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the coordinates are 56, 52 but you have to get the fuel rod

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Q: What is the coordinates for the excalibur in poptropica?
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Related questions

What are Poptropica's coordinates on Astro Knights Island?

The planet Poptropica and its nearby Pewter Moon are at X-56 Y-52 in the Poptropica solar system. When you are launching the saucer Excalibur, you will find these coordinates under Mordred's bed, on the missing page from his journal. (see related question)


How do you fly excalibur in poptropica?

to fly


How do you power the excalibur in poptropica?

A person can power the Excalibur in Poptropica by retrieving the robot's green fuel rod. This is found in the dungeon tunnel.


What coordinates to use to launch excalibur?

56, 52


On astro knights island what are the coordinates to go into space?

The coordinates are entered in the saucer Excalibur once you replace the damaged fuel rod. But the coordinates the Queen gave you are too far away. You will need to go to the Pewter Moon, which orbits the planet Poptropica. The coordinates are X-56 Y-52, from the missing journal page under Mordred's bed.


What do you do with the coordinates on Astro Knights island?

The coordinates are locations (destinations) that are entered on the dials in the saucer Excalibur. When you have a new spaceship, the coordinates are displayed in the screen to tell you where you are. (see related question)


What are the correct coordinates on poptropica?

56,52


What are the coordinates in Poptropica on astroknights?

The coordinates for the jungle planet are (15,15). Poptropica is (50,50). The ice planet is (73,83). and the lava planet is (83,20).


How do you get the the coordinates to cjs telescope poptropica?

Coordinates are the x it is 87 for y it is 16


What are the coordinates for the planet poptropica on Astro Knights Island?

The planet Poptropica has the same coordinates as the Pewter Moon : X-56 Y-52.


What are the coordinates for the forest planet in poptropica?

it is 15,15


How do you get to the moon on poptropica what are the coordinates?

56 52