#56838: "Number of gold cards not equal to the number of gold diggers"
Na kaj se nanaša prijava?
Kaj se je zgodilo? Prosimo, izberi spodaj
Kaj se je zgodilo? Prosimo, izberi spodaj
Prosimo preverite ali že obstaja poročilo o isti zadevi
Če je tako, GLASUJTE za to poročilo. Poročila z največ glasovi se obravnavajo PREDNOSTNO!
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Natančen opis
• Kopirajte / prilepite sporočilo o napaki, ki ga vidite na zaslonu, če ga imate.
The number of gold cards is not equal to the number of gold diggers.
Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."• Prosim, pojasnite, kaj ste hoteli storiti, kaj ste naredili in kaj se je zgodilo
Yes, at the end of each round whenever a gold-digger gets >1 gold card.• Kateri brskalnik uporabljaš?
Google Chrome v96
• Kopirajte / prilepite besedilo, prikazano v angleščini, namesto v vašem jeziku. Če imate sliko zaslona te napake (dobra praksa), lahko uporabite Imgur.com za nalaganje in kopirate/prilepite povezavo do slike tukaj.
The number of gold cards is not equal to the number of gold diggers.
Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."• Je ta tekst dosegljiv v prevajalnem sistemu? Če ja, ali je bil preveden več kot 24 ur nazaj?
Yes, at the end of each round whenever a gold-digger gets >1 gold card.• Kateri brskalnik uporabljaš?
Google Chrome v96
• Natančno in jedrnato pojasnite svoj predlog, da bo čim lažje razumeti, kaj mislite.
The number of gold cards is not equal to the number of gold diggers.
Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."• Kateri brskalnik uporabljaš?
Google Chrome v96
• Kaj je bilo prikazano na zaslonu, ko ste bili blokirani (prazen zaslon? Del vmesnika za igro? Sporočilo o napaki?)
The number of gold cards is not equal to the number of gold diggers.
Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."• Kateri brskalnik uporabljaš?
Google Chrome v96
• Kateri del pravil ni bil upoštevan pri priredbi za BGA
The number of gold cards is not equal to the number of gold diggers.
Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."• Je kršitev pravil vidna na seznamu potez? Če je, pri kateri številki poteze?
Yes, at the end of each round whenever a gold-digger gets >1 gold card.• Kateri brskalnik uporabljaš?
Google Chrome v96
• Katero potezo ste želeli narediti v igri?
The number of gold cards is not equal to the number of gold diggers.
Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."• Kaj ste poskušali narediti, da bi izvedli to potezo v igri?
Yes, at the end of each round whenever a gold-digger gets >1 gold card.• Kaj se je zgodilo, ko ste poskusili to storiti (sporočilo o napaki, sporočilo v vrstici stanja, ...)?
• Kateri brskalnik uporabljaš?
Google Chrome v96
• Na kateri točki v igri se je težava pojavila (katera navodila so bila prikazana)
The number of gold cards is not equal to the number of gold diggers.
Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."• Kaj se je zgodilo, ko ste poskušali narediti to potezo v igri (sporočilo o napaki, sporočilo v vrstici stanja, ...)?
Yes, at the end of each round whenever a gold-digger gets >1 gold card.• Kateri brskalnik uporabljaš?
Google Chrome v96
• Prosim opiši problem s prikazom. Če imate sliko zaslona te napake (dobra praksa), lahko uporabite Imgur.com za nalaganje in kopirate/prilepite povezavo do slike tukaj.
The number of gold cards is not equal to the number of gold diggers.
Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."• Kateri brskalnik uporabljaš?
Google Chrome v96
• Kopirajte / prilepite besedilo, prikazano v angleščini, namesto v vašem jeziku. Če imate sliko zaslona te napake (dobra praksa), lahko uporabite Imgur.com za nalaganje in kopirate/prilepite povezavo do slike tukaj.
The number of gold cards is not equal to the number of gold diggers.
Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."• Je ta tekst dosegljiv v prevajalnem sistemu? Če ja, ali je bil preveden več kot 24 ur nazaj?
Yes, at the end of each round whenever a gold-digger gets >1 gold card.• Kateri brskalnik uporabljaš?
Google Chrome v96
• Natančno in jedrnato pojasnite svoj predlog, da bo čim lažje razumeti, kaj mislite.
The number of gold cards is not equal to the number of gold diggers.
Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."• Kateri brskalnik uporabljaš?
Google Chrome v96
Zgodovina poročil
The current 2013 official rules say: # gold cards = # gold diggers
The game designer, Frederic Moyersoen announced the Gold distribution new official rule on BGG in 2013: boardgamegeek.com/thread/937229/gold-distribution-new-official-rule
The BGA base game (no variants) follows the old 2004 rules with the current 2013 rules as the 'New Mine' variant.
The BGA base game (no variants) should follow the current 2013 rules with old 2004 rules as a variant.
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Quote from the 2004 official rules tesera.ru/images/items/2966/Saboteur_US_Rules.pdf :
"Handing out the gold
The gold-diggers have won the round if an uninterrupted path (of at least 7 cards) has been formed
from the start card to the goal card showing the treasure. Draw as many gold nugget cards (face down)
as there are players – e.g., five cards if there are five players. (However, in a 10-player game, draw only
nine nugget cards).
The player who reached the goal card with the treasure gets these gold nugget cards and chooses one
card. Then he passes the remaining gold nugget cards counter-clockwise to the next gold-digger (not
saboteur), who also chooses a card. This goes on until all gold nugget cards have been chosen. It may
well be that some gold-diggers get more cards than others.
Optional Rule: Gold diggers who have a Sabotage-card (broken pickaxe, lamp or cart) in front of them at
the end of a round do not receive Gold cards when their team wins the round. The Gold cards are distributed only among the gold diggers who are not sabotaged. Saboteurs are not affected by this rule."
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Quote from the current 2013 official rules www.amigo.games/content/ap/rule/18750-ur.pdf :
"Handing Out the Gold
The gold miners win the round if there is an uninterrupted path from the
start card to the goal card that shows the treasure. If they do, the player who
played the last path card (that connected to the treasure) draws a number of
gold nugget cards (face down) equal to the number of gold miners (e.g.,
5 cards if there were 5 gold-diggers), looks at them in secret, and chooses
1 card to keep. Then, he passes the rest of gold nugget cards counterclockwise to the next gold miner (not saboteur!), who also chooses
1 card and passes the rest—and so on until each gold miner gets 1 card."
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This rule bug was previously raised in boardgamearena.com/bug?id=25824
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