Перейти к содержимому

Мы используем cookies (о чём даже написали в Политике конфиденциальности), чтобы сделать сайт ещё лучше.

Dice Club
ЛентаСообществаИгрыДополненияСамые играемые
Dice Club

Социальная сеть для тех, кто инвестирует в картон.

Что умеет сайтО проектеКонтактыСоглашениеКонфиденциальность
© 2026 Дайсклаб (Dice Club). Сделано в СибириPowered by BoardGameGeekPowered by BoardGameGeek
КаталогЛентаВход
ZhanGuo
EN
Дополнение к Iliad

ZhanGuo

2007 · (Web published)

2–7 игроков
45 мин
В коллекциюВ вишлистЗаписать партию

Начать вести коллекцию и учёт партий уже сейчас:

Создать профильВойти
Категории5
АнтичностьБлефДополнениеСраженияВаргейм
Категории
АнтичностьБлефДополнениеСраженияВаргейм
Механики4
Карточное управлениеУправление рукойОткрытый драфтВыкладывание тайлов
Механики
Карточное управлениеУправление рукойОткрытый драфтВыкладывание тайлов
ИнформацияОтзывыДополненияФорумВидеоФотоФайлы

Об игре

This is a mod for the cardgame Illiad which is originally based on the Trojan war between the Greek states and Troy over Helen.

Changes have been made to convert the game into the 7 states of late ZhanGuo (Warring States) period of China ca. 4th-3rd century B.C.

Distinctive elements of late Warring States warfare have been incorporated into the game, whilst trying to stay within the original spirit of the Illiad gameplay.

State Banners (Heroes)

1. Zhao

2. Wei

3. Han

4. Yan

5. Chu

6. Qi

7. Qin

Tiles

Bamboo Bian +1 (Agamemnon +1)

Stone Bian +2 (Athena +2)

Bronze Bian +2 (Poseidon +2)

Units

Crossbow Trap (Harrow) - 6 cards

- prevents Cavalry and Chariot from being deployed

Yunti Che (Trojan Horse) - 6 cards

- hides units within (Ping, Gong & Nu)

Pili Che (Catapult) - 8 cards

- targets Crossbow Trap, Yunti Che, Pili Che & Chuangze Nu

Chuangzi Nu (Ballista) - 8 cards

- targets Cavalry, Chariot, Chao Che & Chuangze Nu

Chao Che x2 (Elephant x2) - 8 cards

- allows mounting of infantry (Ping, Gong & Nu), x2 to total unit values

- mounted Nu and Gong can target any unit in any rank of Missile or Skirmish formations

Cavalry (Chariot) - 4 cards

- targets all infantry units, can attack without being first deployed

Chariot (Chariot) - 4 cards

- targets all infantry units, can attack without being first deployed

Nu 2 (.....) - 6 cards

when not in formation

- targets Nu, Gong & Ping or 1st to 2nd rank of Nu, Gong & Ping in formation

when in 3-row deep "missile-formation" in any value combination

- targets Nu, Gong & Ping, 1st to 2nd rank of Nu, Gong & Ping in formation or Cavalry & Chariots

- only missile units in the first two rows can attack

- values are calculated as the sum of unit values from the first two rows multiplied by the unit value from the last row

Gong 1 (Archers 1) - 8 cards

when not in formation

- targets Nu, Gong & Ping or 1st rank of Nu, Gong & Ping in formation

when in 3-row deep "missile-formation" in any value combination

- targets Nu, Gong & Ping, 1st rank of Nu, Gong & Ping in formation or Cavalry

- only missile units in the first two rows can attack

- values are calculated as the sum of unit values from the first two rows multiplied by the unit value from the last row

Ping 1 (Hoplite 1) - 6 cards

- can be deployed into 4-row deep "skirmish-formation" in decreasing value

- values are calculated as the sum of all unit values multiplied by the number of rows

Ping 2 (Hoplite 2) - 7 cards

- can be deployed into 4-row deep "skirmish-formation" in decreasing value

- values are calculated as the sum of all unit values multiplied by the number of rows

Ping 3 (Hoplite 3) - 8 cards

- can be deployed into 4-row deep "skirmish-formation" in decreasing value

- values are calculated as the sum of all unit values multiplied by the number of rows

Ping 4 (Hoplite 4) - 9 cards

- can be deployed into 4-row deep "skirmish-formation" in decreasing value

- values are calculated as the sum of all unit values multiplied by the num

Рейтинг DiceClub
-
Нет оценок
Рейтинг BGG
Нет данных

Информация

Год2007
Издатель(Web published)
ДизайнерLeong Kit Meng
Игроки2–7 чел.
Время45 мин