFntQvkEI16LGP5RxtETis2Z7zjtLMqYbZnv8tEjB7i0d/w8+SHcRnf1+PXFGeSHWj3YsPwK6VZ8m/z0xoTpC2B22UvHxg5DyZHzY8dT9cJpX9ws9dUloZNb+37GgRlKzvPujrcyJVDcYuiSqkYTieZh5TDNhCL3yH/sA2E8Rc3Q15XoXIA9Udf5lp9n7FtOwLGXQXyWGTby653GxnIa98+46bVk1BEd+gOgGFZ7SFTNyJNqo2ILr+sE5E6ywzr54L7mhNCNLnrFXu+GQlBrb2yZEehcgD00UZ4rlT+IjaKYyAUDYTxFQVZUKBpN7ZdQqPkJUE0AqhO/PxD1S3Kug8MhEpZcCLvH0LkUPTIug9yGBQEYVntI4lV/Jnw5DoNPhuEA90Q+gyiGtwCuSgKGM4suAvFVe01wWBcktDrZhXOLVAKbRW5VxlcUHo1rqEq/YXwkE1T6rIfC+hAFa8RPeGZZIRg7In6afLABYEzRqEe98RCALUh/13sUAS9ORJkyqn0Ks006i3iUvgSfZ+xbpW7lGTpxN9356xUcYGWD3/nsYBwBzfzUysgibVBNAKpTv58PllwIu8bQ5xT1S3KuacSeEFOJWuis/ewgycfW3CnO4WrnYiPfpuxDHE6i+vR87Idjd85i3dfHAmxvabDenuxBHIUPsjR7ZPv5Feq876+kB+Jz4LMcHcKh36Brveyi9Zge9MaE6QDSAGaw/ArpsOYIwRNU+qyGwv8Qm0VuVSjDVYyNa6hKl84QmL5XjxW6/IWgfsaBGeLQIehRxtETxdJg5vE9ngp/8SrXhQ+yNBz+nd6ALUh/yzkvjAVrxE/TykKYHjryDdb1D9XkdeYLkPnMn0vHxg4D1aHjY8dT9QTZC2BgTNGofb4QDvLRIwej2X/b8VV7TVfIupL1xRnk+NAdaB468g1dM4Dw8T2eCj4wAvA6R8Zq5GsdEqNOmmdnaY0UREq4TbFXQSN8PiZm1WgfFeRFIpVSpOYIpkxEY3tmaheUWDWtzcKFEAdIXZxvrp8Lu0FflbKkCQnfQ+FuFW/5DslC4ooilJEELlOOXZhiMRtac+Q4fVOLLb5QcqXrubEOfXY6uDXLQBCSZw61ZsqGEcVPB2uxaysSqGsXQ2hYDynuT52UeKO7CKlFjajxuo0SrUyElFWjkghAPZWEDYmaARVJjlLBVekfvFxRTRFcSiQXTs6GhIx7AmRCc32Ke4cCtE2lehZ5YwX1SPF9yntCAt1Ne4RHiIUB9mIpqhC9pAuuO2OHPY7/AoxYsbKfyCISi1InddxzVgpSb1ysc7khB59cj02LWzAkAz9AhFyIagFdUEB+6HstAlZCx4ASfV4ArlH4T/RXhiJ5USOBu3x4AC5rfq7Fvr0J62m0TiFmACJKaJ99SHqZA4bO/97tW0rc8ucQz7Bpq+vh57nPl2mb69D9psYDfLX9Ner1MjWl4vZYzufe7Fsz3AX83bqdelP8t+fs0GtpdesIzvApzseP7fjH5CqUzWjrbui5LcKnK/bO+9THGXrK+4vk4MpjZ3fp3Prfvmx5J/s3xsAdlM9C7PTkQTaorN30RMdCJovOwetfqbAf9uZg5QjO8CnQx6Lt6aQkD4/qSOSblrwzk/yMoBNzjCHg7JGcWnPkOLLcL5moaxdDmNTVmBmYDjy29yWfd4GBQVzXUZcJps8eB+lJ5C49DieS8TGe9W1MHqzuBp2/docZ/PHfnaSh3Bsx7Nnj+MfkKvbNluxESrhNUMjlkTfGwB32z3/qQV0SLQ7kSJpEx0Imjc7T6xV00Rfd8heeiqTtE57qRuRFq2fwPuYsZYbO/94AyLVr6aSW9uDq7WNcnzPs7e0pY+pm1dir6DMbil2gxDTZCxeUWDWt5sKYEdxs6tv06tAbfXY6uOXPghVWjFXKWuwcHJJnDrU9zC4VbMCAyGXYcm3XgubkUvRRHvZiKarpwUcUKYCL4gzwCR1Sb1ysS8rHGRS8c/3d5ddaGu4Z0D1uHfBswIDIC00+2Eb0S8dhczj1T/FvNEOaxvni6lAqA6Rg98XybBgelnT7Wf6EKw58g/9a+5AlLoh7/iLIbhLRybPy4f03Jfh8+/92y7EGWr46+ev6qNqiebf6yfIh40JzzfPPyEIN7cWg9b/2ktxFddP2FLxz/VpZ4NQc/KzaQHqv+6wNxr4X9wqZ8UwpHoT2ZJ92y7EGatnK3t96xOql9F8eLmt+rlfJ8he6ZGkVF/b6ns/IQg3I1DfjVGyo4ZruzBwjNcz0A/UjUqRlHB5r7uScWRveyw6Wc+kuPQ4nWS2+6pFbQuQz89Qdq3Fl5RzxdB1MdsLsl/WjHokGykKf/7YcrlH4TxrGoJDF8mwYsc+sz/leqxIN/KGg62m0TlPLJ5giyG4SSdKM5Xps0RyD7z6dRhm1wx/53RnJ8iHjL9F0tHl6cfLl+JIfjFixspbIFRN8XOkYvfXsnqJaCRwR8wmen1yPTa7IS5Rvh0XisvcpH2iNvdoS+tofRhm1w62xGezoPGJV5zII6zE0B41KQMr4oX+WBUD9vKC8XFFN+8i2lBVJjlITxRKOqUWNqMTAnQtZG97LE+GZGw+BYRXs9emeVxzNCZNSH/UjNcz0/ZuX3KZntH57e38CkmgY39fsUhzgNQz6p9w7Yp8TM+uej2rv4DUM+kySFN8DHw0IIk9N9PMJnx4Bbe36bgQjHm12FP1wbuve9uxYHBhdjcNL2NAWW6Kt+a7semNYzufeJsjCa4yfiO/47SVj9t7T0JVju+XC2UbUhGCG4jnhGcddZWbnUsIVz5dPutd88EC7aXCI8i3GBdlAVFbYXPBFxThwIfI2+Fu8Dnfb+Ov04D6AlFT7lc8e2jJb1dxt/NXLQ3o5/L7PItwAXOnc/Prow2F5I/uL55/ROWlR6/nOuN0AXITc/uleO5elu/Zt1bIu0b+o7/jmeDTeqZ71SOpHOCal3vay2d0t8boF8WnfGy71s9Py1sWCL5vO0ekg518ni6nE9cz3hSdejkT9NxSHBG2Vuv/n0lwud8Jl7ubozCfkpqD2bfzWzE56NPz6/1nWvX6Q/7r0eimvlNn6pe4HI9+dI/kRwvkUAdJf7uPCNusEXEXX2sRRDd/MPvEJ/pTu1IQb/NMADQRpmorzYv87GYR9Tf9PxFbyHGNo2Xv+lv0Zel78LPfY1EJ1Q/fR+S3nLnht+XPDXu7jXerXG/hw+c93O/h78GTR42/j8Z3wQteMcPXxc8pFDerCZ/dX9jbXOnWk9hoSnv+AX+3o0cZB35JXctj6xrbh1liQ2KfcnvuWYWHjeuxn/61i2OmL497QlGam6H3pCtGWarHse2mAOmza3ZdraUw6ltrpl5BV/lGawwaS5GPFObva8pcLUCZTP8IikXNdfDrR2bmXiVCcVYO/ppCEbiMZ0vHUnUR9gxq18cyd46IWFp3rAuRZbeQbHvBlnXltoSAw7aac6lwXSODN15R/pv0OgOmQ5CjL9yLuyhnsGshvLOnNzOwt0GomrsXR7dyq4xgg5nrlMHCUJMbqCJzKp1saMejq5IV03UMr1cuYbdWyLt2/5u8ej5YiFP7joB9juGPqszCSkW4+OXbcEprmkA4fTv0934KT+yUK/gjf1sWCL87QVO2Vl2g4GvrHn09jRV5iu2uV59JcLsbCsO8im8ZCZPd+n/+AQBXj9cmeQ008alRrqRKQVf5R2lvNIdFNBU2GV9ojC1AmU4tb8yCJUJxVzl20H2lHemPBZiMX+FjaS5tYBSXFPviD1odHAdhLvp1EsBkMAlYDsdXGJhITUmGu78OiEetAc5rfq+wK0lHfrFDCNxHZQSmCN4RTADlLvJUopSEJ+EEegh+ERgD7TMurycBVEfY7zoHLgzIArDcmgqOEcwATO3yE9IiVAehFn5hWqTsK2Fc9ut3PzxTPVy+/QtQfFtJNsKPItx8OTz9JijaTTwQMSRqXKKepCXlVGZiDqAcK6z0pf8B8MAHDS/2OwZpYBodgVa92xIIPkkBjfqF8oQHEQ5p6DXk0BYxHqX/zfAMB7kFvdzx29ge5Rq2FuooOAkZEXoN3hvsAcEx0kBSd6gZATn2USKOhCOU8joDXfHkAj0jClTelIwkOUnCd4a8MDDtCH3U8dPAJZkW+lMCjvwjcOyiLvZTPBKpFy3IucvEL8U+1W5dhNhzqXBdIB1fuJoV03UOkZuolO1MFe4J5IQUfY7hjEnP+FGBJA42Rl4UF7VPcY4ZmOxeRbj45blN3LSBJxYwrl3MFpEbIdch0fwlPY0Ve8W+3GDREbIpNk2EEhkJkf618JwFEQYamBri1EY4jMW/rbHsKSzwufqx8rAEnPyh+m3zEAfxbd6tDwOYN9nGSgVt5MgJtOlmB/nwCAJ5kX66hwW0Ml185T+ZfEiMbYZOALH3JACJ1xbBDvR0IpWyUf998hwHbP4p7CXo+BNQDvHFjew0CZ+fWxnlpg+s2zrzYG1oo3Pj7O7uOekT8i/wYxdl6jPwG/VXAbXse/R7nzTGlqav1LdBqJp/Fme4T6EExSagL9ijL9yLHynjtWecHO12pvfUayG8sT81N6+37gMcxeun7hOd41DVpOusx+1jNU3kT+2rmuyiRqnr1U8tF2BJYvdo8quHu5ubzZJXPHtpixtJswtlG1PW602++zyLcaMaebEynGfU46Vdk+c643V/HHmzrn//tqe06YzbOvNisx8RsZWp/3ojsOhzvZjvhI+6gHMJpz+Ga7sQc2Fc9uvvPUhTPVy+/btSkFfOOgMv78JodUsIVz5PU3mwzjLPTrvNEHodgVa/9xaoTLcYF2ZTPqmvFgqnogvbwHtHGQd9EzzhqUIcj5LP4Yh/ZYMOp+MDHE/rGtuF2z5dpBYhb31n2iB4ih6PdTvQlHoikOOyb6thjjqFVGVnsz+OHn/IDhe4r46BgfzYq3ZGYNFjFL+LhsZndZi0PNvxXoNFNBU3VyFuSGKC2BBTuZ+PVaDoR4viUn5Ng8ixE5HOao25zExv1rp6/YXQw0uGzmVxjwTdR3FiY+FjaSwrKr5NMWGrCL9eGFvtMy6tswfUP0lHfrHHCpxDXY43Df9jfFshW7MNp2NgWE1JhrhDEIRECVgOx1sYiErtgG8Wy2S8XU8tF2IjKUWz1aKkOoPtuoBHC+RR81afmH3L1CG79xKDjN+reNv/fXRA4I97r+aIiREGGps2+kAuMe9oEbf3NoL6DogsI/ueg2sRRDYHVheUPcExO281zmVqiRANG7LDkWXRYG8nwkJ3FPEOKMpNoBNlgw6n9vLoLQVw9Ss1Y4CVXXad2BXVOCXFnKK7Nv5EKATs4f658IwFtEPmZE5uWCM1b1U+eXfgi6mBvfUJ7PQNeb6F8RXS/BlNgbVDGX3Yiv2F1fS97QgOJdfKys7+bCPk+34SGiboBzBFZmrCeDAnNW9VPY8b1kxllNBYk9Z2eU2BtUJbGzpQQW28miOhwm1ZGKReL+qjevC6ZGJP1/KvjN+retKQp2TcUhwSkXP72EDgj3vCkDtlAFyw5lVhg9o4jMW/vVPL148I263HVjWXNctDlaPGIHfxbd6uWwcMSO3XY5iDyxR2LaiqwGspuF7ZXXPgc8NtjvjWI1Zf85xulMcLxZfqxT8Mlg9Jh5bUel185T73HVpUschoMF/r7n5h5cAv6+emfNly5AmXurOPZehLqP/RGHp5kX65ixlYVT8RW8h7XrmP7fDHvOfcEHyJ1xbDTzgEaEl8n/qPv6WKNOa7Y1/2vHJSF/eRL9wsfc8Ne7n7VzWVxZyiudsesFjyn1u3k6IxkWYRG5Rn2rh6JdfKy99G7G8tIYeRf/WZiQVw9StHLqZRzykUNJNTG4nhTDSSx7G+caSvPFlX6H64VL8d6kXtBBa8WzeyykTXttBZr+ZiQu+0eFNoZ/1wY93v+lv15gXr+hQTA95mFE/vxGuwFXlR59RUvx3rzeNP7kQETV5x9p/7UA7xxunvx/I05rtiwqFfY6giPbVt22AXwPyV6u3iEBQ9wTE61Z2ohi2oqsN/Bjgs5fa6D1nsyAH8xnHcreOIHpTHC8c+aMN7DJYPSl5zV4vYTq/a7jq7vOxdbGIVYBvbTAA0E64uZ+gn+lO4tomLrRAE694uCJv4qEpQBOGJA+X8xnHcgbzP5nQYeVAZ0kfzqCI9tvHNs+741iNWNp0DaqzGDiEiOHgVmHyfzDZdy51jcVv6KmZnk4w29xKyLcPNNFH8PqV3B97wumRh0Pf3x7uGe/0GVw+gxFC4KwF209xv4cPl7iSX3VkYpF4wl2uqrMYOIq5FY8KgQOLN9jb3wzBFZmiaPiO/LSGHkuayX0S3BzP1xXbDX7uGe/2BmKuc0zrj7pWNC3ljcVv5CXbLh1SWnhdmHdAQaEp7/wogr82gOMgenZtz5p9ye+3mWRuVpK88WCEKo89wAYgI6enz9euxn/3uLTfF8Eubn8I/n79Ulp4Wsi7fykxEftB6OA/BtEPmZtY3u7zl9roPndS8D9nGSgat5DgJeb6F822WzDGB/5LMcQfwIZH0CsppCUQiTuP/ddE1w0mDAec9VTvjWVeOHx6Fmw+ib4CjLx2Tp5sfBSdMyUPjWMsPj1iNSLde67VzBWG418CLsFMfnbODu7eArzuhkCOcBxi7ZbFQ+2DbqaMtfa17tB/exwt11qfd36LzLFWoe7EjGC9ljVGLY6/4gv7V8qf5ayMfZZlZG2Vfu5816blrw1fF2z/9wAfMi/XzDZXsk/Uj6TD76iuH9h/Q0z5dzPvU289PRJHIP9Nj6eTrGiTz+8/240Vd8pf258w7YD3Nx9FTJlQ2DxaP1I8ep3oVXmdjOyQ0KrcNB9ovyiu4SbWTxfr9s9eVbVNZyyTb6uF9C2zPXC/2bWaLetySc9EVWg9t43337jGXh5a3e4PrOXI3iN+3U/w1jROrpW2tRrcT3kj9pxjow2s2XolvFUUzE5ZIrXe4/RNVZlilcrkLM0sCVKMkiKLjMcuyvqE8R7Of+5DLPGCTSxjztrVuuRQ3QKZWdbb0i2etPnHmrbBXS5ZDlGc9BKL7Gvu0PXSdI083alA1xEiV/6vWbaqlvGhPnO+URz18rvcYB7gJt/0Vn0leYztEwLtzD9u5afJ0b/fCSnTmpNh4U50HletReMiTBOfAYiC0g+vYWn3JY8GMlsAGQ1a6HI/Pib+bg0ggx6MLR75G/UinX1d3qGGfYUbDHJpe/zOIuk8me7uxkeWFRutaWPpjaOjn5qp8/z6cvI8eu7x2a8UD59WaeEbAJOGbi/+VUY0BcSbw8lFqDSkRo2LmY4XCUOzfaTphVv+QP6tWF6ulba1G8XDQiolvFUQtdAiLjTQxpdGqGEwFExGx4bZIQAkTtlvGmmgl5VjSt0MLAEPxBUYKEhGQAFUy2lpOmgQlyVw+tpsKTEGFSJq60w4wRR0e1mdeqpApMOgiDPobXALJG7mYoac4U1lNMT+hZICNOQbVlbGh9FWhSNkpOVnolETU4g82GBgEuRP5k42cMFuhDr5ourAQLHU9nrsLD5BHcN2qDEIcWAfdGR5v7rDcLMFLPrmTEwhHKzGjVSFiT20DNe9WeWMvbMOf4xlJpXOvE52PKommr6138BL/Veon85vw6xxx70vwr6EovJagR9s7nE9F7aYTrMs8YJJ7GkO7Nzqvdz1ts3BnPQSjAxgXuSf5Uw6N8P/715Zo0Rqs69dvlFzVqqzH1Ec9fK7PGx+2e5n7NvWjL6iDPNds9W5bcNvuuwap5Z/vO0TAuucNt7n/lEc7pZwXqetReMo7A0u4+0xXYNF3O3kb8LMlaei380O4ZNkWevfg36hHQQWs+7TDzqTxal5D64NIIMUrCNu6Z6248PqNa99L708Imeu/7kb9SKQ/VFelh/Rs/JYV0/3v850Umh+D+v8ziLnrIAezi5/0ykqjw9RznCS+oqZ71P8+nL/bFvewbFZj0yn9Q9DbCuheB0njtpcOtFHHQtu6gxjkVTc3W7y/+797te339p7+r8v5ccNbR8gkqupdB+lr3Oygmjx/91MayC8PI6/MFxDkGZsml9F//M/H1e+b9o8Ev+YxkLNmT92sqTI+p/NDGJgRbw8/3BMTE6mJcx9elOnICXMQ7+ID5E+/kdw75EUUuc4VynQtsUU5dh2JLG0hRYl2ZYj4brVuuRW1VBSgPXSdIIFfnJilcrkLXU2Ip2E+XWVVgdB0rXe4/hlKcKpxDOHLDcVoM1lB2VxJfsR63QgNxzHBJDdE9CIhSj0UDa0HNigiUiwR4Q+yKL5SVBKlGk5hCqTkK2Eeal+Gn3AnuTV6oTL2XDy9YnLwF0nQVtE39pYm62A5vV/S3ts01FCZX4raxzOUTPk7potW23A3+Viu45c1JFHtOIaRTuEIOakirlommfgl8aR+4rM3OEsA+qYrak4YEhlNwoMuzJA1RQQeQnZzRBlZQsZKBoNQH42Thpb65mw2fP0WIr49fA0w/Rny8eo0DJVmCZWVmbxYCbf9FAlxWJ3JY8GMpaBwXlEkWidiQygPETYCVzqQcCa1Dvo6DmkYGV0C+iviTfwSHPDmA4nyfAL5rCrWOyX0QYFCilnWmlQnuZBeyVceUEO9BxHwkeygDMkQrd+F1QAh9Q6l7FXo5BCJLSokmkdEDmF+8rGnBRQ4CSYF5yXdWBpxNmIAgfOEAvWFUrBPAtwxSRRt/Q30sAYtGOIIQhBsAY1nfro/EgxCCSm552XdtBp9jqqVrtu8I5mVVpTO1WQgHW/5LlFn+JDRVA3SqcmEL3WzOqRC42QexWV92UHVaCQNdY0sXWk0lwVcHp4y7kA2mSPdYylweHX+oiPE56JtkIM812/DGl2zWpr/wT+lRZD7TFdhuwudtxWey3EPr5xs5qjjxBefwZM3Oq92JxxJs9WkK41/v+BwvWJy8LtLfFG9X9LfMzc4TJlfitsPMihPcZYPYZ+gpG/5WK7j/zdsTk7j/3avbCGlcfTvftu1yHHxpH7j0zlIVYMB5z6fWxWzjZOGltr0uE75rCrVSzWEWx8FJ0yvU12vkiMDYO/MfHu5kF7IyyYcUMoSS4Anz6x0yw+PWgNKUa5hfvKxdw1UTAcYu2bvPjmuAhFXjHvWEHr1hVKzjw8IUSMYL2XrPq2tjWd+uw8TQEjqEduxC+vcfWsjH2XzNt2sjx6ne6s5panWHxN8i9r4en2OqpQ2+QRTmZVWlnr7TFN1szqk0xugXMpzv9mTwiWJ+v2z1pdf2Z31Mt+Il/KUdwVcHp4a8mxJyyTb6nMm4b+zN6Nk5WvzbgOcGzGZpcOvK+yu7ZHoa/LXNpd/LW+Lbv/uOwS565fti59jSJ2ku63HOv99JXEbcg/t+yrt5c/uFxVIZ4M8A7fbDrxgr0R3tj+c2K/eo5/UByb0j7syq7KnoXDR4pz/2sceJK8XNQutP5686a6m79SjJIiirzCDshufpNhmp0PXszejZCciFbFWhs/L/7GZjv56S7WDuDGPKzGjVAskIbUDNe9WLyBttoW/23L/rBRykbsfdPOwnHCGiwfFw7Iljt2ILxODY+BbCYd7EiNklF3lWNK3PwmERclcPrbDCdBFUam3efOw4HF9dycN/2N4WYVImrs7DGREdT2euLsTcEPdZqcNK2NAWB2Zq3k/sKxzsoKT4i+1DY7XNpd/ZyJFrMFLProXEQRFeaXfeeew3HLChgfb07Gljcc6/3y3InWvPXJHDS9jQFtZTTE9ixmiSQXP+EpT10Z5oUjZKqMshk4XFUhk50VfpDZ2iAiLwteL2w68Yx9Kl6GCihQ807NrjAcm9I/bMxOtKfOAacfG5neOgSRq87LXjsceJK0TOn+ylw60Uh9Rh5vdpXA2j/JegNsK6F6PUjOcbUYpQdcWkkGRSFE/1xhmRWlaETVXInJKoZmZOm8qkl6DGORXb0TXnnlkEBVzvA+PfP0YCANqD53JVHFU+wK+RWj23IY757uRrOIkEmtEP7A4soykk7HWgtj0ofK16ngNkUhRPOFf+IhtRilDZVysiLEPPhRqLIwJyR16PcpuCBoFJ6YewjgQD8kCJgv2EfABaVoRNV1gWJL1krKsvvlALTld1fUJ7DgOoZmZOMWPPIuttTK8nv/YJdXJ5TZ1pLSFzcphLy2uVIWV08bOMvxQHIlHZpDu5LA4UU8lWlF4iH01loU1oyoCW0MYmBCbaPOETZqUWSfRmnqU6cgJy37ffCGnGTAnMLpd7UCAQOPST429JrFzot6KMtCxULivyCp1PK68RIs8v7REcbzSE3PealnEAr1q8CghNZaFNUWF9Iwhpxky7YM0jFm3yfKJ0UwYCWmirlMDnDm9JrFzSXy4bz0xKiuaSYwSoSTCW1qVJCdFPipytrrYLGGfYUTtiRiHsZHlhr3P/FVRjQFyIafoaY/llLxuMjP0X8aMqjpqJ+Z/ygjk3mFX6evrRQsqK8/0V/5y5nXzL/tv8zbeUeyv9IvhauAR36fhb9qjDQXUP9xsVmPQAk47tVb/kD3Qo2/Onv6vyAtrPY3VyeU2RzzOa1MayC6nVHOQFxDkGd9kK43NymEvU0DmaonZ0FOv0np5oUwcKo/C04hE87wWO2jnnFFPJVkS+p5A4OX8kdvk55Qs1vAfz0Fjsaij1Kx7pdJ+jwS/5ttoLY+ttTK8wypQXh3g66jz0Ox5ldPGzXdGxGjVVKfUH8/NhIDlU+nvYN2ciUdmkLLkfD7gr6fhCwWJyeynp1IXo3B+kRCgi/vZ2ngTExOor1GBmlnEAr4bLjxhrjEPe9PrLH2Sj+fXV67NjkMNJ91fUzmgCWmirjcH6Exk2dd6U9esjB1v+SwfKH5TDX2IXGvbmnlTJlQ0j1ITjTl2QFkX4aJ8DXWNLzcqnlM7JDQqv1Xripkj3WPy8AI2uKWEsQfkUn2E/cxaW813gRUh7D//r9+WgJ7YPd8dK73oZKDPB4B2cpEQoIosmIuq9ZKyrA8QpFZlPn/Cc9JJhazW69hDZ8WZwTkGklLi/DbEoQfbJvk1zJCcHem96zQUiHfH5y5aY6Hsp6dRrnqvgJCcHetN1u/uwAf1BsHwG/2oo9SuQQubwRgLE4dSCj/3BFqf9Opcc6ws1vAdPOZzxETzvBUszEPHBBBb8d4Pt+4EVI/0fjk/v9A/vAb1hzvfGA9D7CYOf/JsPhwIhZi76WAJI9xODV/0gOVT6G5X53Lgr6fh0lOziODl/JOcwXuxyVRxVLF4fIHBOQaRruJcOFypydqd2mAhqGhH4DZVm6hcqcnYNbOb4awaKP8Zz6fwOLKMpdD4C8K0BgB4vfYv/HxQo/GiV++yfHWUFrFCE9Gs4iQRnNhTx3z9GAl8wmPClAaP7oIDX/tsSsPtBjELxgxL6APRd6PagAGz7IICb/7EoQfY5k3XkazW69oKUXN6DAV8Mm4KS/1o9tyELLabr9CmAid6OhwUZNnXeQaMR2vQpgImejyvyERxvNP5RMfQfDZrlMYwB9JIML/oLjd7zLeRR/HiVBek1DEz+toVE99gI3QQYbYj6TyuvEUlCLvNQC9L9IoaA92sIcwW6cej8NAph+hCKRvYL5QH9sJKk6pDDSff8lKHZtCxULsg9M+8L5QH9k2ms6S3kUfyHX43lNQxM/jtm/+1QC9L9q2Z/7sEtZITZhtcDi/KK7r97rfagJ7YPikfe9GE/cxb1K8fsrilhLBlBdvDBLWSET46t731Mt+Lnrx7QwQ7fDSZmyvl6GSgzf1Vj9WwACgOigWj/N+3U/8qLjvF433379JZE5rITgfyFkb7urd7g+juZ6+Qz1wv9qZfd4rcknPTNlLvlbxB4xqONaPEWbfJ8n2NBDXeBgUHrXLAo4XCUO1VXEywSUztMHFicJFqDSkRIXSoo")
 }]
 blend_shape_mode = 0
 
