주술사의 덩굴
야수
Shamanic Vine
SpectreN
Tagsbeast, immobile, not_dex, not_int
생명력
100%
방어도
+100%
Ailment Threshold
100%
저항
0 0 0 0
Damage
100%
정확도
100%
치명타 확률
+5%
치명타 피해 배율
+130%
Attack Distance
6 ~ 20
Attack Time
1.995 Second
Damage Spread
±20%
경험치
100%
Model Size
100%
Type
AzmeriBeehiveBehemothVine
Metadata
BeehiveBehemothVine
레벨
68
생명력
6,433
방어도
57,580
회피
4,739
Damage
374
주문 피해
374
정확도
580
Attack Time
1.995
경험치
10,255
Minion Life
1,395
Minion Damage
298
Ailment Threshold
6,433
Chill
20
Shock
20
Brittle
115
Scorch
20
Sap
56
GABeehiveBehemothVineSlam
Triggerable, Attack
Base Damage: 299–448
치명타 확률: 5%
공격 피해: 115%
Attack Time: 1.995 초
주는 공격 피해 15% 증폭
is area damage [1]

Object Type

version 2
extends "Metadata/Monsters/Daemon/AbstractDaemon"

Actor
{
	basic_action = "Emerge"

	on_start_Emerge =
	"
		IfExists( nearest_player, { FaceObject( nearest_player ); } );
	"
}

Functions
{
	TargetNearestPlayer = "this.nearest_player = arg1;"
}

Object Type Codes

version 2
extends "Metadata/Monsters/Daemon/AbstractDaemon"
-- src\Data\Spectres.lua
minions["Metadata/Monsters/LeagueAzmeri/BeehiveBehemothVine"] = {
    name = "Shamanic Vine",
    life = 1,
    fireResist = 0,
    coldResist = 0,
    lightningResist = 0,
    chaosResist = 0,
    damage = 1,
    damageSpread = 0.2,
    attackTime = 1.995,
    attackRange = 20,
    accuracy = 1,
    skillList = {
        "GABeehiveBehemothVineSlam",
    },
    modList = {
    },
}
-- src\Data\Skills\spectre.lua
skills["GABeehiveBehemothVineSlam"] = {
    name = "GABeehiveBehemothVineSlam",
    hidden = true,
    color = "4",
    baseEffectiveness = 0,
    incrementalEffectiveness = 0,
    skillTypes = {
        [SkillType.Triggerable] = true,
        [SkillType.Attack] = true,
    },
    statDescriptionScope = "skill_stat_descriptions",
    castTime = 1,
    baseFlags = {
        attack = true,
        area = true,
    },
    baseMods = {
    },
    qualityStats = {
    },
    stats = {
        "is_area_damage",
    },
    levels = {
        [1] = {baseMultiplier = 1.15, levelRequirement = 0, statInterpolation = {},  cost = { }, },
    },
}
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