Editing Fabrial

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Pairing fabrials are, as the name suggests, created in pairs that can move in parallel, or the opposite, over great distances. This category was a recent discovery during the [[War of Reckoning]].{{book ref|sa4|part=ars}} Force is conserved between each pair of fabrials, and the force required to move one is equivalent to one required for moving both. The farther apart the two halves are, the more resistance is felt when moving them.{{book ref|sa4|3}} Despite limitations in how far the fabrials can be separated and still work (dictated by certain processes during manufacture), conjectures about possible applications are being discussed.{{book ref|sa4|part=ars}}
 
Pairing fabrials are, as the name suggests, created in pairs that can move in parallel, or the opposite, over great distances. This category was a recent discovery during the [[War of Reckoning]].{{book ref|sa4|part=ars}} Force is conserved between each pair of fabrials, and the force required to move one is equivalent to one required for moving both. The farther apart the two halves are, the more resistance is felt when moving them.{{book ref|sa4|3}} Despite limitations in how far the fabrials can be separated and still work (dictated by certain processes during manufacture), conjectures about possible applications are being discussed.{{book ref|sa4|part=ars}}
   
By using raysium, a half-spren trapped in one half of a conjoined pair of gems can be transferred to another gem, not part of the original pairing. This can lead to an asymmetry between the movements of the two spren halves, as moving a larger gem a certain distance will now make its smaller paired counterpart move a larger distance. This does not, however, allow for force multiplication.{{book ref|sa4|84}}
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By using aysium, a half-spren trapped in one half of a conjoined pair of gems can be transferred to another gem, not part of the original pairing. This can lead to an asymmetry between the movements of the two spren halves, as moving a larger gem a certain distance will now make its smaller paired counterpart move a larger distance. This does not, however, allow for force multiplication.{{book ref|sa4|84}}
   
 
==== Conjoiners ====
 
==== Conjoiners ====

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