-[sub_resource type="Skin" id="Skin_lcoox"]
+[sub_resource type="Skin" id="Skin_3uid0"]
 resource_name = "Skin"
 bind_count = 22
 bind/0/name = &"Bone"
@@ -87,7 +72,7 @@ bind/5/bone = -1
 bind/5/pose = Transform3D(0.132145, -0.365553, 0.092685, 0.278109, 0.160793, 0.237661, -0.254706, -0.0140868, 0.307585, 2.20268, -0.602011, -4.57561)
 bind/6/name = &"Bone.006"
 bind/6/bone = -1
-bind/6/pose = Transform3D(0.00442151, -0.395644, 0.0559338, 0.34239, 0.032588, 0.203443, -0.205989, 0.0456746, 0.339359, 1.75198, 0.536247, -4.83417)
+bind/6/pose = Transform3D(0.00442151, -0.395644, 0.0559338, 0.34239, 0.032588, 0.203443, -0.205989, 0.0456746, 0.339359, 1.75198, 0.536246, -4.83417)
 bind/7/name = &"Bone.007"
 bind/7/bone = -1
 bind/7/pose = Transform3D(0.00926047, -0.395209, 0.0583648, 0.382598, 0.025573, 0.112459, -0.114957, 0.0532751, 0.378984, 1.76058, 1.46927, -4.61243)
@@ -132,7 +117,7 @@ bind/20/bone = -1
 bind/20/pose = Transform3D(-0.105837, -0.367, -0.117437, 0.372131, -0.128952, 0.0676139, -0.0999946, -0.0914555, 0.375924, 1.95277, 2.48716, -3.78064)
 bind/21/name = &"Bone.021"
 bind/21/bone = -1
-bind/21/pose = Transform3D(0.30763, -0.0387805, -0.252074, 0.25424, 0.0153773, 0.307908, -0.0201816, -0.397419, 0.0365116, 4.94729, 3.71658, 1.67751)
+bind/21/pose = Transform3D(0.307697, -0.0387763, -0.251994, 0.254213, 0.016453, 0.307875, -0.0194999, -0.397376, 0.037337, 4.94827, 3.71077, 1.68747)
 
 [sub_resource type="StandardMaterial3D" id="StandardMaterial3D_wpd4r"]
 
@@ -762,447 +747,6 @@ shader_parameter/brightness = 4.505
 lightmap_size_hint = Vector2i(7, 7)
 material = SubResource("ShaderMaterial_k4tl8")
 
-[sub_resource type="ArrayMesh" id="ArrayMesh_0s58i"]
-resource_name = "arm2_CHEST_001"
-_surfaces = [{
-"aabb": AABB(-16.2383, 4.11694, -0.185364, 10.2181, 2.52355, 9.71054),
-"attribute_data": 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"),
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")
-}]
-blend_shape_mode = 0
-
-[sub_resource type="Skin" id="Skin_3uid0"]
-resource_name = "Skin"
-bind_count = 22
-bind/0/name = &"Bone"
-bind/0/bone = -1
-bind/0/pose = Transform3D(0.00604278, -0.399534, 0.00426106, 0.269178, 0.00722011, 0.29525, -0.295277, -0.00159444, 0.269242, 2.1388, 1.92082, -4.66211)
-bind/1/name = &"Bone.001"
-bind/1/bone = -1
-bind/1/pose = Transform3D(-0.0148805, -0.399004, -0.0160047, 0.280537, -0.0218433, 0.283732, -0.284182, -0.0006702, 0.28093, 2.10761, 0.40402, -4.65921)
-bind/2/name = &"Bone.002"
-bind/2/bone = -1
-bind/2/pose = Transform3D(0.283023, -0.0971551, 0.264842, 0.119644, 0.381084, 0.0119405, -0.255471, 0.0708385, 0.298995, 0.561442, -1.13362, -4.95481)
-bind/3/name = &"Bone.003"
-bind/3/bone = -1
-bind/3/pose = Transform3D(0.118335, -0.28008, 0.259295, 0.281696, 0.247264, 0.138527, -0.257538, 0.141766, 0.270663, 0.405221, -0.43271, -5.15401)
-bind/4/name = &"Bone.004"
-bind/4/bone = -1
-bind/4/pose = Transform3D(0.0773831, -0.319558, 0.227105, 0.284541, 0.205022, 0.191532, -0.269686, 0.124622, 0.267247, 0.626145, -0.821323, -5.10728)
-bind/5/name = &"Bone.005"
-bind/5/bone = -1
-bind/5/pose = Transform3D(0.132145, -0.365553, 0.092685, 0.278109, 0.160793, 0.237661, -0.254706, -0.0140868, 0.307585, 2.20268, -0.602011, -4.57561)
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-[sub_resource type="AnimationLibrary" id="AnimationLibrary_e6o8b"]
-_data = {
-&"ARM 2 IDLE": SubResource("Animation_axjhu"),
-&"ARM 2 LASER": SubResource("Animation_cbeen")
-}
-
 [node name="Arm2" type="Node3D"]
 script = ExtResource("1_jkuo4")
 _demonArmAttackData = SubResource("Resource_ctuoa")
@@ -1214,173 +758,172 @@ transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -12.6188, 7.72862, -1.3327)
 
 [node name="ARM2" type="Node3D" parent="Pivot"]
 transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 12.6188, -7.72862, 1.3327)
-visible = false
 
 [node name="2_ R MAGIC ARM 4" type="Node3D" parent="Pivot/ARM2"]
-transform = Transform3D(2.50249, 0, 0, 0, 2.50249, 0, 0, 0, 2.50249, -7.65345, 5.19491, 8.53859)
+transform = Transform3D(2.50249, 0, 0, 0, 2.50249, 0, 0, 0, 2.50249, -12.8243, 12.4247, -1.05918)
 
