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☆Hermit Helmet Armors
ID 6103 · t006_ARMOR_ESSENCE
Head Wear · Helmet
Lv. 12
HP Enhancement 255
Durability 204
Requisite Lv. 101
Requisite Strength 155
HP +0
Crafted with 0 sockets: 43.5%
Crafted with 1 socket: 34.8%
Crafted with 2 sockets: 13.0%
Crafted with 3 sockets: 7.8%
Crafted with 4 sockets: 0.9%
Decompose to: 13× Perfect Stone · time 5s
Destroyed to: Perfect Stone ×7
Price 21,820

Dropped by 0

Not dropped by any monster.

Sold by 0

Not sold by any NPC.

Quest reward 1

QuestOutcomeLvlQtyProbability
For Lv.12 Armors success 1 6%

Gathered from 0

Not gathered from any node.

Crafted via 1

Occultism Helmet Lv. 8 · skill (Lv 8) · yields @ 67%
MaterialQty
High Alloy Steel 3
Blue Jade 1
Cloudflow Muslin 2
Raw source row · 198 fields
ID6103
id_major_type316
id_sub_type318
Name☆Hermit Helmet
realname奇门盔
file_matterModels\Matters\装备\重盔掉落\重盔掉落.ecm
file_iconSurfaces\图标\男物品\奇门盔.dds
level12
require_strength155
character_combo_id1023
require_level101
hp_enhance_low255
hp_enhance_high255
durability_min204
durability_max204
levelup_addon1783
material_need1
price21820
shop_price43635
repairfee21820
drop_probability_socket00.5
drop_probability_socket10.3499999940395355
drop_probability_socket20.10000000149011612
drop_probability_socket30.05000000074505806
make_probability_socket00.43478259444236755
make_probability_socket10.3478260934352875
make_probability_socket20.1304347813129425
make_probability_socket30.0782608687877655
make_probability_socket40.008695651777088642
probability_addon_num00.4000000059604645
probability_addon_num10.4000000059604645
probability_addon_num20.15000000596046448
probability_addon_num30.05000000074505806
addons_1_id_addon296
addons_1_probability_addon0.043932218104600906
addons_2_id_addon301
addons_2_probability_addon0.043932218104600906
addons_3_id_addon1534
addons_3_probability_addon0.032949164509773254
addons_4_id_addon1535
addons_4_probability_addon0.016474081203341484
addons_5_id_addon1559
addons_5_probability_addon0.032949164509773254
addons_6_id_addon1561
addons_6_probability_addon0.016474081203341484
addons_7_id_addon1583
addons_7_probability_addon0.032949164509773254
addons_8_id_addon1585
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addons_9_id_addon1607
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addons_10_id_addon1609
addons_10_probability_addon0.016474081203341484
addons_11_id_addon1638
addons_11_probability_addon0.032949164509773254
addons_12_id_addon1640
addons_12_probability_addon0.016474081203341484
addons_13_id_addon661
addons_13_probability_addon0.021966109052300453
addons_14_id_addon1058
addons_14_probability_addon0.016474081203341484
addons_15_id_addon667
addons_15_probability_addon0.06589832901954651
addons_16_id_addon668
addons_16_probability_addon0.06589832901954651
addons_17_id_addon1345
addons_17_probability_addon0.010983054526150227
addons_18_id_addon1346
addons_18_probability_addon0.008237040601670742
addons_19_id_addon635
addons_19_probability_addon0.032949164509773254
addons_20_id_addon1450
addons_20_probability_addon0.008237040601670742
addons_21_id_addon1451
addons_21_probability_addon0.005491027608513832
addons_22_id_addon1455
addons_22_probability_addon0.008237040601670742
addons_23_id_addon1465
addons_23_probability_addon0.016474081203341484
addons_24_id_addon1466
addons_24_probability_addon0.010983054526150227
addons_25_id_addon1460
addons_25_probability_addon0.008237040601670742
addons_26_id_addon323
addons_26_probability_addon0.008786044083535671
addons_27_id_addon323
addons_27_probability_addon0.008786044083535671
addons_28_id_addon324
addons_28_probability_addon0.003295016475021839
addons_29_id_addon328
addons_29_probability_addon0.008786044083535671
addons_30_id_addon312
addons_30_probability_addon0.008786044083535671
addons_31_id_addon311
addons_31_probability_addon0.013180065900087357
addons_32_id_addon336
addons_32_probability_addon0.33333465456962585
rands_1_id_rand296
rands_1_probability_rand0.06589793413877487
rands_2_id_rand301
rands_2_probability_rand0.06589793413877487
rands_3_id_rand1534
rands_3_probability_rand0.04942295327782631
rands_4_id_rand1535
rands_4_probability_rand0.02471197582781315
rands_5_id_rand1559
rands_5_probability_rand0.04942295327782631
rands_6_id_rand1561
rands_6_probability_rand0.02471197582781315
rands_7_id_rand1583
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rands_8_id_rand1585
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rands_9_id_rand1607
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rands_10_id_rand1609
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rands_11_id_rand1638
rands_11_probability_rand0.04942295327782631
rands_12_id_rand1640
rands_12_probability_rand0.02471197582781315
rands_13_id_rand661
rands_13_probability_rand0.032948967069387436
rands_14_id_rand1058
rands_14_probability_rand0.02471197582781315
rands_15_id_rand667
rands_15_probability_rand0.0988469049334526
rands_16_id_rand668
rands_16_probability_rand0.0988469049334526
rands_17_id_rand1345
rands_17_probability_rand0.016473982483148575
rands_18_id_rand1346
rands_18_probability_rand0.012355987913906574
rands_19_id_rand635
rands_19_probability_rand0.04942295327782631
rands_20_id_rand1450
rands_20_probability_rand0.012355987913906574
rands_21_id_rand1451
rands_21_probability_rand0.008236991241574287
rands_22_id_rand1455
rands_22_probability_rand0.012355987913906574
rands_23_id_rand1465
rands_23_probability_rand0.02471197582781315
rands_24_id_rand1466
rands_24_probability_rand0.016473982483148575
rands_25_id_rand1460
rands_25_probability_rand0.012355987913906574
rands_26_id_rand323
rands_26_probability_rand0.013179986737668514
rands_27_id_rand323
rands_27_probability_rand0.013179986737668514
rands_28_id_rand324
rands_28_probability_rand0.0049419947899878025
rands_29_id_rand328
rands_29_probability_rand0.013179986737668514
rands_30_id_rand312
rands_30_probability_rand0.013179986737668514
rands_31_id_rand311
rands_31_probability_rand0.019768979400396347
durability_drop_min102
durability_drop_max102
decompose_time5
element_id5639
element_num13
id_drop_after_damaged5639
num_drop_after_damaged7
pile_num_max1