Loisian Runes
ni Crescentyr
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Loisian Runes
Mga tag para sa Loisian Runes
Deskripsyon
Isinumpa ka ng mga Loisian. Ilipat ang mga bato hanggang makabuo ng hugis na katulad ng rune sa ibabang kanan.
Paano Maglaro
I-click ang cube/bato tapos i-click ang isa sa mga arrow para ilipat ito. O gamitin ang QWEASD para ilipat ang bato.
Mga Update mula sa Developer
Ver 1.1.4
- Added keyboard shortcuts to move the stone.
- Target stone will now be reselected after moving.
Mga Komento
Pykrete
Jun. 11, 2018
This is kind of ruined by the fact that the cubes aren't actually moving in 3d space, but in a 2d hex grid with a static draw order. The second level's most clear solution is to move one cube in front of the other, but it's always drawn at a lower depth no matter how far forward you pull it.
RobotFK
Jun. 09, 2018
Level 9 seems like a sudden difficulty spike
anardi
Jun. 28, 2020
I really loved the concept of this, but like others have said, it has inconsistencies with whether it's 2d or 3d in how pieces respond when moved. There are times that going over will move a piece down one layer as well, for no discernible reason. For example, in level 3, you can take the cube with a single dot on its top, move it over to the far top-right edge, then move it up to the top uppermost layer, then move it one space over towards the middle. It will do so, but it will also move down one layer at the same time. It shouldn't be moving two layers and directions in a single movement; it should have only moved over once. It also means that sometimes pieces can be moved right next to each other, and other times it will be impossible because one always switches layers to additionally move down beneath it instead. Frustrating to have such inconsistency in a puzzle game while trying to test and eliminate different position combinations though.
Brandon816
Aug. 05, 2018
Level 25 has two solutions, just swap the pieces on the right side to see it.
marnen
Jun. 18, 2020
Great idea, totally ruined by bad controls. The play field doesn't seem to be consistent on whether it's a 2D hexagon or 3D cube.