 [node name="Skeleton3D" type="Skeleton3D" parent="Pivot/ARM2/2_ R MAGIC ARM 4"]
 bones/0/name = "Bone"
 bones/0/parent = -1
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 bones/0/enabled = true
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 bones/0/scale = Vector3(1, 1, 1)
 bones/1/name = "Bone.001"
 bones/1/parent = 0
 bones/1/rest = Transform3D(0.997342, 0.0728408, -0.00158073, -0.072718, 0.996536, 0.0403565, 0.00451486, -0.0401343, 0.999184, -4.4331e-07, 1.85949, -4.81494e-07)
 bones/1/enabled = true
 bones/1/position = Vector3(-4.4331e-07, 1.85949, -4.81494e-07)
-bones/1/rotation = Quaternion(-0.0858219, -0.215205, 0.106215, 0.966975)
+bones/1/rotation = Quaternion(0.0709456, -0.208151, 0.0790969, 0.972309)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Bone.002"
 bones/2/parent = 1
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 bones/2/enabled = true
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 bones/2/scale = Vector3(1, 1, 1)
 bones/3/name = "Bone.003"
 bones/3/parent = 2
-bones/3/rest = Transform3D(0.810203, 0.578594, -0.0938093, -0.560363, 0.811523, 0.165602, 0.171945, -0.0816043, 0.981721, -4.76837e-07, 0.298125, -2.68221e-07)
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 bones/3/enabled = true
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 bones/3/scale = Vector3(1, 1, 1)
 bones/4/name = "Bone.004"
 bones/4/parent = 3
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 bones/4/enabled = true
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+bones/4/position = Vector3(5.96046e-08, 0.217615, -2.98023e-07)
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 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Bone.005"
 bones/5/parent = 1
-bones/5/rest = Transform3D(0.89182, -0.451516, 0.0281062, 0.446851, 0.888891, 0.100982, -0.0705786, -0.0774989, 0.994491, -9.68575e-08, 0.416929, 8.61473e-09)
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 bones/5/enabled = true
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+bones/5/position = Vector3(-8.19564e-08, 0.416929, -2.29571e-07)
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 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Bone.006"
 bones/6/parent = 5
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 bones/6/enabled = true
-bones/6/position = Vector3(0, 0.366571, -7.45058e-08)
-bones/6/rotation = Quaternion(-0.364887, -0.0647015, -0.0451243, 0.927704)
+bones/6/position = Vector3(-1.78814e-07, 0.366571, 2.83122e-07)
+bones/6/rotation = Quaternion(-0.409543, -0.0609512, -0.0367961, 0.909509)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "Bone.007"
 bones/7/parent = 6
-bones/7/rest = Transform3D(0.999908, -0.0133759, -0.00243115, 0.0135617, 0.968863, 0.247224, -0.000951389, -0.247234, 0.968955, 8.75443e-08, 0.229155, 1.19209e-07)
+bones/7/rest = Transform3D(0.999908, -0.0133759, -0.00243115, 0.0135617, 0.968863, 0.247224, -0.000951389, -0.247234, 0.968955, -1.50874e-07, 0.229154, 5.96046e-07)
 bones/7/enabled = true
-bones/7/position = Vector3(8.75443e-08, 0.229155, 1.19209e-07)
-bones/7/rotation = Quaternion(-0.142785, -0.00183437, 0.0109239, 0.989692)
+bones/7/position = Vector3(-1.50874e-07, 0.229154, 5.96046e-07)
+bones/7/rotation = Quaternion(-0.179888, -0.00482502, 0.0193819, 0.983484)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "Bone.008"
 bones/8/parent = 7
-bones/8/rest = Transform3D(0.996542, 0.0206638, -0.0804854, -0.00720722, 0.986431, 0.164018, 0.0827825, -0.162871, 0.983168, -1.49012e-08, 0.142665, 6.85453e-07)
+bones/8/rest = Transform3D(0.996542, 0.0206638, -0.0804854, -0.00720722, 0.986431, 0.164018, 0.0827825, -0.162871, 0.983168, -1.49012e-08, 0.142665, 6.55651e-07)
 bones/8/enabled = true
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-bones/8/rotation = Quaternion(-0.126305, -0.0465419, 0.00409212, 0.990891)
+bones/8/position = Vector3(-1.49012e-08, 0.142665, 6.55651e-07)
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 bones/8/scale = Vector3(1, 1, 1)
 bones/9/name = "Bone.009"
 bones/9/parent = 1
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 bones/9/enabled = true
-bones/9/position = Vector3(-9.68575e-08, 0.416929, 8.61473e-09)
-bones/9/rotation = Quaternion(0.00910542, 0.0214366, 0.0377844, 0.999014)
+bones/9/position = Vector3(-8.19564e-08, 0.416929, -2.29571e-07)
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 bones/9/scale = Vector3(1, 1, 1)
 bones/10/name = "Bone.010"
 bones/10/parent = 9
-bones/10/rest = Transform3D(0.999443, 0.0307123, -0.0130676, -0.0268696, 0.972617, 0.230853, 0.0197998, -0.230373, 0.972901, 1.21567e-07, 0.347822, -2.08616e-07)
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 bones/10/enabled = true
-bones/10/position = Vector3(1.21567e-07, 0.347822, -2.08616e-07)
-bones/10/rotation = Quaternion(-0.356706, -0.107051, 0.0650947, 0.925777)
+bones/10/position = Vector3(1.21567e-07, 0.347822, 2.68221e-07)
+bones/10/rotation = Quaternion(-0.352052, -0.137627, 0.0359837, 0.925107)
 bones/10/scale = Vector3(1, 1, 1)
 bones/11/name = "Bone.011"
 bones/11/parent = 10
-bones/11/rest = Transform3D(0.999931, -0.0022571, -0.0115383, 0.00506303, 0.968404, 0.249333, 0.010611, -0.249375, 0.968349, 1.37836e-07, 0.236611, 3.53903e-07)
+bones/11/rest = Transform3D(0.999931, -0.0022571, -0.0115383, 0.00506303, 0.968404, 0.249333, 0.010611, -0.249375, 0.968349, -1.00583e-07, 0.236611, -4.19095e-09)
 bones/11/enabled = true
-bones/11/position = Vector3(1.37836e-07, 0.236611, 3.53903e-07)
+bones/11/position = Vector3(-1.00583e-07, 0.236611, -4.19095e-09)
 bones/11/rotation = Quaternion(-0.125676, -0.00558169, 0.0018447, 0.992054)
 bones/11/scale = Vector3(1, 1, 1)
 bones/12/name = "Bone.012"
 bones/12/parent = 11
-bones/12/rest = Transform3D(0.997806, -0.0280254, -0.0599811, 0.0357503, 0.990623, 0.131861, 0.0557232, -0.133716, 0.989452, 1.18278e-07, 0.172989, 2.01166e-07)
+bones/12/rest = Transform3D(0.997806, -0.0280254, -0.0599811, 0.0357503, 0.990623, 0.131861, 0.0557232, -0.133716, 0.989452, 1.18278e-07, 0.172989, 1.4063e-07)
 bones/12/enabled = true
-bones/12/position = Vector3(1.18278e-07, 0.172989, 2.01166e-07)
-bones/12/rotation = Quaternion(-0.100886, -0.0179366, 0.0280244, 0.994342)
+bones/12/position = Vector3(1.18278e-07, 0.172989, 1.4063e-07)
+bones/12/rotation = Quaternion(-0.170927, 0.0048942, 0.0526311, 0.983865)
 bones/12/scale = Vector3(1, 1, 1)
 bones/13/name = "Bone.013"
 bones/13/parent = 1
-bones/13/rest = Transform3D(0.92488, 0.379995, -0.0141585, -0.377983, 0.922776, 0.0749236, 0.0415357, -0.0639437, 0.997089, -9.68575e-08, 0.416929, 8.61473e-09)
+bones/13/rest = Transform3D(0.92488, 0.379995, -0.0141585, -0.377983, 0.922776, 0.0749236, 0.0415357, -0.0639437, 0.997089, -8.19564e-08, 0.416929, -2.29571e-07)
 bones/13/enabled = true
-bones/13/position = Vector3(-9.68575e-08, 0.416929, 8.61473e-09)
-bones/13/rotation = Quaternion(0.00702911, 0.0193197, -0.184565, 0.982605)
+bones/13/position = Vector3(-8.19564e-08, 0.416929, -2.29571e-07)
+bones/13/rotation = Quaternion(0.0945108, 0.0882868, -0.164829, 0.977806)
 bones/13/scale = Vector3(1, 1, 1)
 bones/14/name = "Bone.014"
 bones/14/parent = 13
-bones/14/rest = Transform3D(0.959373, -0.277519, 0.050852, 0.259649, 0.938956, 0.225709, -0.110386, -0.203336, 0.972867, 1.78814e-07, 0.369994, -3.53903e-07)
+bones/14/rest = Transform3D(0.959373, -0.277519, 0.050852, 0.259649, 0.938956, 0.225709, -0.110386, -0.203336, 0.972867, 2.38419e-07, 0.369994, 3.72529e-09)
 bones/14/enabled = true
-bones/14/position = Vector3(1.78814e-07, 0.369994, -3.53903e-07)
-bones/14/rotation = Quaternion(-0.312549, -0.111422, 0.171004, 0.927715)
+bones/14/position = Vector3(2.38419e-07, 0.369994, 3.72529e-09)
+bones/14/rotation = Quaternion(-0.28634, -0.109459, 0.0986812, 0.946726)
 bones/14/scale = Vector3(1, 1, 1)
 bones/15/name = "Bone.015"
 bones/15/parent = 14
-bones/15/rest = Transform3D(0.987789, 0.153061, -0.029059, -0.126507, 0.896881, 0.423794, 0.0909288, -0.414943, 0.905292, -5.96046e-08, 0.248162, 5.96046e-08)
+bones/15/rest = Transform3D(0.987789, 0.153061, -0.029059, -0.126507, 0.896881, 0.423794, 0.0909288, -0.414943, 0.905292, -7.45058e-08, 0.248161, -2.98023e-08)
 bones/15/enabled = true
-bones/15/position = Vector3(-5.96046e-08, 0.248162, 5.96046e-08)
-bones/15/rotation = Quaternion(-0.2386, -0.0252013, -0.0398598, 0.969972)
+bones/15/position = Vector3(-7.45058e-08, 0.248161, -2.98023e-08)
+bones/15/rotation = Quaternion(-0.285059, -0.0135298, 0.0260075, 0.958062)
 bones/15/scale = Vector3(1, 1, 1)
 bones/16/name = "Bone.016"
 bones/16/parent = 15
-bones/16/rest = Transform3D(0.985539, -0.152261, 0.0743639, 0.163269, 0.970709, -0.17626, -0.0453481, 0.185853, 0.98153, -1.78814e-07, 0.160425, -4.02331e-07)
+bones/16/rest = Transform3D(0.985539, -0.152261, 0.0743639, 0.163269, 0.970709, -0.17626, -0.0453481, 0.185853, 0.98153, -1.78814e-07, 0.160424, -3.42727e-07)
 bones/16/enabled = true
-bones/16/position = Vector3(-1.78814e-07, 0.160425, -4.02331e-07)
-bones/16/rotation = Quaternion(0.0483685, 0.0346893, 0.077054, 0.995249)
+bones/16/position = Vector3(-1.78814e-07, 0.160424, -3.42727e-07)
+bones/16/rotation = Quaternion(-0.040142, 0.0437979, 0.0715587, 0.995666)
 bones/16/scale = Vector3(1, 1, 1)
 bones/17/name = "Bone.017"
 bones/17/parent = 1
-bones/17/rest = Transform3D(0.731563, 0.681774, 8.39818e-05, -0.680319, 0.729994, 0.0653797, 0.0445129, -0.0478865, 0.99786, -9.68575e-08, 0.416929, 8.61473e-09)
+bones/17/rest = Transform3D(0.731563, 0.681774, 8.39818e-05, -0.680319, 0.729994, 0.0653797, 0.0445129, -0.0478865, 0.99786, -8.19564e-08, 0.416929, -2.29571e-07)
 bones/17/enabled = true
-bones/17/position = Vector3(-9.68575e-08, 0.416929, 8.61473e-09)
-bones/17/rotation = Quaternion(0.0116633, -0.00504934, -0.369795, 0.929027)
+bones/17/position = Vector3(-8.19564e-08, 0.416929, -2.29571e-07)
+bones/17/rotation = Quaternion(0.098224, 0.00916188, -0.375127, 0.921709)
 bones/17/scale = Vector3(1, 1, 1)
 bones/18/name = "Bone.018"
 bones/18/parent = 17
-bones/18/rest = Transform3D(0.858902, -0.5087, 0.059257, 0.482273, 0.842315, 0.240663, -0.172338, -0.178128, 0.968798, 3.57628e-07, 0.400229, -2.95229e-07)
+bones/18/rest = Transform3D(0.858902, -0.5087, 0.059257, 0.482273, 0.842315, 0.240663, -0.172338, -0.178128, 0.968798, 1.19209e-07, 0.400229, -2.95229e-07)
 bones/18/enabled = true
-bones/18/position = Vector3(3.57628e-07, 0.400229, -2.95229e-07)
-bones/18/rotation = Quaternion(-0.297388, -0.176457, 0.322428, 0.881171)
+bones/18/position = Vector3(1.19209e-07, 0.400229, -2.95229e-07)
+bones/18/rotation = Quaternion(-0.31153, -0.252389, 0.342388, 0.849717)
 bones/18/scale = Vector3(1, 1, 1)
 bones/19/name = "Bone.019"
 bones/19/parent = 18
-bones/19/rest = Transform3D(0.998851, -0.0332967, -0.0344649, 0.0348099, 0.998413, 0.0442783, 0.0329358, -0.0454271, 0.998425, 0, 0.196712, 3.57628e-07)
+bones/19/rest = Transform3D(0.998851, -0.0332967, -0.0344649, 0.0348099, 0.998413, 0.0442783, 0.0329358, -0.0454271, 0.998425, 2.08616e-07, 0.196712, 4.17233e-07)
 bones/19/enabled = true
-bones/19/position = Vector3(0, 0.196712, 3.57628e-07)
-bones/19/rotation = Quaternion(-0.0343716, -0.0159477, 0.0118585, 0.999212)
+bones/19/position = Vector3(2.08616e-07, 0.196712, 4.17233e-07)
+bones/19/rotation = Quaternion(-0.0587732, -0.0140737, 0.00125742, 0.998171)
 bones/19/scale = Vector3(1, 1, 1)
 bones/20/name = "Bone.020"
 bones/20/parent = 19
-bones/20/rest = Transform3D(0.982791, 0.183548, -0.0207611, -0.170809, 0.945817, 0.276144, 0.0703217, -0.267845, 0.960892, 2.98023e-07, 0.127214, 5.96046e-08)
+bones/20/rest = Transform3D(0.982791, 0.183548, -0.0207611, -0.170809, 0.945817, 0.276144, 0.0703217, -0.267845, 0.960892, -1.78814e-07, 0.127214, 5.96046e-08)
 bones/20/enabled = true
-bones/20/position = Vector3(2.98023e-07, 0.127214, 5.96046e-08)
-bones/20/rotation = Quaternion(-0.160761, -0.0275687, -0.0687398, 0.984211)
+bones/20/position = Vector3(-1.78814e-07, 0.127214, 5.96046e-08)
+bones/20/rotation = Quaternion(-0.207135, -0.0366682, -0.0252375, 0.977299)
 bones/20/scale = Vector3(1, 1, 1)
 bones/21/name = "Bone.021"
 bones/21/parent = -1
-bones/21/rest = Transform3D(0.769842, 0.636233, -0.0505042, -0.0970478, 0.0384815, -0.994536, -0.630813, 0.770536, 0.0913697, -3.03019, -0.0704439, -3.30826)
+bones/21/rest = Transform3D(0.770008, 0.636165, -0.0487985, -0.0970374, 0.0411734, -0.994429, -0.630611, 0.770454, 0.0934357, -0.963808, -2.95963, 0.527152)
 bones/21/enabled = true
-bones/21/position = Vector3(-2.12654, 0.776918, -3.78337)
-bones/21/rotation = Quaternion(0.205888, -0.666839, -0.668019, 0.258238)
+bones/21/position = Vector3(-2.18858, 0.739528, -3.65249)
+bones/21/rotation = Quaternion(0.195358, -0.655977, -0.656429, 0.317225)
 bones/21/scale = Vector3(1, 1, 1)
 
 [node name="CHEST_004" type="MeshInstance3D" parent="Pivot/ARM2/2_ R MAGIC ARM 4/Skeleton3D"]
-mesh = SubResource("ArrayMesh_ddgyy")
-skin = SubResource("Skin_lcoox")
+mesh = SubResource("ArrayMesh_0s58i")
+skin = SubResource("Skin_3uid0")
 
 [node name="BoneAttachment3D" type="BoneAttachment3D" parent="Pivot/ARM2/2_ R MAGIC ARM 4/Skeleton3D"]
-transform = Transform3D(0.861654, 0.430276, 0.2691, -0.406773, 0.268487, 0.873184, 0.303461, -0.861845, 0.406368, -0.308771, 1.15677, -0.236524)
+transform = Transform3D(0.927747, 0.372419, 0.0242642, -0.199271, 0.439341, 0.87594, 0.315556, -0.817486, 0.48181, -0.240933, 1.19442, -0.0696882)
 bone_name = "Bone.002"
 bone_idx = 2
 
@@ -1417,177 +960,6 @@ visible = false
 mesh = SubResource("QuadMesh_a6ruh")
 skeleton = NodePath("../../..")
 
