Колода карт
Набор карт
- Цена
- 1 / 90,000,000
- В ячейке
- 1,000
- ID
- 41069
Позволяет получить одну карту категории C-S.
Поглощение приносит 5 ед. опыта.
Нажмите ПКМ, чтобы открыть.
Поглощение приносит 5 ед. опыта.
Нажмите ПКМ, чтобы открыть.
Награда за задание 33
| Задание | Уровень | Количество | Шанс |
|---|---|---|---|
| Роскошный фонарь | 1 | 25% | |
| Волшебный фонарь | 1 | 25% | |
| Призы GM 1 | 1 | ||
| Призы GM 2 | 1 | ||
| Призы GM 3 | 1 | ||
| Призы GM 4 | 1 | ||
| Призы GM 5 | 2 | ||
| Призы GM 6 | 5 | ||
| Золотистая роса | 1 | 25% | |
| Сундук Храма смерти | 2 | ||
| Ледяной ад | 5 | ||
| Ежедневный подарок активности | 1 | 20% | |
| Компенсация за регистрацию | 5 | ||
| Счастливое знамение | 10 | ||
| Рыбка | 30–105 | 1 | 20% |
| Ярмарка поэзии | 80–105 | 3 | 100% |
| Ловля крабов | 80–105 | 3 | 100% |
| Сад упрямца | 80–150 | 1 | |
| Сад упрямца | 80–150 | 5 | |
| Сад упрямца | 80–150 | 3 | |
| Дар драконов | 80–105 | 15 | |
| ★★★Охотник - Дворец Рассвета | 100–150 | 2 | |
| ★★★Охотник - Море Иллюзий | 100–150 | 2 | |
| Жизнь во имя долга | 100–150 | 1 | |
| ★★★Охотник - Сум. библиотека | 100–150 | 1 | |
| ★★★★Охотник - Неб. дворец | 100–150 | 1 | |
| ★★★★Охотник - Гробн. шепотов | 100–150 | 1 | |
| ★★★★Охотник - Остров рыцарей | 100–150 | 1 | |
| Жетон ежегодной награды | 150 | 5 | |
| Жетон ежегодной награды | 150 | 5 | |
| Абсолютная награда | 150 | 10 | |
| Абсолютная награда | 150 | 10 | |
| Отказ | 150 | 1 | 100% |
Выпадает из 7
| Монстр | Уровень | Шанс | Где |
|---|---|---|---|
| Повелитель холода | 150 | 30% | Центральные земли 418 858 (25) |
| Повелитель песчаных бурь | 150 | 30% | Центральные земли 246 623 (26) |
| Царь сверкающих скал | 150 | 30% | Центральные земли 361 415 (22) |
| Бычеголов обители мертвых | 150 | 30% | Центральные земли 678 107 (22) |
| Лошадиный лик обители мертвых | 150 | 30% | Центральные земли 343 232 (23) |
| Царь драконов преисподней | 150 | 30% | Центральные земли 749 817 (21) |
| Дух Гуй Му | 150 | 30% | Центральные земли 504 653 (22) |
Изготавливается по рецептам 11 рецептов
Обмен колоды карт 01
at Небесный песнопевец Центральные земли 7 точек
Обмен колоды карт 02
at Небесный песнопевец Центральные земли 7 точек
Обмен колоды карт 03
at Небесный песнопевец Центральные земли 7 точек
Колода карт
at Сяо Цзяоя Центральные земли 586 620 (23) Сяо Цзяоя Центральные земли 586 620 (23)
Обмен колоды карт 01
at Вестница даров Сяомэй Центральные земли 551 674 (22)
Обмен колоды карт 02
at Вестница даров Сяомэй Центральные земли 551 674 (22)
Обмен колоды карт 03
at Вестница даров Сяомэй Центральные земли 551 674 (22)
Обмен колоды карт 04
at Вестница даров Сяомэй Центральные земли 551 674 (22)
Обмен колоды карт 05
at Вестница даров Сяомэй Центральные земли 551 674 (22)
Обмен колоды карт 06
at Вестница даров Сяомэй Центральные земли 551 674 (22)
Все поля 432 заполнено из 522
Значения из elements.data (POKER_DICE_ESSENCE); нулевые и пустые поля скрыты.
