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Posted (edited)

QM Note: You're still going to have to be more specific. Would you like to push the Aquamarine 11 times, and then push emerald 12 times, and then push the sapphire 12 times?

OoC: If you put it that way, I think that it'll wake a difference, but sure I'll do it in that order.

Edited by Bricksandparts
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Posted

Alf pushes the aquamarine 11 times. It's path is as follows, starting from spot 2B:

1B

2B

1B

2B

1B

2B

1B

2B

1B

2B

1B

He then tries moving the emerald and the sapphire, but neither are moving.

Posted (edited)

Ruby: A1, A3, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2, A3,

aquamarine: B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1, B2,

emerald: C1,

sapphire: D1,

Special:

From what we know, Ruby will always try to go from A1 to A2 to A3 before it loops.

From what we know, emerald and sapphire cannot move because something else is where they'd normally go.

From what we know, aquamarine will always try to go from B1 to B2 before it loops.

Currently:

___1___2___3_

A__________R_

B__A_________

C__E_________

D__S_________

Alf pushes in order of sequence:

Ruby

Emerald

Sapphire

If neither emerald or sapphire move, Alf pushes in order of sequence:

Aquamarine

Emerald

Sapphire

If either Emerald or Sapphire don't move, Alf knows that there is something else preventing the gems from moving (Based on known data).

Edited by Bricksandparts
Posted

Alf pushes the Ruby, which moves to A1. He then pushes the emerald, which moves to C2. Finally, the sapphire moves to D3.

Posted

Ruby: A1, A3, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2, A3, A1

aquamarine: B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1,

emerald: C1, C2

sapphire: D1, D4

Special:

From what we know, Ruby will always try to go from A1 to A2 to A3 before it loops.

From what we know, aquamarine will always try to go from B1 to B2 before it loops.

From what we know, emerald cannot move when Ruby is on A3, aquamarine is on B1, and sapphire is on D1.

From what we know, Sapphire cannot move when Ruby is on A3, aquamarine is on B1, and emerald is on C1.

Currently:

___1___2___3_

A__R_________

B__A_________

C_____E______

D__________S_

Alf, surprised it didn't move to where the ruby was, thinks about the problem.

Alf pushes the emerald and sapphire in the following order:

Emerald 11 times

sapphire 11 times

Posted

QM Note: Big apology to you, Bricks. I messed up, the emerald and sapphire should not have moved the last time. So as is everything is in it's original position in column 1.

Posted

OoC: No problem, I made some mistakes on my quest.

Ruby: A1, A3, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2, A3, A1

Aquamarine: B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1,

Emerald: C1,

Sapphire: D1,

Special:

From what we know, Ruby will always try to go from A1 to A2 to A3 before it loops.

From what we know, aquamarine will always try to go from B1 to B2 before it loops.

From what we know, emerald cannot move when Ruby is on A3, aquamarine is on B1, and sapphire is on D1. (Possibly)

From what we know, Sapphire cannot move when Ruby is on A3, aquamarine is on B1, and emerald is on C1. (Possibly)

Currently:

___1___2___3_

A__R_________

B__A_________

C__E_________

D__S_________

Alf pushes the emerald and sapphire in the following order:

Ruby

Emerald

Sapphire

Aquamarine

Emerald

Sapphire

Aquamarine

Emerald

Sapphire

Posted

Alf tries the following:

Ruby moves to A2

Emerald doesn't move

Sapphire doesn't move

Aquamarine moves to B3

Emerald doesn't move

Sapphire doesn't move

Aquamarine moves to B1

Emerald doesn't move

Sapphire doesn't move

Posted (edited)

Ruby:________A1, A3, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2,

Aquamarine:__B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1,

Emerald:_____C1,

Sapphire:____D1,

Special:

From what we know, Ruby will always try to go from A1 to A2 to A3 before it loops.

From what we know, aquamarine will always try to go from B1 to B2 before it loops.

From what we know, emerald cannot move when Ruby is on A3, aquamarine is on B1, and sapphire is on D1. (Possibly)

From what we know, Sapphire cannot move when Ruby is on A3, aquamarine is on B1, and emerald is on C1. (Possibly)

Currently:

___1___2___3_

A_____R______

B__A_________

C__E_________

D__S_________

Alf pushes in order of sequence: (R=Ruby - A=Aquamarine - E=Emerald - S=Sapphire)

R

E

S

R

E

S

R

A

E

S

R

E

S

R

E

S

After somehow solving math as a barbarian, Alf gets up from writing on the piece of parchment and goes over to open the door, hopefully...

Edited by Bricksandparts
Posted

The ruby moves to A3. The emerald and sapphire do not move. The ruby moves to A1. The emerald and sapphire do not move. The ruby moves to A2, and the Aquamarine moves to B3. The emerald and sapphire do not move. The ruby moves to A3. The emerald moves to C2. The sapphire does not move. The ruby moves to A1, and the emerald and sapphire do not move.

The door does not open.