-[node name="arm2 (REIMPORT FIX)" type="Node3D" parent="Pivot"]
-transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 12.619, -7.729, 1.333)
-
-[node name="2_ R MAGIC ARM 4" type="Node3D" parent="Pivot/arm2 (REIMPORT FIX)"]
-transform = Transform3D(2.50249, 0, 0, 0, 2.50249, 0, 0, 0, 2.50249, -12.8245, 12.4251, -1.05948)
-
-[node name="Skeleton3D" type="Skeleton3D" parent="Pivot/arm2 (REIMPORT FIX)/2_ R MAGIC ARM 4"]
-bones/0/name = "Bone"
-bones/0/parent = -1
-bones/0/rest = Transform3D(0.0151222, 0.673616, -0.738927, -0.999829, 0.0180683, -0.00399019, 0.0106633, 0.738861, 0.673774, 0.353521, -2.87995, 2.12256)
-bones/0/enabled = true
-bones/0/position = Vector3(0.0677004, -2.17009, 2.07227)
-bones/0/rotation = Quaternion(0.100877, -0.454508, -0.6291, 0.622478)
-bones/0/scale = Vector3(1, 1, 1)
-bones/1/name = "Bone.001"
-bones/1/parent = 0
-bones/1/rest = Transform3D(0.997342, 0.0728408, -0.00158073, -0.072718, 0.996536, 0.0403565, 0.00451486, -0.0401343, 0.999184, -4.4331e-07, 1.85949, -4.81494e-07)
-bones/1/enabled = true
-bones/1/position = Vector3(-4.4331e-07, 1.85949, -4.81494e-07)
-bones/1/rotation = Quaternion(-0.135784, -0.216314, 0.114364, 0.960048)
-bones/1/scale = Vector3(1, 1, 1)
-bones/2/name = "Bone.002"
-bones/2/parent = 1
-bones/2/rest = Transform3D(0.189846, -0.964577, -0.183168, 0.981103, 0.179283, 0.0727582, -0.037342, -0.19352, 0.980385, -8.19564e-08, 0.416929, -2.29571e-07)
-bones/2/enabled = true
-bones/2/position = Vector3(-8.19564e-08, 0.416929, -2.29571e-07)
-bones/2/rotation = Quaternion(-0.343741, 0.0960918, 0.59103, 0.723389)
-bones/2/scale = Vector3(1, 1, 1)
-bones/3/name = "Bone.003"
-bones/3/parent = 2
-bones/3/rest = Transform3D(0.810203, 0.578594, -0.0938093, -0.560363, 0.811523, 0.165602, 0.171945, -0.0816043, 0.981721, -5.96046e-08, 0.298125, 1.78814e-07)
-bones/3/enabled = true
-bones/3/position = Vector3(-5.96046e-08, 0.298125, 1.78814e-07)
-bones/3/rotation = Quaternion(-0.0286931, -0.0471828, -0.334022, 0.940946)
-bones/3/scale = Vector3(1, 1, 1)
-bones/4/name = "Bone.004"
-bones/4/parent = 3
-bones/4/rest = Transform3D(0.986624, 0.16227, 0.0155213, -0.161299, 0.98559, -0.050939, -0.0235636, 0.0477541, 0.998581, 5.96046e-08, 0.217615, -2.98023e-07)
-bones/4/enabled = true
-bones/4/position = Vector3(5.96046e-08, 0.217615, -2.98023e-07)
-bones/4/rotation = Quaternion(0.0264197, 0.000229842, -0.0964104, 0.994991)
-bones/4/scale = Vector3(1, 1, 1)
-bones/5/name = "Bone.005"
-bones/5/parent = 1
-bones/5/rest = Transform3D(0.89182, -0.451516, 0.0281062, 0.446851, 0.888891, 0.100982, -0.0705786, -0.0774989, 0.994491, -8.19564e-08, 0.416929, -2.29571e-07)
-bones/5/enabled = true
-bones/5/position = Vector3(-8.19564e-08, 0.416929, -2.29571e-07)
-bones/5/rotation = Quaternion(-0.026559, 0.023513, 0.240664, 0.96996)
-bones/5/scale = Vector3(1, 1, 1)
-bones/6/name = "Bone.006"
-bones/6/parent = 5
-bones/6/rest = Transform3D(0.941856, 0.326827, -0.0780507, -0.307446, 0.931929, 0.192316, 0.135592, -0.157137, 0.978224, -1.78814e-07, 0.366571, 2.83122e-07)
-bones/6/enabled = true
-bones/6/position = Vector3(-1.78814e-07, 0.366571, 2.83122e-07)
-bones/6/rotation = Quaternion(-0.350147, -0.0658899, -0.0478147, 0.93315)
-bones/6/scale = Vector3(1, 1, 1)
-bones/7/name = "Bone.007"
-bones/7/parent = 6
-bones/7/rest = Transform3D(0.999908, -0.0133759, -0.00243115, 0.0135617, 0.968863, 0.247224, -0.000951389, -0.247234, 0.968955, -1.50874e-07, 0.229154, 5.96046e-07)
-bones/7/enabled = true
-bones/7/position = Vector3(-1.50874e-07, 0.229154, 5.96046e-07)
-bones/7/rotation = Quaternion(-0.130643, -0.000858757, 0.00816291, 0.991396)
-bones/7/scale = Vector3(1, 1, 1)
-bones/8/name = "Bone.008"
-bones/8/parent = 7
-bones/8/rest = Transform3D(0.996542, 0.0206638, -0.0804854, -0.00720722, 0.986431, 0.164018, 0.0827825, -0.162871, 0.983168, -1.49012e-08, 0.142665, 6.55651e-07)
-bones/8/enabled = true
-bones/8/position = Vector3(-1.49012e-08, 0.142665, 6.55651e-07)
-bones/8/rotation = Quaternion(-0.0967768, -0.0428436, -0.00331714, 0.994378)
-bones/8/scale = Vector3(1, 1, 1)
-bones/9/name = "Bone.009"
-bones/9/parent = 1
-bones/9/rest = Transform3D(0.998879, -0.0472251, 0.00320398, 0.0469487, 0.997098, 0.0599298, -0.00602488, -0.0597122, 0.998197, -8.19564e-08, 0.416929, -2.29571e-07)
-bones/9/enabled = true
-bones/9/position = Vector3(-8.19564e-08, 0.416929, -2.29571e-07)
-bones/9/rotation = Quaternion(-0.016985, 0.00865677, 0.0282861, 0.999418)
-bones/9/scale = Vector3(1, 1, 1)
-bones/10/name = "Bone.010"
-bones/10/parent = 9
-bones/10/rest = Transform3D(0.999443, 0.0307123, -0.0130676, -0.0268696, 0.972617, 0.230853, 0.0197998, -0.230373, 0.972901, 1.21567e-07, 0.347822, 2.68221e-07)
-bones/10/enabled = true
-bones/10/position = Vector3(1.21567e-07, 0.347822, 2.68221e-07)
-bones/10/rotation = Quaternion(-0.358084, -0.0970429, 0.0745583, 0.925635)
-bones/10/scale = Vector3(1, 1, 1)
-bones/11/name = "Bone.011"
-bones/11/parent = 10
-bones/11/rest = Transform3D(0.999931, -0.0022571, -0.0115383, 0.00506303, 0.968404, 0.249333, 0.010611, -0.249375, 0.968349, -1.00583e-07, 0.236611, -4.19095e-09)
-bones/11/enabled = true
-bones/11/position = Vector3(-1.00583e-07, 0.236611, -4.19095e-09)
-bones/11/rotation = Quaternion(-0.125676, -0.00558169, 0.0018447, 0.992054)
-bones/11/scale = Vector3(1, 1, 1)
-bones/12/name = "Bone.012"
-bones/12/parent = 11
-bones/12/rest = Transform3D(0.997806, -0.0280254, -0.0599811, 0.0357503, 0.990623, 0.131861, 0.0557232, -0.133716, 0.989452, 1.18278e-07, 0.172989, 1.4063e-07)
-bones/12/enabled = true
-bones/12/position = Vector3(1.18278e-07, 0.172989, 1.4063e-07)
-bones/12/rotation = Quaternion(-0.0779789, -0.025336, 0.0199866, 0.996433)
-bones/12/scale = Vector3(1, 1, 1)
-bones/13/name = "Bone.013"
-bones/13/parent = 1
-bones/13/rest = Transform3D(0.92488, 0.379995, -0.0141585, -0.377983, 0.922776, 0.0749236, 0.0415357, -0.0639437, 0.997089, -8.19564e-08, 0.416929, -2.29571e-07)
-bones/13/enabled = true
-bones/13/position = Vector3(-8.19564e-08, 0.416929, -2.29571e-07)
-bones/13/rotation = Quaternion(-0.021371, -0.00310781, -0.190461, 0.981457)
-bones/13/scale = Vector3(1, 1, 1)
-bones/14/name = "Bone.014"
-bones/14/parent = 13
-bones/14/rest = Transform3D(0.959373, -0.277519, 0.050852, 0.259649, 0.938956, 0.225709, -0.110386, -0.203336, 0.972867, 2.38419e-07, 0.369994, 3.72529e-09)
-bones/14/enabled = true
-bones/14/position = Vector3(2.38419e-07, 0.369994, 3.72529e-09)
-bones/14/rotation = Quaternion(-0.320647, -0.11191, 0.194287, 0.92028)
-bones/14/scale = Vector3(1, 1, 1)
-bones/15/name = "Bone.015"
-bones/15/parent = 14
-bones/15/rest = Transform3D(0.987789, 0.153061, -0.029059, -0.126507, 0.896881, 0.423794, 0.0909288, -0.414943, 0.905292, -7.45058e-08, 0.248161, -2.98023e-08)
-bones/15/enabled = true
-bones/15/position = Vector3(-7.45058e-08, 0.248161, -2.98023e-08)
-bones/15/rotation = Quaternion(-0.223152, -0.028958, -0.0612103, 0.972429)
-bones/15/scale = Vector3(1, 1, 1)
-bones/16/name = "Bone.016"
-bones/16/parent = 15
-bones/16/rest = Transform3D(0.985539, -0.152261, 0.0743639, 0.163269, 0.970709, -0.17626, -0.0453481, 0.185853, 0.98153, -1.78814e-07, 0.160424, -3.42727e-07)
-bones/16/enabled = true
-bones/16/position = Vector3(-1.78814e-07, 0.160424, -3.42727e-07)
-bones/16/rotation = Quaternion(0.0770304, 0.0316719, 0.078707, 0.993413)
-bones/16/scale = Vector3(1, 1, 1)
-bones/17/name = "Bone.017"
-bones/17/parent = 1
-bones/17/rest = Transform3D(0.731563, 0.681774, 8.39818e-05, -0.680319, 0.729994, 0.0653797, 0.0445129, -0.0478865, 0.99786, -8.19564e-08, 0.416929, -2.29571e-07)
-bones/17/enabled = true
-bones/17/position = Vector3(-8.19564e-08, 0.416929, -2.29571e-07)
-bones/17/rotation = Quaternion(-0.0164762, -0.00965752, -0.367443, 0.92985)
-bones/17/scale = Vector3(1, 1, 1)
-bones/18/name = "Bone.018"
-bones/18/parent = 17
-bones/18/rest = Transform3D(0.858902, -0.5087, 0.059257, 0.482273, 0.842315, 0.240663, -0.172338, -0.178128, 0.968798, 1.19209e-07, 0.400229, -2.95229e-07)
-bones/18/enabled = true
-bones/18/position = Vector3(1.19209e-07, 0.400229, -2.95229e-07)
-bones/18/rotation = Quaternion(-0.292323, -0.151506, 0.315432, 0.889998)
-bones/18/scale = Vector3(1, 1, 1)
-bones/19/name = "Bone.019"
-bones/19/parent = 18
-bones/19/rest = Transform3D(0.998851, -0.0332967, -0.0344649, 0.0348099, 0.998413, 0.0442783, 0.0329358, -0.0454271, 0.998425, 2.08616e-07, 0.196712, 4.17233e-07)
-bones/19/enabled = true
-bones/19/position = Vector3(2.08616e-07, 0.196712, 4.17233e-07)
-bones/19/rotation = Quaternion(-0.0264071, -0.0165565, 0.0153145, 0.999397)
-bones/19/scale = Vector3(1, 1, 1)
-bones/20/name = "Bone.020"
-bones/20/parent = 19
-bones/20/rest = Transform3D(0.982791, 0.183548, -0.0207611, -0.170809, 0.945817, 0.276144, 0.0703217, -0.267845, 0.960892, -1.78814e-07, 0.127214, 5.96046e-08)
-bones/20/enabled = true
-bones/20/position = Vector3(-1.78814e-07, 0.127214, 5.96046e-08)
-bones/20/rotation = Quaternion(-0.14552, -0.0245817, -0.0828393, 0.985575)
-bones/20/scale = Vector3(1, 1, 1)
-bones/21/name = "Bone.021"
-bones/21/parent = -1
-bones/21/rest = Transform3D(0.770008, 0.636165, -0.0487985, -0.0970374, 0.0411734, -0.994429, -0.630611, 0.770454, 0.0934357, -0.963808, -2.95963, 0.527152)
-bones/21/enabled = true
-bones/21/position = Vector3(-0.0994455, -1.84821, 0.0279985)
-bones/21/rotation = Quaternion(0.537498, -0.417055, -0.535924, 0.499947)
-bones/21/scale = Vector3(1, 1, 1)
-
-[node name="CHEST_004" type="MeshInstance3D" parent="Pivot/arm2 (REIMPORT FIX)/2_ R MAGIC ARM 4/Skeleton3D"]
-mesh = SubResource("ArrayMesh_0s58i")
-skin = SubResource("Skin_3uid0")
-
-[node name="AnimationPlayer" type="AnimationPlayer" parent="Pivot/arm2 (REIMPORT FIX)"]
-libraries = {
-&"": SubResource("AnimationLibrary_e6o8b")
-}
-
 [node name="Rotation" type="Node3D" parent="."]
 unique_name_in_owner = true
 transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -12.6188, 7.72862, -1.3327)
diff --git a/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm3.tscn b/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm3.tscn
index faf44f06..60251ce4 100644
--- a/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm3.tscn	
+++ b/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm3.tscn	
@@ -1,4 +1,4 @@
-[gd_scene load_steps=93 format=4 uid="uid://bphie5voqk8aq"]
+[gd_scene load_steps=90 format=4 uid="uid://bphie5voqk8aq"]
 
 [ext_resource type="Script" uid="uid://vgvrmwsrwakf" path="res://src/enemy/enemy_types/16. demon wall/DemonWallArm.cs" id="1_fhrhk"]
 [ext_resource type="Material" uid="uid://dt1cu8j3gmri" path="res://src/enemy/enemy_types/16. demon wall/Arm1 Proper Material.tres" id="2_gcbec"]
@@ -121,6 +121,96 @@ bind/21/name = &"Bone.021"
 bind/21/bone = -1
 bind/21/pose = Transform3D(0.281436, 0.131464, -0.251381, 0.205966, 0.148803, 0.308411, 0.195072, -0.346781, 0.0370401, 2.30721, 1.76313, 3.37858)
 