| ID | 41069 |
|---|---|
| Name | Колода карт |
| file_icon | 卡牌宝箱SS.dds |
| swallow_exp | 5 |
| list_1_id | |
| list_1_probability | 0.000192 |
| list_2_id | |
| list_2_probability | 0.000192 |
| list_3_id | |
| list_3_probability | 0.000192 |
| list_4_id | |
| list_4_probability | 0.000192 |
| list_5_id | |
| list_5_probability | 0.000192 |
| list_6_id | |
| list_6_probability | 0.000192 |
| list_7_id | |
| list_7_probability | 0.000192 |
| list_8_id | |
| list_8_probability | 0.000192 |
| list_9_id | |
| list_9_probability | 0.000192 |
| list_10_id | |
| list_10_probability | 0.000192 |
| list_11_id | |
| list_11_probability | 0.000192 |
| list_12_id | |
| list_12_probability | 0.000192 |
| list_13_id | |
| list_13_probability | 0.000192 |
| list_14_id | |
| list_14_probability | 0.000192 |
| list_15_id | |
| list_15_probability | 0.000192 |
| list_16_id | |
| list_16_probability | 0.000192 |
| list_17_id | |
| list_17_probability | 0.000192 |
| list_18_id | |
| list_18_probability | 0.000192 |
| list_19_id | |
| list_19_probability | 0.000192 |
| list_20_id | |
| list_20_probability | 0.000192 |
| list_21_id | |
| list_21_probability | 0.000192 |
| list_22_id | |
| list_22_probability | 0.000192 |
| list_23_id | |
| list_23_probability | 0.000192 |
| list_24_id | |
| list_24_probability | 0.000192 |
| list_25_id | |
| list_25_probability | 0.000192 |
| list_26_id | |
| list_26_probability | 0.000192 |
| list_27_id | |
| list_27_probability | 0.000192 |
| list_28_id | |
| list_28_probability | 0.000192 |
| list_29_id | |
| list_29_probability | 0.000192 |
| list_30_id | |
| list_30_probability | 0.000192 |
| list_31_id | |
| list_31_probability | 0.000192 |
| list_32_id | |
| list_32_probability | 0.000192 |
| list_33_id | |
| list_33_probability | 0.000192 |
| list_34_id | |
| list_34_probability | 0.000192 |
| list_35_id | |
| list_35_probability | 0.000192 |
| list_36_id | |
| list_36_probability | 0.000192 |
| list_37_id | |
| list_37_probability | 0.000192 |
| list_38_id | |
| list_38_probability | 0.000192 |
| list_39_id | |
| list_39_probability | 0.000192 |
| list_40_id | |
| list_40_probability | 0.000192 |
| list_41_id | |
| list_41_probability | 0.000192 |
| list_42_id | |
| list_42_probability | 0.000192 |
| list_43_id | |
| list_43_probability | 0.000192 |
| list_44_id | |
| list_44_probability | 0.000192 |
| list_45_id | |
| list_45_probability | 0.000192 |
| list_46_id | |
| list_46_probability | 0.000192 |
| list_47_id | |
| list_47_probability | 0.000192 |
| list_48_id | |
| list_48_probability | 0.000192 |
| list_49_id | |
| list_49_probability | 0.000192 |
| list_50_id | |
| list_50_probability | 0.000192 |
| list_51_id | |
| list_51_probability | 0.000192 |
| list_52_id | |
| list_52_probability | 0.000192 |
| list_53_id | |
| list_53_probability | 0.000514 |
| list_54_id | |
| list_54_probability | 0.000514 |
| list_55_id | |
| list_55_probability | 0.000514 |
| list_56_id | |
| list_56_probability | 0.000514 |
| list_57_id | |
| list_57_probability | 0.000514 |
| list_58_id | |
| list_58_probability | 0.000514 |
| list_59_id | |
| list_59_probability | 0.000514 |
| list_60_id | |
| list_60_probability | 0.000514 |
| list_61_id | |
| list_61_probability | 0.000514 |
| list_62_id | |
| list_62_probability | 0.000514 |
| list_63_id | |
| list_63_probability | 0.000514 |
| list_64_id | |
| list_64_probability | 0.000514 |
| list_65_id | |
| list_65_probability | 0.000514 |
| list_66_id | |
| list_66_probability | 0.000514 |
| list_67_id | |
| list_67_probability | 0.000514 |
| list_68_id | |
| list_68_probability | 0.000514 |
| list_69_id | |
| list_69_probability | 0.000514 |
| list_70_id | |
| list_70_probability | 0.000514 |
| list_71_id | |
| list_71_probability | 0.000514 |
| list_72_id | |
| list_72_probability | 0.000514 |
