# Where is the gold?

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• green chest
Calm Mongol
USX
• RED CHEST is my answer the above is my wrong

Statement(true/false)
red statement - true
blue statement - true
green statement - false

monster
ts29.travian.us
• the gold is in the red chest.
us29
• red chest, cutter ts3.travian.us
• red - true = in red or green
blue - true = in red or green
green - false = in blue or red

Result: gold is in red chest
• red - true = in red or green
blue - true = in red or green
green - false = in blue or red

Result: gold is in red chest

Barsuk , Travian usx
• it is a red.
Косово је Србија !
• The correct answer is: the gold is in the red chest,
Since if the gold were to be in the blue chest, all statements are false, while all statements were true, if the gold was in the green chest. Since we know that there has to be at least one true and one false statement, the gold has to be in the red chest. Nice little riddle!

Ingame Nickname: sibagon
server: ts29.us
• Galipeta US2

Red Chest.
• Gold is in the red chest. BB-8. USX
• Nobody369
us29
Red chest
• Hello,
I'm Ms. Bean on UK3 and I believe the gold is in the red chest.
• The gold is in the red chest.

Nickname: Rebornfire
Server: USX
• The gold is in the red chest.

Proof.

IF the gold is in the green chest, then all three statements are true, a contradiction. So the gold must not be in the green chest.

Statements 1 and 2 are equivalent, so they are either both true or both false. If both Statements 1 and 2 are true, then Statement 3 is false. If both Statements 1 and 2 are false, then all 3 statements are false.

Therefore, Statements 1 and 2 must be true while Statement 3 must be false, i.e. the gold must be in the red chest.
• Red
Ketchup
ts3
• ### tldr wrote:

The gold is in the red chest.

Proof.

IF the gold is in the green chest, then all three statements are true, a contradiction. So the gold must not be in the green chest.

Statements 1 and 2 are equivalent, so they are either both true or both false. If both Statements 1 and 2 are true, then Statement 3 is false. If both Statements 1 and 2 are false, then all 3 statements are false.

Therefore, Statements 1 and 2 must be true while Statement 3 must be false, i.e. the gold must be in the red chest.
Jar Jar Binks - usx
• Red CHEST