+[sub_resource type="ArrayMesh" id="ArrayMesh_1sj32"]
+resource_name = "ARM3_CHEST_003"
+_surfaces = [{
+"aabb": AABB(-11.5282, 2.82034, -1.00163, 8.9155, 6.65804, 9.72838),
+"attribute_data": 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+resource_name = "Skin"
+bind_count = 22
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+bind/0/bone = -1
+bind/0/pose = Transform3D(0.218455, -0.334568, 0.00484693, 0.222984, 0.149882, 0.295796, -0.249474, -0.159002, 0.268632, 3.60181, -0.137442, -1.95974)
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+bind/1/bone = -1
+bind/1/pose = Transform3D(0.200533, -0.345296, -0.0154627, 0.248137, 0.131374, 0.284343, -0.240617, -0.152294, 0.280342, 3.7286, -1.649, -2.04443)
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+bind/2/bone = -1
+bind/2/pose = Transform3D(0.290503, 0.0690252, 0.265566, -0.102379, 0.386089, 0.011641, -0.254575, -0.0765013, 0.298364, -1.24269, -3.57127, -2.8376)
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+bind/3/bone = -1
+bind/3/pose = Transform3D(0.248963, -0.17358, 0.259941, 0.105775, 0.359501, 0.138754, -0.294127, -0.0176407, 0.269925, 0.673524, -3.62755, -3.30994)
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+bind/4/bone = -1
+bind/4/pose = Transform3D(0.235502, -0.228829, 0.227723, 0.130604, 0.325311, 0.191825, -0.295234, -0.0386229, 0.266509, 1.36273, -3.83853, -3.09891)
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+bind/5/bone = -1
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+bind/6/bone = -1
+bind/6/pose = Transform3D(0.214876, -0.332139, 0.0565104, 0.271567, 0.210416, 0.204104, -0.199402, -0.0713481, 0.338866, 3.25473, -2.30624, -3.00616)
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+bind/7/bone = -1
+bind/7/pose = Transform3D(0.218729, -0.329187, 0.0589507, 0.309537, 0.225946, 0.113213, -0.126596, -0.0163054, 0.378668, 3.2229, -1.75675, -3.54756)
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+bind/8/bone = -1
+bind/8/pose = Transform3D(0.205263, -0.331026, 0.0892782, 0.330474, 0.218736, 0.0512211, -0.0913004, 0.0475228, 0.386119, 2.93177, -1.22927, -4.05878)
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+bind/9/bone = -1
+bind/9/pose = Transform3D(0.213407, -0.337824, -0.00378513, 0.252314, 0.156393, 0.267509, -0.22467, -0.145253, 0.296828, 3.63975, -2.11394, -2.1526)
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+bind/10/bone = -1
+bind/10/pose = Transform3D(0.20206, -0.344714, -0.00509379, 0.303718, 0.175197, 0.191685, -0.163123, -0.100798, 0.350589, 3.66125, -1.78666, -2.71014)
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+bind/11/bone = -1
+bind/11/pose = Transform3D(0.201855, -0.344872, -0.000402498, 0.334343, 0.195578, 0.0982124, -0.084564, -0.0499478, 0.387345, 3.62199, -1.29178, -3.17107)
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+bind/12/bone = -1
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+bind/13/bone = -1
+bind/13/pose = Transform3D(0.0816834, -0.37534, -0.110134, 0.320562, -0.000243709, 0.238583, -0.224165, -0.137119, 0.301049, 4.14448, -0.358812, -2.24605)
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+bind/14/bone = -1
+bind/14/pose = Transform3D(0.186343, -0.345019, -0.0769434, 0.323905, 0.131816, 0.193369, -0.141575, -0.15254, 0.34113, 4.0348, -1.37779, -2.13885)
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+bind/15/bone = -1
+bind/15/pose = Transform3D(0.130218, -0.371352, -0.0694479, 0.377772, 0.128709, 0.0201023, 0.0036877, -0.0722048, 0.393007, 3.99675, 0.0467984, -2.7426)
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+bind/16/bone = -1
+bind/16/pose = Transform3D(0.189847, -0.341692, -0.0829834, 0.347565, 0.168064, 0.103127, -0.0532806, -0.121172, 0.377042, 4.04476, -1.22856, -2.37471)
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+bind/17/bone = -1
+bind/17/pose = Transform3D(-0.0328201, -0.348761, -0.192277, 0.329379, -0.132219, 0.183602, -0.223862, -0.143408, 0.298331, 4.04219, 1.13185, -2.17481)
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+bind/18/bone = -1
+bind/18/pose = Transform3D(0.169241, -0.338602, -0.128015, 0.334013, 0.0915905, 0.19932, -0.139552, -0.19142, 0.321816, 4.19949, -1.05261, -1.69135)
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+bind/19/bone = -1
+bind/19/pose = Transform3D(0.176077, -0.34133, -0.11033, 0.334186, 0.111414, 0.188648, -0.130377, -0.175393, 0.334546, 4.09547, -1.31034, -1.88873)
+bind/20/name = &"Bone.020"
+bind/20/bone = -1
+bind/20/pose = Transform3D(0.106796, -0.36682, -0.117128, 0.383319, 0.0897049, 0.0685695, -0.0366506, -0.130681, 0.375847, 4.13772, -0.102058, -2.29687)
+bind/21/name = &"Bone.021"
+bind/21/bone = -1
+bind/21/pose = Transform3D(0.281436, 0.131464, -0.251381, 0.205966, 0.148803, 0.308411, 0.195072, -0.346781, 0.0370401, 2.30721, 1.76313, 3.37858)
+
 [sub_resource type="Animation" id="Animation_sdkf5"]
 resource_name = "ARM 3 IDLE"
 length = 5.0
@@ -465,456 +555,15 @@ tracks/23/path = NodePath("3_ R STATUS ARM/Skeleton3D:Bone.021")
 tracks/23/interp = 1
 tracks/23/loop_wrap = true
 tracks/23/keys = PackedFloat32Array(0, 1, 0.703731, -0.231088, -0.363531, 0.564983, 0.933333, 1, 0.703731, -0.231088, -0.363531, 0.564983, 0.966667, 1, 0.705004, -0.231311, -0.362814, 0.563765, 1, 1, 0.710067, -0.232196, -0.359932, 0.558873, 1.03333, 1, 0.721984, -0.234254, -0.352966, 0.547064, 1.06667, 1, 0.735342, -0.236515, -0.34484, 0.53331, 1.1, 1, 0.74783, -0.238582, -0.336917, 0.519919, 1.13333, 1, 0.757352, -0.240127, -0.33065, 0.509341, 1.2, 1, 0.757351, -0.240127, -0.33065, 0.509341, 1.23333, 1, 0.74783, -0.238582, -0.336917, 0.519919, 1.26667, 1, 0.735342, -0.236514, -0.34484, 0.53331, 1.3, 1, 0.721985, -0.234254, -0.352966, 0.547064, 1.33333, 1, 0.710067, -0.232196, -0.359931, 0.558873, 1.36667, 1, 0.705004, -0.231311, -0.362814, 0.563765, 1.4, 1, 0.703731, -0.231088, -0.363531, 0.564983, 2.58333, 1, 0.703731, -0.231088, -0.363531, 0.564983)
-
-[sub_resource type="AnimationLibrary" id="AnimationLibrary_13e0w"]
-_data = {
-&"ARM 3 IDLE": SubResource("Animation_sdkf5"),
-&"ARM 3 WALL CALL": SubResource("Animation_h8ypb")
-}
-
-[sub_resource type="ArrayMesh" id="ArrayMesh_1sj32"]
-resource_name = "ARM3_CHEST_003"
-_surfaces = [{
-"aabb": AABB(-11.5282, 2.82034, -1.00163, 8.9155, 6.65804, 9.72838),
-"attribute_data": 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")
-}]
-blend_shape_mode = 0
-
-[sub_resource type="Skin" id="Skin_5w0um"]
-resource_name = "Skin"
-bind_count = 22
-bind/0/name = &"Bone"
-bind/0/bone = -1
-bind/0/pose = Transform3D(0.218455, -0.334568, 0.00484693, 0.222984, 0.149882, 0.295796, -0.249474, -0.159002, 0.268632, 3.60181, -0.137442, -1.95974)
-bind/1/name = &"Bone.001"
-bind/1/bone = -1
-bind/1/pose = Transform3D(0.200533, -0.345296, -0.0154627, 0.248137, 0.131374, 0.284343, -0.240617, -0.152294, 0.280342, 3.7286, -1.649, -2.04443)
-bind/2/name = &"Bone.002"
-bind/2/bone = -1
-bind/2/pose = Transform3D(0.290503, 0.0690252, 0.265566, -0.102379, 0.386089, 0.011641, -0.254575, -0.0765013, 0.298364, -1.24269, -3.57127, -2.8376)
-bind/3/name = &"Bone.003"
-bind/3/bone = -1
-bind/3/pose = Transform3D(0.248963, -0.17358, 0.259941, 0.105775, 0.359501, 0.138754, -0.294127, -0.0176407, 0.269925, 0.673524, -3.62755, -3.30994)
-bind/4/name = &"Bone.004"
-bind/4/bone = -1
-bind/4/pose = Transform3D(0.235502, -0.228829, 0.227723, 0.130604, 0.325311, 0.191825, -0.295234, -0.0386229, 0.266509, 1.36273, -3.83853, -3.09891)
-bind/5/name = &"Bone.005"
-bind/5/bone = -1
-bind/5/pose = Transform3D(0.306702, -0.238488, 0.093483, 0.14867, 0.284486, 0.238005, -0.208598, -0.147894, 0.307077, 2.54637, -3.36147, -2.13699)
-bind/6/name = &"Bone.006"
-bind/6/bone = -1
-bind/6/pose = Transform3D(0.214876, -0.332139, 0.0565104, 0.271567, 0.210416, 0.204104, -0.199402, -0.0713481, 0.338866, 3.25473, -2.30624, -3.00616)
-bind/7/name = &"Bone.007"
-bind/7/bone = -1
-bind/7/pose = Transform3D(0.218729, -0.329187, 0.0589507, 0.309537, 0.225946, 0.113213, -0.126596, -0.0163054, 0.378668, 3.2229, -1.75675, -3.54756)
-bind/8/name = &"Bone.008"
-bind/8/bone = -1
-bind/8/pose = Transform3D(0.205263, -0.331026, 0.0892782, 0.330474, 0.218736, 0.0512211, -0.0913004, 0.0475228, 0.386119, 2.93177, -1.22927, -4.05878)
-bind/9/name = &"Bone.009"
-bind/9/bone = -1
-bind/9/pose = Transform3D(0.213407, -0.337824, -0.00378513, 0.252314, 0.156393, 0.267509, -0.22467, -0.145253, 0.296828, 3.63975, -2.11394, -2.1526)
-bind/10/name = &"Bone.010"
-bind/10/bone = -1
-bind/10/pose = Transform3D(0.20206, -0.344714, -0.00509379, 0.303718, 0.175197, 0.191685, -0.163123, -0.100798, 0.350589, 3.66125, -1.78666, -2.71014)
-bind/11/name = &"Bone.011"
-bind/11/bone = -1
-bind/11/pose = Transform3D(0.201855, -0.344872, -0.000402498, 0.334343, 0.195578, 0.0982124, -0.084564, -0.0499478, 0.387345, 3.62199, -1.29178, -3.17107)
-bind/12/name = &"Bone.012"
-bind/12/bone = -1
-bind/12/pose = Transform3D(0.208651, -0.339907, 0.0246935, 0.33686, 0.210087, 0.0455089, -0.0516929, -0.00294623, 0.396234, 3.38498, -1.12851, -3.54802)
-bind/13/name = &"Bone.013"
-bind/13/bone = -1
-bind/13/pose = Transform3D(0.0816834, -0.37534, -0.110134, 0.320562, -0.000243709, 0.238583, -0.224165, -0.137119, 0.301049, 4.14448, -0.358812, -2.24605)
-bind/14/name = &"Bone.014"
-bind/14/bone = -1
-bind/14/pose = Transform3D(0.186343, -0.345019, -0.0769434, 0.323905, 0.131816, 0.193369, -0.141575, -0.15254, 0.34113, 4.0348, -1.37779, -2.13885)
-bind/15/name = &"Bone.015"
-bind/15/bone = -1
-bind/15/pose = Transform3D(0.130218, -0.371352, -0.0694479, 0.377772, 0.128709, 0.0201023, 0.0036877, -0.0722048, 0.393007, 3.99675, 0.0467984, -2.7426)
-bind/16/name = &"Bone.016"
-bind/16/bone = -1
-bind/16/pose = Transform3D(0.189847, -0.341692, -0.0829834, 0.347565, 0.168064, 0.103127, -0.0532806, -0.121172, 0.377042, 4.04476, -1.22856, -2.37471)
-bind/17/name = &"Bone.017"
-bind/17/bone = -1
-bind/17/pose = Transform3D(-0.0328201, -0.348761, -0.192277, 0.329379, -0.132219, 0.183602, -0.223862, -0.143408, 0.298331, 4.04219, 1.13185, -2.17481)
-bind/18/name = &"Bone.018"
-bind/18/bone = -1
-bind/18/pose = Transform3D(0.169241, -0.338602, -0.128015, 0.334013, 0.0915905, 0.19932, -0.139552, -0.19142, 0.321816, 4.19949, -1.05261, -1.69135)
-bind/19/name = &"Bone.019"
-bind/19/bone = -1
-bind/19/pose = Transform3D(0.176077, -0.34133, -0.11033, 0.334186, 0.111414, 0.188648, -0.130377, -0.175393, 0.334546, 4.09547, -1.31034, -1.88873)
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 tracks/24/type = "animation"
 tracks/24/imported = false
 tracks/24/enabled = true
-tracks/24/path = NodePath("../AnimationPlayer")
+tracks/24/path = NodePath("../VFX")
 tracks/24/interp = 1
 tracks/24/loop_wrap = true
 tracks/24/keys = {
-"clips": PackedStringArray("[stop]", "Wall Move VFX"),
-"times": PackedFloat32Array(0, 0.0333333)
+"clips": PackedStringArray("Wall Move VFX"),
+"times": PackedFloat32Array(0.0333)
 }
 tracks/25/type = "audio"
 tracks/25/imported = false
@@ -928,14 +577,14 @@ tracks/25/keys = {
 "start_offset": 0.0,
 "stream": ExtResource("5_o1lds")
 }],
-"times": PackedFloat32Array(1.26667)
+"times": PackedFloat32Array(1.2667)
 }
 tracks/25/use_blend = true
 
-[sub_resource type="AnimationLibrary" id="AnimationLibrary_30h76"]
+[sub_resource type="AnimationLibrary" id="AnimationLibrary_13e0w"]
 _data = {
-&"ARM 3 IDLE": SubResource("Animation_bmsgg"),
-&"ARM 3 WALL CALL": SubResource("Animation_c6j40")
+&"ARM 3 IDLE": SubResource("Animation_sdkf5"),
+&"ARM 3 WALL CALL": SubResource("Animation_h8ypb")
 }
 