| list_73_id | |
| list_73_probability | 0.000514 |
| list_74_id | |
| list_74_probability | 0.000514 |
| list_75_id | |
| list_75_probability | 0.000514 |
| list_76_id | |
| list_76_probability | 0.000514 |
| list_77_id | |
| list_77_probability | 0.000514 |
| list_78_id | |
| list_78_probability | 0.000514 |
| list_79_id | |
| list_79_probability | 0.000514 |
| list_80_id | |
| list_80_probability | 0.000514 |
| list_81_id | |
| list_81_probability | 0.000514 |
| list_82_id | |
| list_82_probability | 0.000514 |
| list_83_id | |
| list_83_probability | 0.000514 |
| list_84_id | |
| list_84_probability | 0.000514 |
| list_85_id | |
| list_85_probability | 0.000514 |
| list_86_id | |
| list_86_probability | 0.000514 |
| list_87_id | |
| list_87_probability | 0.000514 |
| list_88_id | |
| list_88_probability | 0.000514 |
| list_89_id | |
| list_89_probability | 0.000514 |
| list_90_id | |
| list_90_probability | 0.000514 |
| list_91_id | |
| list_91_probability | 0.000514 |
| list_92_id | |
| list_92_probability | 0.000514 |
| list_93_id | |
| list_93_probability | 0.000514 |
| list_94_id | |
| list_94_probability | 0.000514 |
| list_95_id | |
| list_95_probability | 0.000514 |
| list_96_id | |
| list_96_probability | 0.000514 |
| list_97_id | |
| list_97_probability | 0.000514 |
| list_98_id | |
| list_98_probability | 0.000514 |
| list_99_id | |
| list_99_probability | 0.000514 |
| list_100_id | |
| list_100_probability | 0.000514 |
| list_101_id | |
| list_101_probability | 0.000514 |
| list_102_id | |
| list_102_probability | 0.000514 |
| list_103_id | |
| list_103_probability | 0.000514 |
| list_104_id | |
| list_104_probability | 0.000514 |
| list_105_id | |
| list_105_probability | 0.000514 |
| list_106_id | |
| list_106_probability | 0.000514 |
| list_107_id | |
| list_107_probability | 0.000514 |
| list_108_id | |
| list_108_probability | 0.000514 |
| list_109_id | |
| list_109_probability | 0.000514 |
| list_110_id | |
| list_110_probability | 0.000514 |
| list_111_id | |
| list_111_probability | 0.000514 |
| list_112_id | |
| list_112_probability | 0.000514 |
| list_113_id | |
| list_113_probability | 0.000514 |
| list_114_id | |
| list_114_probability | 0.000514 |
| list_115_id | |
| list_115_probability | 0.000514 |
| list_116_id | |
| list_116_probability | 0.000514 |
| list_117_id | |
| list_117_probability | 0.000514 |
| list_118_id | |
| list_118_probability | 0.000514 |
| list_119_id | |
| list_119_probability | 0.000514 |
| list_120_id | |
| list_120_probability | 0.000514 |
| list_121_id | |
| list_121_probability | 0.000514 |
| list_122_id | |
| list_122_probability | 0.000514 |
| list_123_id | |
| list_123_probability | 0.004722 |
| list_124_id | |
| list_124_probability | 0.004722 |
| list_125_id | |
| list_125_probability | 0.004722 |
| list_126_id | |
| list_126_probability | 0.004722 |
| list_127_id | |
| list_127_probability | 0.004722 |
| list_128_id | |
| list_128_probability | 0.004722 |
| list_129_id | |
| list_129_probability | 0.004722 |
| list_130_id | |
| list_130_probability | 0.004722 |
| list_131_id | |
| list_131_probability | 0.004722 |
| list_132_id | |
| list_132_probability | 0.004722 |
| list_133_id | |
| list_133_probability | 0.004722 |
| list_134_id | |
| list_134_probability | 0.004722 |
| list_135_id | |
| list_135_probability | 0.004722 |
| list_136_id | |
| list_136_probability | 0.004722 |
| list_137_id | |
| list_137_probability | 0.004722 |
| list_138_id | |
| list_138_probability | 0.004722 |
| list_139_id | |
| list_139_probability | 0.004722 |
| list_140_id | |
| list_140_probability | 0.004722 |
| list_141_id | |
| list_141_probability | 0.004722 |
| list_142_id | |
| list_142_probability | 0.004722 |
| list_143_id | |
| list_143_probability | 0.004722 |
