Three robbers have come to the left bank of a river. At the same time, three merchants have come to the right bank of the river. Each group wants to cross to the opposite side.
Rules:
1️⃣There is a small raft on the left bank, which can hold only two people.
2️⃣ There can never be more robbers than merchants together on the same side.
3️⃣ The merchant and robber wearing green clothes are the only ones who can row.
How can they all cross the river?
The first who find the solution with with less moves win 1.1 SBD.
The first who find the solution with with less moves win 1.1 SBD.
I think the solution...
Green robber cross the river. Green merchant and another merchant return to other side. Green merchant and a robber cross the river. Green merchant and green robber return to other side. Green merchant and a robber cross the river. Green merchant and the last merchant return to other side. Green robber cross the river.
Thank you for your participation.
Congratulations🎉🎊
Your answer is the winning answer and you have won 1.1SBD 🎁@king-artur
Lösung:
Grüner Räuber (Kreuz).
Grüner Händler und ein anderer Händler (Rückgabe).
Grüner Händler und ein Räuber (Kreuz).
Grüner Händler und grüner Räuber (zurück).
Grüner Kaufmann und ein Räuber (Kreuz).
Antwort ist nicht vollständig. 🇩🇪Vielen Dank für Ihre Teilnahme Ihre. @cglauko
Your answer is not complete. 🇺🇸Thank you for your participation. @cglauko
Satu perampok memyeberang sungai dengan rakit. Dan dua peramok pagi berenang menyeberangi sungai
[memohon peraturan]
1)There is a small raft on the left bank, which can hold only two people.
2)There can never be more robbers than merchants together on the same side.
3)The merchant and robber wearing green clothes are the only ones who can row.@rizkitelco apply the rules
Thank you @resteemsupport