 [sub_resource type="AnimationNodeAnimation" id="AnimationNodeAnimation_bpd8u"]
@@ -1468,64 +1117,64 @@ bones/0/name = "Bone"
 bones/0/parent = -1
 bones/0/rest = Transform3D(-0.0590079, 0.671656, -0.73851, -0.998184, -0.0307104, 0.0518259, 0.0121292, 0.740227, 0.672248, 0.786073, -1.69062, 1.58305)
 bones/0/enabled = true
-bones/0/position = Vector3(-0.257828, -1.35017, 2.07453)
-bones/0/rotation = Quaternion(0.198677, -0.393491, -0.718538, 0.537955)
+bones/0/position = Vector3(-0.441625, -1.25654, 2.08151)
+bones/0/rotation = Quaternion(0.158843, -0.415605, -0.757995, 0.476955)
 bones/0/scale = Vector3(1, 1, 1)
 bones/1/name = "Bone.001"
 bones/1/parent = 0
 bones/1/rest = Transform3D(0.997342, 0.0728404, -0.00158077, -0.0727175, 0.996536, 0.0403564, 0.00451487, -0.0401342, 0.999184, 2.42144e-07, 1.85949, 0)
 bones/1/enabled = true
 bones/1/position = Vector3(2.42144e-07, 1.85949, 0)
-bones/1/rotation = Quaternion(-0.149327, -0.492607, 0.159178, 0.842438)
+bones/1/rotation = Quaternion(-0.113912, -0.416432, 0.2146, 0.876102)
 bones/1/scale = Vector3(1, 1, 1)
 bones/2/name = "Bone.002"
 bones/2/parent = 1
 bones/2/rest = Transform3D(0.189847, -0.964576, -0.183168, 0.981104, 0.179283, 0.0727586, -0.0373423, -0.19352, 0.980386, 3.72529e-08, 0.416929, -3.57628e-07)
 bones/2/enabled = true
 bones/2/position = Vector3(3.72529e-08, 0.416929, -3.57628e-07)
-bones/2/rotation = Quaternion(-0.338467, -0.0944539, 0.716119, 0.603069)
+bones/2/rotation = Quaternion(-0.33906, -0.0849949, 0.763916, 0.542444)
 bones/2/scale = Vector3(1, 1, 1)
 bones/3/name = "Bone.003"
 bones/3/parent = 2
 bones/3/rest = Transform3D(0.810203, 0.578594, -0.0938098, -0.560363, 0.811523, 0.165603, 0.171946, -0.0816042, 0.981721, -1.78814e-07, 0.298124, -2.98023e-07)
 bones/3/enabled = true
 bones/3/position = Vector3(-1.78814e-07, 0.298124, -2.98023e-07)
-bones/3/rotation = Quaternion(-0.156687, 0.0308364, -0.358445, 0.919791)
+bones/3/rotation = Quaternion(-0.161689, -0.00220438, -0.427233, 0.889564)
 bones/3/scale = Vector3(1, 1, 1)
 bones/4/name = "Bone.004"
 bones/4/parent = 3
 bones/4/rest = Transform3D(0.986624, 0.16227, 0.0155225, -0.161298, 0.98559, -0.0509395, -0.0235648, 0.0477544, 0.998581, 1.19209e-07, 0.217615, 6.4075e-07)
 bones/4/enabled = true
 bones/4/position = Vector3(1.19209e-07, 0.217615, 6.4075e-07)
-bones/4/rotation = Quaternion(-0.105334, 0.105307, -0.531938, 0.833581)
+bones/4/rotation = Quaternion(-0.158492, 0.0300904, -0.386197, 0.9082)
 bones/4/scale = Vector3(1, 1, 1)
 bones/5/name = "Bone.005"
 bones/5/parent = 1
 bones/5/rest = Transform3D(0.89182, -0.451516, 0.0281058, 0.446851, 0.888891, 0.100983, -0.0705783, -0.0774992, 0.994491, 3.72529e-08, 0.416929, -3.57628e-07)
 bones/5/enabled = true
 bones/5/position = Vector3(3.72529e-08, 0.416929, -3.57628e-07)
-bones/5/rotation = Quaternion(-0.23123, 0.213222, 0.0539175, 0.947714)
+bones/5/rotation = Quaternion(-0.25222, 0.225314, 0.0500599, 0.939741)
 bones/5/scale = Vector3(1, 1, 1)
 bones/6/name = "Bone.006"
 bones/6/parent = 5
 bones/6/rest = Transform3D(0.941855, 0.326829, -0.0780507, -0.307447, 0.931929, 0.192315, 0.135592, -0.157136, 0.978224, 1.19209e-07, 0.366571, -1.78814e-07)
 bones/6/enabled = true
 bones/6/position = Vector3(1.19209e-07, 0.366571, -1.78814e-07)
-bones/6/rotation = Quaternion(-0.42976, 0.311198, -0.0969887, 0.842054)
+bones/6/rotation = Quaternion(-0.312143, 0.301006, -0.175166, 0.8839)
 bones/6/scale = Vector3(1, 1, 1)
 bones/7/name = "Bone.007"
 bones/7/parent = 6
 bones/7/rest = Transform3D(0.999908, -0.0133746, -0.00243148, 0.0135605, 0.968863, 0.247226, -0.000950764, -0.247236, 0.968955, -4.17233e-07, 0.229154, 4.76837e-07)
 bones/7/enabled = true
 bones/7/position = Vector3(-4.17233e-07, 0.229154, 4.76837e-07)
-bones/7/rotation = Quaternion(-0.614918, -0.032522, -0.208914, 0.759719)
+bones/7/rotation = Quaternion(-0.493507, -0.10355, -0.272844, 0.81932)
 bones/7/scale = Vector3(1, 1, 1)
 bones/8/name = "Bone.008"
 bones/8/parent = 7
 bones/8/rest = Transform3D(0.996542, 0.0206576, -0.0804851, -0.00720127, 0.986431, 0.164017, 0.0827812, -0.162871, 0.983169, 1.19209e-07, 0.142665, 2.08616e-07)
 bones/8/enabled = true
 bones/8/position = Vector3(1.19209e-07, 0.142665, 2.08616e-07)
-bones/8/rotation = Quaternion(-0.13984, -0.0626725, 0.040992, 0.987338)
+bones/8/rotation = Quaternion(-0.0821339, -0.0410144, -0.00694164, 0.995753)
 bones/8/scale = Vector3(1, 1, 1)
 bones/9/name = "Bone.009"
 bones/9/parent = 1
@@ -1539,42 +1188,42 @@ bones/10/parent = 9
 bones/10/rest = Transform3D(0.999443, 0.0307126, -0.0130675, -0.0268698, 0.972617, 0.230855, 0.0197998, -0.230375, 0.9729, 4.2282e-07, 0.347821, -2.98023e-07)
 bones/10/enabled = true
 bones/10/position = Vector3(4.2282e-07, 0.347821, -2.98023e-07)
-bones/10/rotation = Quaternion(-0.460142, 0.300792, -0.0101338, 0.835279)
+bones/10/rotation = Quaternion(-0.418874, 0.268079, -0.053877, 0.865896)
 bones/10/scale = Vector3(1, 1, 1)
 bones/11/name = "Bone.011"
 bones/11/parent = 10
 bones/11/rest = Transform3D(0.999931, -0.0022606, -0.0115383, 0.00506641, 0.968404, 0.249334, 0.0106101, -0.249375, 0.968349, 5.55068e-07, 0.236611, 4.17233e-07)
 bones/11/enabled = true
 bones/11/position = Vector3(5.55068e-07, 0.236611, 4.17233e-07)
-bones/11/rotation = Quaternion(-0.486657, -0.0916264, -0.293502, 0.817696)
+bones/11/rotation = Quaternion(-0.445583, -0.132523, -0.326368, 0.823029)
 bones/11/scale = Vector3(1, 1, 1)
 bones/12/name = "Bone.012"
 bones/12/parent = 11
 bones/12/rest = Transform3D(0.997806, -0.0280227, -0.0599811, 0.0357475, 0.990624, 0.13186, 0.0557236, -0.133715, 0.989452, 2.79397e-09, 0.172989, 0)
 bones/12/enabled = true
 bones/12/position = Vector3(2.79397e-09, 0.172989, 0)
-bones/12/rotation = Quaternion(-0.218149, -0.0106352, 0.035669, 0.975206)
+bones/12/rotation = Quaternion(-0.0667452, -0.0289867, 0.0160086, 0.997221)
 bones/12/scale = Vector3(1, 1, 1)
 bones/13/name = "Bone.013"
 bones/13/parent = 1
 bones/13/rest = Transform3D(0.92488, 0.379995, -0.0141588, -0.377983, 0.922776, 0.0749239, 0.0415361, -0.0639438, 0.997089, 3.72529e-08, 0.416929, -3.57628e-07)
 bones/13/enabled = true
 bones/13/position = Vector3(3.72529e-08, 0.416929, -3.57628e-07)
-bones/13/rotation = Quaternion(-0.310431, 0.0801896, -0.342708, 0.883037)
+bones/13/rotation = Quaternion(-0.310431, 0.0801896, -0.342708, 0.883036)
 bones/13/scale = Vector3(1, 1, 1)
 bones/14/name = "Bone.014"
 bones/14/parent = 13
 bones/14/rest = Transform3D(0.959373, -0.277519, 0.0508523, 0.259649, 0.938956, 0.225709, -0.110386, -0.203335, 0.972867, 2.08616e-07, 0.369994, -5.36442e-07)
 bones/14/enabled = true
 bones/14/position = Vector3(2.08616e-07, 0.369994, -5.36442e-07)
-bones/14/rotation = Quaternion(-0.540124, 0.199094, 0.099823, 0.811581)
+bones/14/rotation = Quaternion(-0.472896, 0.213302, 0.0552251, 0.853125)
 bones/14/scale = Vector3(1, 1, 1)
 bones/15/name = "Bone.015"
 bones/15/parent = 14
 bones/15/rest = Transform3D(0.987789, 0.153063, -0.029059, -0.126508, 0.89688, 0.423794, 0.0909294, -0.414943, 0.905292, -5.36442e-07, 0.248162, 4.47035e-07)
 bones/15/enabled = true
 bones/15/position = Vector3(-5.36442e-07, 0.248162, 4.47035e-07)
-bones/15/rotation = Quaternion(-0.470998, -0.175315, -0.371344, 0.780724)
+bones/15/rotation = Quaternion(-0.443662, -0.175899, -0.44075, 0.760239)
 bones/15/scale = Vector3(1, 1, 1)
 bones/16/name = "Bone.016"
 bones/16/parent = 15
@@ -1588,46 +1237,41 @@ bones/17/parent = 1
 bones/17/rest = Transform3D(0.731562, 0.681774, 8.39789e-05, -0.68032, 0.729994, 0.0653794, 0.0445127, -0.0478862, 0.99786, 3.72529e-08, 0.416929, -3.57628e-07)
 bones/17/enabled = true
 bones/17/position = Vector3(3.72529e-08, 0.416929, -3.57628e-07)
-bones/17/rotation = Quaternion(-0.316659, 0.0307608, -0.49809, 0.806652)
+bones/17/rotation = Quaternion(-0.316659, 0.0307609, -0.49809, 0.806652)
 bones/17/scale = Vector3(1, 1, 1)
 bones/18/name = "Bone.018"
 bones/18/parent = 17
 bones/18/rest = Transform3D(0.858902, -0.508701, 0.0592547, 0.482273, 0.842314, 0.240665, -0.172338, -0.178131, 0.968798, 8.19564e-08, 0.400229, -5.96046e-08)
 bones/18/enabled = true
 bones/18/position = Vector3(8.19564e-08, 0.400229, -5.96046e-08)
-bones/18/rotation = Quaternion(-0.569233, 0.0893506, 0.176735, 0.79797)
+bones/18/rotation = Quaternion(-0.498789, 0.139352, 0.136152, 0.844543)
 bones/18/scale = Vector3(1, 1, 1)
 bones/19/name = "Bone.019"
 bones/19/parent = 18
 bones/19/rest = Transform3D(0.998851, -0.0332957, -0.0344645, 0.0348088, 0.998413, 0.0442743, 0.0329356, -0.0454231, 0.998425, 4.76837e-07, 0.196712, 5.96046e-08)
 bones/19/enabled = true
 bones/19/position = Vector3(4.76837e-07, 0.196712, 5.96046e-08)
-bones/19/rotation = Quaternion(-0.275641, -0.233658, -0.266807, 0.893443)
+bones/19/rotation = Quaternion(-0.240237, -0.252943, -0.349851, 0.869431)
 bones/19/scale = Vector3(1, 1, 1)
 bones/20/name = "Bone.020"
 bones/20/parent = 19
 bones/20/rest = Transform3D(0.982791, 0.183548, -0.0207621, -0.170809, 0.945817, 0.276143, 0.0703228, -0.267845, 0.960892, -3.57628e-07, 0.127214, 1.19209e-07)
 bones/20/enabled = true
 bones/20/position = Vector3(-3.57628e-07, 0.127214, 1.19209e-07)
-bones/20/rotation = Quaternion(-0.137915, -0.0230924, -0.089839, 0.986091)
+bones/20/rotation = Quaternion(-0.137915, -0.0230925, -0.089839, 0.986091)
 bones/20/scale = Vector3(1, 1, 1)
 bones/21/name = "Bone.021"
 bones/21/parent = -1
 bones/21/rest = Transform3D(0.761771, 0.635827, -0.12422, -0.154809, -0.00753344, -0.987916, -0.629079, 0.771795, 0.0926928, -0.530413, -1.67502, -0.0149612)
 bones/21/enabled = true
-bones/21/position = Vector3(-0.488569, -0.745865, 0.0428425)
-bones/21/rotation = Quaternion(0.732299, -0.145407, -0.29889, 0.594357)
+bones/21/position = Vector3(-0.536331, -0.657522, 0.0358649)
+bones/21/rotation = Quaternion(0.703731, -0.231088, -0.363531, 0.564983)
 bones/21/scale = Vector3(1, 1, 1)
 
 [node name="CHEST_005" type="MeshInstance3D" parent="ARM3(REIMPORT FIX)/3_ R STATUS ARM/Skeleton3D"]
 mesh = SubResource("ArrayMesh_ma85w")
 skin = SubResource("Skin_pdl72")
 
-[node name="AnimationPlayer" type="AnimationPlayer" parent="ARM3(REIMPORT FIX)"]
-libraries = {
-&"": SubResource("AnimationLibrary_13e0w")
-}
-
 [node name="ARM3" type="Node3D" parent="."]
 visible = false
 
@@ -1795,14 +1439,14 @@ mesh = SubResource("ArrayMesh_1sj32")
 skin = SubResource("Skin_5w0um")
 
 [node name="AnimationPlayer" type="AnimationPlayer" parent="ARM3"]
+root_node = NodePath("../../ARM3(REIMPORT FIX)")
 libraries = {
-&"": SubResource("AnimationLibrary_30h76")
+&"": SubResource("AnimationLibrary_13e0w")
 }
-autoplay = "ARM 3 IDLE"
 
 [node name="AnimationTree" type="AnimationTree" parent="ARM3"]
 unique_name_in_owner = true
-root_node = NodePath("%AnimationTree/..")
+root_node = NodePath("%AnimationTree/../../ARM3(REIMPORT FIX)")
 tree_root = SubResource("AnimationNodeStateMachine_fhrhk")
 anim_player = NodePath("../AnimationPlayer")
 
@@ -1818,9 +1462,8 @@ disabled = true
 [node name="AnimatedSprite3D" type="AnimatedSprite3D" parent="."]
 transform = Transform3D(1.7, 0, 0, 0, 1.7, 0, 0, 0, 1.7, -9.64615, 6.37768, 10.09)
 sprite_frames = SubResource("SpriteFrames_kyvod")
-frame = 54
 
-[node name="AnimationPlayer" type="AnimationPlayer" parent="."]
+[node name="VFX" type="AnimationPlayer" parent="."]
 libraries = {
 &"": SubResource("AnimationLibrary_4acx4")
 }
diff --git a/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm4.tscn b/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm4.tscn
index 3297799b..4996b359 100644
--- a/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm4.tscn	
+++ b/Zennysoft.Game.Ma/src/enemy/enemy_types/16. demon wall/Arm4.tscn	
@@ -1,4 +1,4 @@
-[gd_scene load_steps=36 format=4 uid="uid://cl0sf7ovakpvs"]
+[gd_scene load_steps=31 format=4 uid="uid://cl0sf7ovakpvs"]
 
 [ext_resource type="Script" uid="uid://vgvrmwsrwakf" path="res://src/enemy/enemy_types/16. demon wall/DemonWallArm.cs" id="1_nwywg"]
 [ext_resource type="Script" uid="uid://ctshiyffvt4y5" path="res://src/system/AttackDataResource.cs" id="2_sb6ar"]
@@ -145,491 +145,6 @@ bind/22/pose = Transform3D(0.307631, -0.0387805, -0.252074, 0.25424, 0.0153773,
 [sub_resource type="BoxShape3D" id="BoxShape3D_0pjjv"]
 size = Vector3(2, 2, 2)
 