| list_144_id | |
| list_144_probability | 0.004722 |
| list_145_id | |
| list_145_probability | 0.004722 |
| list_146_id | |
| list_146_probability | 0.004722 |
| list_147_id | |
| list_147_probability | 0.004722 |
| list_148_id | |
| list_148_probability | 0.004722 |
| list_149_id | |
| list_149_probability | 0.004722 |
| list_150_id | |
| list_150_probability | 0.004722 |
| list_151_id | |
| list_151_probability | 0.004722 |
| list_152_id | |
| list_152_probability | 0.004722 |
| list_153_id | |
| list_153_probability | 0.004722 |
| list_154_id | |
| list_154_probability | 0.004722 |
| list_155_id | |
| list_155_probability | 0.004722 |
| list_156_id | |
| list_156_probability | 0.004722 |
| list_157_id | |
| list_157_probability | 0.004722 |
| list_158_id | |
| list_158_probability | 0.004722 |
| list_159_id | |
| list_159_probability | 0.004722 |
| list_160_id | |
| list_160_probability | 0.004722 |
| list_161_id | |
| list_161_probability | 0.004722 |
| list_162_id | |
| list_162_probability | 0.004722 |
| list_163_id | |
| list_163_probability | 0.004722 |
| list_164_id | |
| list_164_probability | 0.004722 |
| list_165_id | |
| list_165_probability | 0.004722 |
| list_166_id | |
| list_166_probability | 0.004722 |
| list_167_id | |
| list_167_probability | 0.004722 |
| list_168_id | |
| list_168_probability | 0.004722 |
| list_169_id | |
| list_169_probability | 0.004722 |
| list_170_id | |
| list_170_probability | 0.004722 |
| list_171_id | |
| list_171_probability | 0.004722 |
| list_172_id | |
| list_172_probability | 0.004722 |
| list_173_id | |
| list_173_probability | 0.004722 |
| list_174_id | |
| list_174_probability | 0.004722 |
| list_175_id | |
| list_175_probability | 0.004722 |
| list_176_id | |
| list_176_probability | 0.004722 |
| list_177_id | |
| list_177_probability | 0.004722 |
| list_178_id | |
| list_178_probability | 0.004722 |
| list_179_id | |
| list_179_probability | 0.004722 |
| list_180_id | |
| list_180_probability | 0.004722 |
| list_181_id | |
| list_181_probability | 0.004722 |
| list_182_id | |
| list_182_probability | 0.004722 |
| list_183_id | |
| list_183_probability | 0.004722 |
| list_184_id | |
| list_184_probability | 0.004722 |
| list_185_id | |
| list_185_probability | 0.004722 |
| list_186_id | |
| list_186_probability | 0.004722 |
| list_187_id | |
| list_187_probability | 0.004722 |
| list_188_id | |
| list_188_probability | 0.004722 |
| list_189_id | |
| list_189_probability | 0.004722 |
| list_190_id | |
| list_190_probability | 0.004722 |
| list_191_id | |
| list_191_probability | 0.004722 |
| list_192_id | |
| list_192_probability | 0.004722 |
| list_193_id | |
| list_193_probability | 0.004722 |
| list_194_id | |
| list_194_probability | 0.004722 |
| list_195_id | |
| list_195_probability | 0.034111 |
| list_196_id | |
| list_196_probability | 0.034111 |
| list_197_id | |
| list_197_probability | 0.034111 |
| list_198_id | |
| list_198_probability | 0.034111 |
| list_199_id | |
| list_199_probability | 0.034111 |
| list_200_id | |
| list_200_probability | 0.034111 |
| list_201_id | |
| list_201_probability | 0.034111 |
| list_202_id | |
| list_202_probability | 0.034111 |
| list_203_id | |
| list_203_probability | 0.034111 |
| list_204_id | |
| list_204_probability | 0.034111 |
| list_205_id | |
| list_205_probability | 0.034111 |
| list_206_id | |
| list_206_probability | 0.034111 |
| list_207_id | |
| list_207_probability | 0.034111 |
| list_208_id | |
| list_208_probability | 0.034111 |
| list_209_id | |
| list_209_probability | 0.034111 |
| list_210_id | |
| list_210_probability | 0.034111 |
| list_211_id | |
| list_211_probability | 0.034111 |
| list_212_id | |
| list_212_probability | 0.034111 |
| price | 1 |
| shop_price | 90000000 |
| pile_num_max | 1000 |
| proc_type | 16403 |