Posted (edited)

Ruby:________A1, A3, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2, A3, A1

Aquamarine:__B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1, B2

Emerald:_____C1, C2,

Sapphire:____D1,

Special:

From what we know, Ruby will always try to go from A1 to A2 to A3 before it loops.

From what we know, aquamarine will always try to go from B1 to B2 before it loops.

Currently:

___1___2___3_

A__R_________

B_________A__

C_____E______

D__S_________

Alf pushes in order of sequence: (R=Ruby - A=Aquamarine - E=Emerald - S=Sapphire)

R

R

E

S

S

S

E

S

S

S

E

S

S

S

Edited by Bricksandparts
Posted

QM Note: The gems are in this position:

___1___2___3_

A__R_________

B__________A_

C______E_____

D__S_________

Posted

The ruby moves from A1 to A2 to A3. The emerald moves to C1. The sapphire doesn't move. The emerald moves to C2. The sapphire doesn't move. The emerald moves to C1. The sapphire doesn't move.

QM Note: I appreciate the hard work you're putting into this, Bricks. It's not an easy puzzle. Think about the relationships of the adjacent elements.

Posted

Ruby:________A1, A3, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2, A3, A1, A2, A3, A1

Aquamarine:__B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1, B2, B1, B3

Emerald:_____C1, C2, C1, C2, C1

Sapphire:____D1,

Moves (Hypothesis):

Ruby: Always?

Aquamarine: Always?

Emerald: When Ruby and Aquamarine are in column 3

Sapphire: Unknown (has not yet moved)

Currently:

___1___2___3__

A__________R__

B__________A__

C__E__________

D__S__________

OoC: This is a really complex problem. I don't think anyone in the party would actually have been able to solve it. I'm having a really hard time and I love math problems and brain teasers. Let me work everything out.

Alf thinks back to the list at the magic shop in the market place:

heroicarules5.jpg

Alf sits on the ground and writes his formulas on the parchment.

Posted

QM Note: There is a distinct pattern. Trying every possible combination with brute force will not help you. Think about the elements, and think about what can go where. Remember, the frog is there too...

Posted

AL thinks about a relationship between the elements. then decides to see why the aquamarine went to B3 instead of what it did before. He also wonders why the ruby was moving strangely at the start. Alf walks over to the Alexis and the frog.

"Alexis, could you ask frog if he knows how the Emerald moves. Ask if anything else he knows to help us."

Alf writes what he believes about the elements.

Fire (Ruby) opposes Water (Aquamarine)

Wood (Emerald) opposes Water (Aquamarine)

Wind (Sapphire) opposes ???

Alf continues trying to figure out the movements of the elements.

A

A

A

R

A

A

A

R

A

A

A

S

E

A

A

A

Posted

The aquamarine doesn't move. The ruby moves to A1. The aquamarine moves to B2. The ruby moves to A2. The sapphire doesn't move. The emerald moves to C3. The aquamarine doesn't move.

"Ribbit. All I know is that you have to move all the gems from one side to the other, ribbit. I think...maybe that's why the ruby moved there first, ribbit."

Posted

"You're doing great, Alf, I believe we are close to solving the puzzle. I think we must push them one by one in a specific order so that all four gems will move to the other side of this wall. Let's see about the elements, if they'll give us a hint...

Water (aquamarine) douses fire (ruby), fire burns wood (emerald), wood drinks water... Now how does the wind-elemental sapphire fit into this pattern? Any ideas?"

Posted

"You're doing great, Alf, I believe we are close to solving the puzzle. I think we must push them one by one in a specific order so that all four gems will move to the other side of this wall. Let's see about the elements, if they'll give us a hint...

Water (aquamarine) douses fire (ruby), fire burns wood (emerald), wood drinks water... Now how does the wind-elemental sapphire fit into this pattern? Any ideas?"

"Only thing I can think of is that wind makes water move.. "

"I guess it's possible that the Sapphire won't move until we have all the other gems in the third column? Maybe?"

"But yes, I think we're onto something here, and Alf has done a great job with his tireless attempts at making the gems move, so maybe it's now time for me to make an attempt."

Namyrra pushes the gems in this order:

E

S

R

S

A

S

(OoC: whatever happened to the gems we inserted into the pedestals? Did they fall on the ground or something? :laugh:)

Posted

Starting form this position:

___1___2___3__

A______R______

B______A______

C__E__________

D__S__________

Namrrya moves the gems. The emerald moves to C3. The sapphire doesn't move. The ruby moves to A3. The sapphire doesn't move. The aquamarine moves to B1. The sapphire doesn't move.

Posted

Starting form this position:

___1___2___3__

A______R______

B______A______

C__E__________

D__S__________

Namrrya moves the gems. The emerald moves to C3. The sapphire doesn't move. The ruby moves to A3. The sapphire doesn't move. The aquamarine moves to B1. The sapphire doesn't move.

"Right, this should be doable."

Namyrra makes another attempt, this time pushing the gems in this order:

A

S

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