-[sub_resource type="Animation" id="Animation_yqv6p"]
-resource_name = "ARM 4 IDLE_001"
-length = 4.91667
-loop_mode = 1
-tracks/0/type = "position_3d"
-tracks/0/imported = true
-tracks/0/enabled = true
-tracks/0/path = NodePath("4_ R WEAPON ARM/Skeleton3D:Bone")
-tracks/0/interp = 1
-tracks/0/loop_wrap = true
-tracks/0/keys = PackedFloat32Array(0, 1, -0.101282, -1.06726, 1.97676, 0.1, 1, -0.101808, -1.06798, 1.97592, 0.133333, 1, -0.102186, -1.06849, 1.97532, 0.166667, 1, -0.102662, -1.06914, 1.97456, 0.2, 1, -0.103262, -1.06996, 1.97361, 0.233333, 1, -0.103953, -1.0709, 1.97251, 0.266667, 1, -0.104731, -1.07196, 1.97127, 0.3, 1, -0.105594, -1.07314, 1.96989, 0.333333, 1, -0.10654, -1.07442, 1.96838, 0.366667, 1, -0.107592, -1.07586, 1.96671, 0.4, 1, -0.108718, -1.07739, 1.96491, 0.433333, 1, -0.109918, -1.07903, 1.963, 0.466667, 1, -0.111188, -1.08076, 1.96098, 0.5, 1, -0.112526, -1.08258, 1.95885, 0.533333, 1, -0.113949, -1.08452, 1.95658, 0.566667, 1, -0.115434, -1.08654, 1.95422, 0.6, 1, -0.116976, -1.08864, 1.95176, 0.633333, 1, -0.118574, -1.09082, 1.94921, 0.666667, 1, -0.120226, -1.09307, 1.94658, 0.7, 1, -0.121943, -1.09541, 1.94385, 0.733333, 1, -0.123707, -1.09781, 1.94104, 0.766667, 1, -0.125514, -1.10027, 1.93816, 0.8, 1, -0.127362, -1.10279, 1.93521, 0.833333, 1, -0.129249, -1.10536, 1.93221, 0.866667, 1, -0.131182, -1.10799, 1.92913, 0.9, 1, -0.133146, -1.11067, 1.926, 0.933333, 1, -0.135139, -1.11338, 1.92282, 0.966667, 1, -0.137159, -1.11613, 1.91961, 1, 1, -0.139202, -1.11892, 1.91635, 1.06667, 1, -0.14336, -1.12458, 1.90973, 1.36667, 1, -0.162444, -1.15058, 1.87932, 1.43333, 1, -0.166622, -1.15627, 1.87267, 1.5, 1, -0.170729, -1.16186, 1.86613, 1.53333, 1, -0.172741, -1.1646, 1.86292, 1.56667, 1, -0.174725, -1.16731, 1.85976, 1.6, 1, -0.176679, -1.16997, 1.85665, 1.63333, 1, -0.1786, -1.17259, 1.85359, 1.66667, 1, -0.180487, -1.17516, 1.85058, 1.7, 1, -0.182322, -1.17766, 1.84766, 1.73333, 1, -0.184115, -1.1801, 1.8448, 1.76667, 1, -0.185863, -1.18248, 1.84202, 1.8, 1, -0.187564, -1.1848, 1.83931, 1.83333, 1, -0.189216, -1.18705, 1.83667, 1.86667, 1, -0.190796, -1.1892, 1.83416, 1.9, 1, -0.19232, -1.19128, 1.83173, 1.93333, 1, -0.193784, -1.19327, 1.8294, 1.96667, 1, -0.195186, -1.19518, 1.82716, 2, 1, -0.196524, -1.197, 1.82503, 2.03333, 1, -0.197771, -1.1987, 1.82305, 2.06667, 1, -0.198947, -1.2003, 1.82117, 2.1, 1, -0.200048, -1.2018, 1.81942, 2.13333, 1, -0.201073, -1.2032, 1.81778, 2.16667, 1, -0.202019, -1.20449, 1.81628, 2.2, 1, -0.202855, -1.20563, 1.81495, 2.23333, 1, -0.203605, -1.20665, 1.81375, 2.26667, 1, -0.204265, -1.20755, 1.8127, 2.3, 1, -0.204834, -1.20832, 1.81179, 2.33333, 1, -0.20531, -1.20897, 1.81104, 2.4, 1, -0.205901, -1.20978, 1.81009, 2.6, 1, -0.205072, -1.20865, 1.81141, 2.63333, 1, -0.204565, -1.20796, 1.81222, 2.66667, 1, -0.203965, -1.20714, 1.81318, 2.7, 1, -0.203244, -1.20616, 1.81433, 2.73333, 1, -0.202437, -1.20506, 1.81561, 2.76667, 1, -0.201546, -1.20384, 1.81703, 2.8, 1, -0.200574, -1.20252, 1.81858, 2.83333, 1, -0.199523, -1.20109, 1.82026, 2.86667, 1, -0.198371, -1.19952, 1.82209, 2.9, 1, -0.197148, -1.19785, 1.82404, 2.93333, 1, -0.195855, -1.19609, 1.8261, 2.96667, 1, -0.194496, -1.19424, 1.82826, 3, 1, -0.193072, -1.1923, 1.83053, 3.03333, 1, -0.191568, -1.19025, 1.83293, 3.06667, 1, -0.190006, -1.18812, 1.83542, 3.1, 1, -0.18839, -1.18592, 1.83799, 3.13333, 1, -0.186722, -1.18365, 1.84065, 3.16667, 1, -0.185005, -1.18131, 1.84338, 3.2, 1, -0.183226, -1.17889, 1.84622, 3.23333, 1, -0.181405, -1.17641, 1.84912, 3.26667, 1, -0.179544, -1.17387, 1.85208, 3.3, 1, -0.177645, -1.17129, 1.85511, 3.33333, 1, -0.175712, -1.16865, 1.85819, 3.36667, 1, -0.173737, -1.16596, 1.86133, 3.4, 1, -0.171735, -1.16323, 1.86452, 3.43333, 1, -0.169708, -1.16047, 1.86775, 3.5, 1, -0.165587, -1.15486, 1.87432, 3.83333, 1, -0.144406, -1.12601, 1.90806, 3.9, 1, -0.140238, -1.12033, 1.9147, 3.93333, 1, -0.138181, -1.11753, 1.91798, 3.96667, 1, -0.136145, -1.11475, 1.92122, 4, 1, -0.134134, -1.11201, 1.92443, 4.03333, 1, -0.132159, -1.10932, 1.92757, 4.06667, 1, -0.130215, -1.10667, 1.93067, 4.1, 1, -0.128305, -1.10407, 1.93371, 4.13333, 1, -0.126432, -1.10152, 1.9367, 4.16667, 1, -0.124596, -1.09902, 1.93962, 4.2, 1, -0.122818, -1.0966, 1.94245, 4.23333, 1, -0.121085, -1.09424, 1.94521, 4.26667, 1, -0.1194, -1.09194, 1.9479, 4.3, 1, -0.117766, -1.08972, 1.9505, 4.33333, 1, -0.116186, -1.08756, 1.95302, 4.36667, 1, -0.114681, -1.08551, 1.95541, 4.4, 1, -0.113238, -1.08355, 1.95771, 4.43333, 1, -0.111857, -1.08167, 1.95991, 4.46667, 1, -0.110542, -1.07987, 1.96201, 4.5, 1, -0.109294, -1.07818, 1.964, 4.53333, 1, -0.108143, -1.07661, 1.96583, 4.56667, 1, -0.107066, -1.07514, 1.96755, 4.6, 1, -0.106067, -1.07378, 1.96914, 4.63333, 1, -0.105149, -1.07253, 1.9706, 4.66667, 1, -0.104313, -1.07139, 1.97193, 4.7, 1, -0.103593, -1.07041, 1.97308, 4.73333, 1, -0.102962, -1.06955, 1.97408, 4.76667, 1, -0.102424, -1.06882, 1.97494, 4.8, 1, -0.101981, -1.06821, 1.97565, 4.86667, 1, -0.101424, -1.06745, 1.97654, 4.91667, 1, -0.101282, -1.06726, 1.97676)
-tracks/1/type = "rotation_3d"
-tracks/1/imported = true
-tracks/1/enabled = true
-tracks/1/path = NodePath("4_ R WEAPON ARM/Skeleton3D:Bone")
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")
-}, {
-"aabb": AABB(-3.27602, 5.35764, 7.04164, 2.18956, 5.38402, 2.21466),
-"attribute_data": 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")
-}]
-blend_shape_mode = 0
-
-[sub_resource type="Skin" id="Skin_f7n3b"]
-resource_name = "Skin"
-bind_count = 23
-bind/0/name = &"Bone"
-bind/0/bone = -1
-bind/0/pose = Transform3D(0.00604279, -0.399534, 0.00426106, 0.269178, 0.00722018, 0.29525, -0.295277, -0.00159446, 0.269242, 3.01006, 0.749253, -3.0852)
-bind/1/name = &"Bone.001"
-bind/1/bone = -1
-bind/1/pose = Transform3D(-0.0148805, -0.399004, -0.0160047, 0.280537, -0.0218432, 0.283732, -0.284182, -0.000670224, 0.280931, 3.06887, -0.763307, -3.13225)
-bind/2/name = &"Bone.002"
-bind/2/bone = -1
-bind/2/pose = Transform3D(0.283023, -0.0971549, 0.264841, 0.119643, 0.381084, 0.0119406, -0.255471, 0.0708382, 0.298996, -0.458356, -2.5656, -3.7188)
-bind/3/name = &"Bone.003"
-bind/3/bone = -1
-bind/3/pose = Transform3D(0.118335, -0.28008, 0.259296, 0.281696, 0.247265, 0.138526, -0.257538, 0.141766, 0.270663, 0.593928, -2.28571, -4.08207)
-bind/4/name = &"Bone.004"
-bind/4/bone = -1
-bind/4/pose = Transform3D(0.0773831, -0.319558, 0.227105, 0.284541, 0.205022, 0.191532, -0.269686, 0.124622, 0.267247, 1.08596, -2.56581, -3.93954)
-bind/5/name = &"Bone.005"
-bind/5/bone = -1
-bind/5/pose = Transform3D(0.132145, -0.365553, 0.092685, 0.278109, 0.160793, 0.237661, -0.254706, -0.0140869, 0.307585, 2.43056, -2.192, -3.14792)
-bind/6/name = &"Bone.006"
-bind/6/bone = -1
-bind/6/pose = Transform3D(0.00442151, -0.395644, 0.0559337, 0.34239, 0.032588, 0.203443, -0.205989, 0.0456745, 0.339359, 2.64902, -1.09538, -3.76113)
-bind/7/name = &"Bone.007"
-bind/7/bone = -1
-bind/7/pose = Transform3D(0.00926053, -0.395209, 0.0583647, 0.382598, 0.0255731, 0.112459, -0.114957, 0.053275, 0.378984, 2.63439, -0.388844, -3.97827)
-bind/8/name = &"Bone.008"
-bind/8/bone = -1
-bind/8/pose = Transform3D(-0.00304546, -0.389616, 0.0887256, 0.396321, 0.0083826, 0.0504133, -0.0510146, 0.0883813, 0.386352, 2.29978, 0.178086, -4.21051)
-bind/9/name = &"Bone.009"
-bind/9/bone = -1
-bind/9/pose = Transform3D(1.91426e-05, -0.399579, -0.00435848, 0.297394, -0.00289681, 0.26689, -0.266905, -0.00325647, 0.297377, 3.02889, -1.13471, -3.1875)
-bind/10/name = &"Bone.010"
-bind/10/bone = -1
-bind/10/pose = Transform3D(-0.0132564, -0.399343, -0.00563936, 0.35074, -0.0143393, 0.19094, -0.191018, 0.00138446, 0.350987, 3.00392, -0.61459, -3.48295)
-bind/11/name = &"Bone.011"
-bind/11/bone = -1
-bind/11/pose = Transform3D(-0.0135066, -0.399373, -0.000947914, 0.387323, -0.0133301, 0.097392, -0.0973677, 0.00237312, 0.387551, 2.96245, 0.0374735, -3.6196)
-bind/12/name = &"Bone.012"
-bind/12/bone = -1
-bind/12/pose = Transform3D(-0.00505573, -0.398841, 0.0241317, 0.397089, -0.00232987, 0.0446841, -0.0444582, 0.0245453, 0.396362, 2.74941, 0.266726, -3.77698)
-bind/13/name = &"Bone.013"
-bind/13/bone = -1
-bind/13/pose = Transform3D(-0.131605, -0.360803, -0.11038, 0.27139, -0.171733, 0.237776, -0.262125, 0.00334433, 0.301597, 3.15434, 0.277347, -3.25501)
-bind/14/name = &"Bone.014"
-bind/14/bone = -1
-bind/14/pose = Transform3D(-0.0268565, -0.391104, -0.0774493, 0.344645, -0.0618, 0.192568, -0.200451, -0.0538556, 0.341469, 3.36145, -0.300531, -3.02719)
-bind/15/name = &"Bone.015"
-bind/15/bone = -1
-bind/15/pose = Transform3D(-0.0883555, -0.383407, -0.0698156, 0.38817, -0.0929431, 0.0191657, -0.0346272, -0.0635805, 0.392989, 3.11455, 1.27851, -3.07071)
-bind/16/name = &"Bone.016"
-bind/16/bone = -1
-bind/16/pose = Transform3D(-0.0221315, -0.390154, -0.0834981, 0.383818, -0.0436593, 0.102271, -0.108975, -0.0745359, 0.377161, 3.39131, 0.0404313, -2.97946)
-bind/17/name = &"Bone.017"
-bind/17/bone = -1
-bind/17/pose = Transform3D(-0.214391, -0.277066, -0.192232, 0.208253, -0.287944, 0.182758, -0.265234, -0.00213026, 0.298878, 2.90858, 1.3807, -3.20245)
-bind/18/name = &"Bone.018"
-bind/18/bone = -1
-bind/18/pose = Transform3D(-0.0379955, -0.376473, -0.128477, 0.331721, -0.101216, 0.19849, -0.219543, -0.0877795, 0.322145, 3.52294, -0.0832812, -2.69422)
-bind/19/name = &"Bone.019"
-bind/19/bone = -1
-bind/19/pose = Transform3D(-0.0336356, -0.382455, -0.11081, 0.342433, -0.0845331, 0.187819, -0.203201, -0.0791474, 0.334854, 3.42041, -0.274468, -2.82379)
-bind/20/name = &"Bone.020"
-bind/20/bone = -1
-bind/20/pose = Transform3D(-0.105837, -0.367, -0.117437, 0.372131, -0.128952, 0.067614, -0.0999946, -0.0914554, 0.375924, 3.23159, 1.00423, -2.89529)
-bind/21/name = &"Bone.022"
-bind/21/bone = -1
-bind/21/pose = Transform3D(0.397605, -0.0398966, -0.000520508, 0.0398993, 0.397597, 0.00262316, 0.000256006, -0.00266196, 0.399593, 1.32308, -2.85222, -3.28933)
-bind/22/name = &"Bone.021"
-bind/22/bone = -1
-bind/22/pose = Transform3D(0.30763, -0.0387804, -0.252074, 0.25424, 0.0153773, 0.307908, -0.0201815, -0.397419, 0.0365115, 3.41001, 2.60578, 2.68805)
-
 [sub_resource type="Animation" id="Animation_ki1mf"]
 resource_name = "ARM 4 IDLE_001"
 length = 4.95833
@@ -1291,18 +806,18 @@ script = ExtResource("1_nwywg")
 _demonArmAttackData = SubResource("Resource_2fqbk")
 EnemyLoreInfo = SubResource("Resource_wbqyb")
 
-[node name="Arm4 (Re-Import Fix)" type="Node3D" parent="."]
+[node name="ARM4" type="Node3D" parent="."]
 
-[node name="4_ R WEAPON ARM" type="Node3D" parent="Arm4 (Re-Import Fix)"]
+[node name="4_ R WEAPON ARM" type="Node3D" parent="ARM4"]
 transform = Transform3D(2.50249, 0, 0, 0, 2.50249, 0, 0, 0, 2.50249, -7.78097, 9.56791, -1.03504)
 
-[node name="Skeleton3D" type="Skeleton3D" parent="Arm4 (Re-Import Fix)/4_ R WEAPON ARM"]
+[node name="Skeleton3D" type="Skeleton3D" parent="ARM4/4_ R WEAPON ARM"]
 bones/0/name = "Bone"
 bones/0/parent = -1
 bones/0/rest = Transform3D(0.0151219, 0.673616, -0.738927, -0.999828, 0.0180682, -0.00398999, 0.0106634, 0.738861, 0.673774, 0.279325, -0.839662, 1.90664)
 bones/0/enabled = true
-bones/0/position = Vector3(-0.101282, -1.06726, 1.97676)
-bones/0/rotation = Quaternion(0.0860447, -0.517232, -0.429717, 0.735126)
+bones/0/position = Vector3(-2.16042, -0.309697, -1.7467)
+bones/0/rotation = Quaternion(0.098101, -0.511366, -0.448165, 0.726657)
 bones/0/scale = Vector3(1, 1, 1)
 bones/1/name = "Bone.001"
 bones/1/parent = 0
@@ -1448,220 +963,28 @@ bones/21/name = "Bone.022"
 bones/21/parent = 0
 bones/21/rest = Transform3D(0.114856, -0.993231, 0.0173332, 0.667483, 0.0900864, 0.739155, -0.735713, -0.073327, 0.673312, 0.0822003, 2.55439, -0.106193)
 bones/21/enabled = true
-bones/21/position = Vector3(0.0821998, 2.55439, -0.106193)
+bones/21/position = Vector3(0.0822002, 2.55439, -0.106193)
 bones/21/rotation = Quaternion(-0.296419, 0.274735, 0.605881, 0.685247)
 bones/21/scale = Vector3(1, 1, 1)
 bones/22/name = "Bone.021"
 bones/22/parent = -1
 bones/22/rest = Transform3D(0.769842, 0.636233, -0.0505042, -0.0970477, 0.0384815, -0.994536, -0.630813, 0.770536, 0.0913696, -1.038, -0.919339, 0.311238)
 bones/22/enabled = true
-bones/22/position = Vector3(-0.0376168, -0.0448541, -0.0166934)
-bones/22/rotation = Quaternion(0.830376, -0.114466, -0.165129, 0.519717)
+bones/22/position = Vector3(-2.01844, 0.876245, -3.63531)
+bones/22/rotation = Quaternion(0.851136, -0.128657, -0.174886, 0.477943)
 bones/22/scale = Vector3(1, 1, 1)
 
-[node name="CHEST_003" type="MeshInstance3D" parent="Arm4 (Re-Import Fix)/4_ R WEAPON ARM/Skeleton3D"]
+[node name="CHEST_003" type="MeshInstance3D" parent="ARM4/4_ R WEAPON ARM/Skeleton3D"]
 mesh = SubResource("ArrayMesh_b74ix")
 skin = SubResource("Skin_my5a1")
 
-[node name="BoneAttachment3D" type="BoneAttachment3D" parent="Arm4 (Re-Import Fix)/4_ R WEAPON ARM/Skeleton3D"]
-transform = Transform3D(0.204233, -0.925988, 0.317545, -0.812208, -0.341363, -0.473064, 0.546449, -0.161298, -0.821813, 1.63792, 0.48628, 3.14527)
-bone_name = "Bone.008"
-bone_idx = 8
-
-[node name="Hitbox" type="Area3D" parent="Arm4 (Re-Import Fix)/4_ R WEAPON ARM/Skeleton3D/BoneAttachment3D"]
-unique_name_in_owner = true
-collision_layer = 64
-collision_mask = 64
-
-[node name="CollisionShape3D" type="CollisionShape3D" parent="Arm4 (Re-Import Fix)/4_ R WEAPON ARM/Skeleton3D/BoneAttachment3D/Hitbox"]
-transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.323991, -0.399009, -0.200054)
-shape = SubResource("BoxShape3D_0pjjv")
-disabled = true
-
-[node name="AnimationPlayer" type="AnimationPlayer" parent="Arm4 (Re-Import Fix)"]
-libraries = {
-&"": SubResource("AnimationLibrary_3512u")
-}
-
-[node name="ARM4" type="Node3D" parent="."]
-visible = false
-
-[node name="4_ R WEAPON ARM" type="Node3D" parent="ARM4"]
-transform = Transform3D(2.50249, 0, 0, 0, 2.50249, 0, 0, 0, 2.50249, -2.78415, 7.45939, 8.03412)
-
-[node name="Skeleton3D" type="Skeleton3D" parent="ARM4/4_ R WEAPON ARM"]
-bones/0/name = "Bone"
-bones/0/parent = -1
-bones/0/rest = Transform3D(0.0151219, 0.673616, -0.738927, -0.999828, 0.0180682, -0.00398999, 0.0106634, 0.738861, 0.673774, -1.71741, 0.00290632, -1.71742)
-bones/0/enabled = true
-bones/0/position = Vector3(-2.11496, -0.247764, -1.67428)
-bones/0/rotation = Quaternion(0.0893283, -0.515667, -0.434759, 0.732866)
-bones/0/scale = Vector3(0.999999, 1, 1)
-bones/1/name = "Bone.001"
-bones/1/parent = 0
-bones/1/rest = Transform3D(0.997342, 0.0728408, -0.00158072, -0.0727179, 0.996536, 0.0403569, 0.00451487, -0.0401347, 0.999184, -2.58908e-07, 1.85949, -1.70432e-07)
-bones/1/enabled = true
-bones/1/position = Vector3(-2.58908e-07, 1.85949, -1.70432e-07)
-bones/1/rotation = Quaternion(-0.0397461, -0.0225131, 0.0256115, 0.998628)
-bones/1/scale = Vector3(1, 1, 1)
-bones/2/name = "Bone.002"
-bones/2/parent = 1
-bones/2/rest = Transform3D(0.189846, -0.964577, -0.183167, 0.981104, 0.179283, 0.0727585, -0.0373425, -0.193519, 0.980386, 1.19209e-07, 0.41693, -1.75554e-07)
-bones/2/enabled = true
-bones/2/position = Vector3(1.19209e-07, 0.41693, -1.75554e-07)
-bones/2/rotation = Quaternion(-0.353706, -0.305289, 0.579143, 0.668045)
-bones/2/scale = Vector3(1, 1, 1)
-bones/3/name = "Bone.003"
-bones/3/parent = 2
-bones/3/rest = Transform3D(0.810204, 0.578593, -0.0938102, -0.560361, 0.811524, 0.165603, 0.171946, -0.0816046, 0.981721, 8.9407e-08, 0.298126, -4.76837e-07)
-bones/3/enabled = true
-bones/3/position = Vector3(8.9407e-08, 0.298126, -4.76837e-07)
-bones/3/rotation = Quaternion(-0.177617, -0.112098, -0.33707, 0.917753)
-bones/3/scale = Vector3(1, 1, 1)
-bones/4/name = "Bone.004"
-bones/4/parent = 3
-bones/4/rest = Transform3D(0.986624, 0.162273, 0.0155214, -0.161301, 0.98559, -0.050939, -0.0235637, 0.047754, 0.998581, -8.9407e-08, 0.217615, -5.96046e-08)
-bones/4/enabled = true
-bones/4/position = Vector3(-8.9407e-08, 0.217615, -5.96046e-08)
-bones/4/rotation = Quaternion(-0.137117, -0.0646842, -0.541889, 0.826663)
-bones/4/scale = Vector3(1, 1, 1)
-bones/5/name = "Bone.005"
-bones/5/parent = 1
-bones/5/rest = Transform3D(0.89182, -0.451517, 0.0281064, 0.446851, 0.888891, 0.100982, -0.0705787, -0.0774986, 0.994491, 1.19209e-07, 0.41693, -1.75554e-07)
-bones/5/enabled = true
-bones/5/position = Vector3(1.19209e-07, 0.41693, -1.75554e-07)
-bones/5/rotation = Quaternion(-0.077566, -0.052701, 0.210695, 0.973044)
-bones/5/scale = Vector3(1, 1, 1)
-bones/6/name = "Bone.006"
-bones/6/parent = 5
-bones/6/rest = Transform3D(0.941855, 0.326828, -0.0780508, -0.307447, 0.931929, 0.192315, 0.135592, -0.157137, 0.978225, -1.78814e-07, 0.366571, -2.30968e-07)
-bones/6/enabled = true
-bones/6/position = Vector3(-1.78814e-07, 0.366571, -2.30968e-07)
-bones/6/rotation = Quaternion(-0.466549, 0.0569885, -0.15486, 0.868967)
-bones/6/scale = Vector3(1, 1, 1)
-bones/7/name = "Bone.007"
-bones/7/parent = 6
-bones/7/rest = Transform3D(0.999907, -0.013376, -0.00243117, 0.0135618, 0.968863, 0.247224, -0.000951405, -0.247234, 0.968955, 2.30968e-07, 0.229155, 6.25849e-07)
-bones/7/enabled = true
-bones/7/position = Vector3(2.30968e-07, 0.229155, 6.25849e-07)
-bones/7/rotation = Quaternion(-0.548527, -0.10238, 0.225375, 0.798651)
-bones/7/scale = Vector3(0.999999, 1, 1)
-bones/8/name = "Bone.008"
-bones/8/parent = 7
-bones/8/rest = Transform3D(0.996542, 0.0206639, -0.0804855, -0.00720726, 0.986431, 0.164019, 0.0827826, -0.162872, 0.983168, -5.32717e-07, 0.142665, -3.42727e-07)
-bones/8/enabled = true
-bones/8/position = Vector3(-5.32717e-07, 0.142665, -3.42727e-07)
-bones/8/rotation = Quaternion(-0.593713, 0.0604552, 0.167831, 0.784655)
-bones/8/scale = Vector3(1, 1, 1)
-bones/9/name = "Bone.009"
-bones/9/parent = 1
-bones/9/rest = Transform3D(0.998879, -0.047225, 0.00320401, 0.0469486, 0.997098, 0.059929, -0.00602486, -0.0597114, 0.998198, 1.19209e-07, 0.41693, -1.75554e-07)
-bones/9/enabled = true
-bones/9/position = Vector3(1.19209e-07, 0.41693, -1.75554e-07)
-bones/9/rotation = Quaternion(-0.0496731, 0.00618592, 0.0223053, 0.998497)
-bones/9/scale = Vector3(1, 1, 1)
-bones/10/name = "Bone.010"
-bones/10/parent = 9
-bones/10/rest = Transform3D(0.999443, 0.0307124, -0.0130673, -0.0268697, 0.972617, 0.230854, 0.0197996, -0.230375, 0.9729, -3.51392e-07, 0.347822, -3.91155e-07)
-bones/10/enabled = true
-bones/10/position = Vector3(-3.51392e-07, 0.347822, -3.91155e-07)
-bones/10/rotation = Quaternion(-0.462019, 0.0115427, -0.0551152, 0.885081)
-bones/10/scale = Vector3(1, 1, 0.999999)
-bones/11/name = "Bone.011"
-bones/11/parent = 10
-bones/11/rest = Transform3D(0.999931, -0.00225704, -0.0115384, 0.00506297, 0.968405, 0.249334, 0.010611, -0.249375, 0.968349, 1.49012e-07, 0.236611, 2.84053e-07)
-bones/11/enabled = true
-bones/11/position = Vector3(1.49012e-07, 0.236611, 2.84053e-07)
-bones/11/rotation = Quaternion(-0.586899, 0.0134136, 0.0172842, 0.809364)
-bones/11/scale = Vector3(1, 1, 1)
-bones/12/name = "Bone.012"
-bones/12/parent = 11
-bones/12/rest = Transform3D(0.997806, -0.0280254, -0.0599813, 0.0357502, 0.990623, 0.13186, 0.0557235, -0.133715, 0.989452, -1.39698e-08, 0.172989, 3.91155e-08)
-bones/12/enabled = true
-bones/12/position = Vector3(-1.39698e-08, 0.172989, 3.91155e-08)
-bones/12/rotation = Quaternion(-0.619714, -0.0350643, -0.0224417, 0.783723)
-bones/12/scale = Vector3(1, 1, 1)
-bones/13/name = "Bone.013"
-bones/13/parent = 1
-bones/13/rest = Transform3D(0.92488, 0.379995, -0.0141582, -0.377983, 0.922776, 0.0749236, 0.0415354, -0.0639438, 0.997089, 1.19209e-07, 0.41693, -1.75554e-07)
-bones/13/enabled = true
-bones/13/position = Vector3(1.19209e-07, 0.41693, -1.75554e-07)
-bones/13/rotation = Quaternion(-0.0590528, -0.00580779, -0.151895, 0.986614)
-bones/13/scale = Vector3(1, 1, 1)
-bones/14/name = "Bone.014"
-bones/14/parent = 13
-bones/14/rest = Transform3D(0.959373, -0.27752, 0.0508525, 0.25965, 0.938956, 0.225707, -0.110386, -0.203334, 0.972867, -2.98023e-08, 0.369994, 1.49012e-07)
-bones/14/enabled = true
-bones/14/position = Vector3(-2.98023e-08, 0.369994, 1.49012e-07)
-bones/14/rotation = Quaternion(-0.448225, 0.0120645, 0.087269, 0.889569)
-bones/14/scale = Vector3(1, 1, 1)
-bones/15/name = "Bone.015"
-bones/15/parent = 14
-bones/15/rest = Transform3D(0.987789, 0.153061, -0.0290587, -0.126508, 0.89688, 0.423795, 0.0909289, -0.414944, 0.905292, -1.30385e-07, 0.248162, -2.98023e-08)
-bones/15/enabled = true
-bones/15/position = Vector3(-1.30385e-07, 0.248162, -2.98023e-08)
-bones/15/rotation = Quaternion(-0.659905, -0.01114, -0.112302, 0.742826)
-bones/15/scale = Vector3(1, 1, 1)
-bones/16/name = "Bone.016"
-bones/16/parent = 15
-bones/16/rest = Transform3D(0.985539, -0.15226, 0.074363, 0.163269, 0.97071, -0.176256, -0.0453481, 0.185848, 0.981531, 3.42727e-07, 0.160425, -1.15484e-07)
-bones/16/enabled = true
-bones/16/position = Vector3(3.42727e-07, 0.160425, -1.15484e-07)
-bones/16/rotation = Quaternion(-0.494182, 0.0539804, 0.00875196, 0.867637)
-bones/16/scale = Vector3(1, 1, 1)
-bones/17/name = "Bone.017"
-bones/17/parent = 1
-bones/17/rest = Transform3D(0.731563, 0.681774, 8.36858e-05, -0.68032, 0.729994, 0.0653791, 0.0445127, -0.0478858, 0.99786, 1.19209e-07, 0.41693, -1.75554e-07)
-bones/17/enabled = true
-bones/17/position = Vector3(1.19209e-07, 0.41693, -1.75554e-07)
-bones/17/rotation = Quaternion(-0.0609886, 0.000497861, -0.28505, 0.95657)
-bones/17/scale = Vector3(1, 1, 1)
-bones/18/name = "Bone.018"
-bones/18/parent = 17
-bones/18/rest = Transform3D(0.858902, -0.5087, 0.059256, 0.482273, 0.842315, 0.240664, -0.172338, -0.178129, 0.968798, 2.38419e-07, 0.400229, 3.72529e-08)
-bones/18/enabled = true
-bones/18/position = Vector3(2.38419e-07, 0.400229, 3.72529e-08)
-bones/18/rotation = Quaternion(-0.441301, -0.028427, 0.186771, 0.877247)
-bones/18/scale = Vector3(1, 1, 1)
-bones/19/name = "Bone.019"
-bones/19/parent = 18
-bones/19/rest = Transform3D(0.998851, -0.0332969, -0.0344654, 0.03481, 0.998413, 0.0442758, 0.0329365, -0.0454246, 0.998425, -2.23517e-07, 0.196711, -2.38419e-07)
-bones/19/enabled = true
-bones/19/position = Vector3(-2.23517e-07, 0.196711, -2.38419e-07)
-bones/19/rotation = Quaternion(-0.492535, -0.0165846, -0.0989852, 0.864486)
-bones/19/scale = Vector3(1, 1, 1)
-bones/20/name = "Bone.020"
-bones/20/parent = 19
-bones/20/rest = Transform3D(0.982792, 0.183547, -0.0207608, -0.170808, 0.945816, 0.276145, 0.0703215, -0.267846, 0.960892, -1.49012e-07, 0.127214, 4.17233e-07)
-bones/20/enabled = true
-bones/20/position = Vector3(-1.49012e-07, 0.127214, 4.17233e-07)
-bones/20/rotation = Quaternion(-0.694978, -0.0367548, -0.17443, 0.696584)
-bones/20/scale = Vector3(1, 0.999999, 1)
-bones/21/name = "Bone.022"
-bones/21/parent = 0
-bones/21/rest = Transform3D(0.114856, -0.993231, 0.0173332, 0.667483, 0.0900864, 0.739155, -0.735713, -0.073327, 0.673312, 0.0822001, 2.55439, -0.106193)
-bones/21/enabled = true
-bones/21/position = Vector3(0.0822002, 2.55439, -0.106193)
-bones/21/rotation = Quaternion(-0.296419, 0.274735, 0.605881, 0.685247)
-bones/21/scale = Vector3(1, 1, 1)
-bones/22/name = "Bone.021"
-bones/22/parent = -1
-bones/22/rest = Transform3D(0.769842, 0.636233, -0.050504, -0.0970476, 0.0384815, -0.994536, -0.630813, 0.770536, 0.0913696, -3.03474, -0.0767703, -3.31282)
-bones/22/enabled = true
-bones/22/position = Vector3(-2.03004, 0.819027, -3.63927)
-bones/22/rotation = Quaternion(0.836223, -0.118352, -0.167822, 0.508487)
-bones/22/scale = Vector3(1, 0.999999, 1)
-
-[node name="CHEST_003" type="MeshInstance3D" parent="ARM4/4_ R WEAPON ARM/Skeleton3D"]
-mesh = SubResource("ArrayMesh_k01v5")
-skin = SubResource("Skin_f7n3b")
-
 [node name="BoneAttachment3D" type="BoneAttachment3D" parent="ARM4/4_ R WEAPON ARM/Skeleton3D"]
-transform = Transform3D(0.198512, -0.927582, 0.316518, -0.819734, -0.334158, -0.46516, 0.537239, -0.167121, -0.826706, -0.36933, 1.28198, -0.484146)
+transform = Transform3D(0.183076, -0.931592, 0.314038, -0.839189, -0.314484, -0.44369, 0.512098, -0.182308, -0.839356, -0.398486, 1.15489, -0.499996)
 bone_name = "Bone.008"
 bone_idx = 8
 
 [node name="Hitbox" type="Area3D" parent="ARM4/4_ R WEAPON ARM/Skeleton3D/BoneAttachment3D"]
+unique_name_in_owner = true
 collision_layer = 64
 collision_mask = 64
 
@@ -1670,15 +993,16 @@ transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, -0.323991, -0.399009, -0.2000
 shape = SubResource("BoxShape3D_0pjjv")
 disabled = true
 
-[node name="AnimationPlayer" type="AnimationPlayer" parent="ARM4"]
+[node name="AnimationPlayer" type="AnimationPlayer" parent="ARM4/4_ R WEAPON ARM"]
+root_node = NodePath("../../../ARM4")
 libraries = {
 &"": SubResource("AnimationLibrary_ljwop")
 }
 autoplay = "ARM 4 IDLE_001"
 
-[node name="AnimationTree" type="AnimationTree" parent="ARM4"]
+[node name="AnimationTree" type="AnimationTree" parent="ARM4/4_ R WEAPON ARM"]
 unique_name_in_owner = true
-root_node = NodePath("%AnimationTree/..")
+root_node = NodePath("%AnimationTree/../..")
 tree_root = SubResource("AnimationNodeStateMachine_nwywg")
 anim_player = NodePath("../AnimationPlayer")