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Below assumes you're about to jump into the system | Below assumes you're about to jump into the system | ||
===Find Initial Letter=== | =====Find Initial Letter===== | ||
*If you're in Bacon: it's "B" | *If you're in Bacon: it's "B" | ||
*If you're in Eggs: it's "E" | *If you're in Eggs: it's "E" | ||
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*Otherwise, use the first letter from your current system | *Otherwise, use the first letter from your current system | ||
===kspace letter=== | =====kspace letter===== | ||
*If the connection is a kspace, take the first letter of the type of space (ie H, L, or N) | *If the connection is a kspace, take the first letter of the type of space (ie H, L, or N) | ||
===Find the number=== | =====Find the number===== | ||
====For kspace==== | ======For kspace====== | ||
*If this is Bacon's static then take 1 | *If this is Bacon's static then take 1 | ||
*Otherwise find the first number that is unused for the type of space it is. If there are no other systems of that type of space, use 2. | *Otherwise find the first number that is unused for the type of space it is. If there are no other systems of that type of space, use 2. | ||
====For wspace==== | ======For wspace====== | ||
*From Bacon or Eggs use 2 | *From Bacon or Eggs use 2 | ||
*Otherwise use the earliest number which does not currently have a system with the same initial letter as the system | *Otherwise use the earliest number which does not currently have a system with the same initial letter as the system | ||
===Put it all together=== | =====Put it all together===== | ||
Your system is initial letter + kspace letter + number (ignore any parts that don't exist) | Your system is initial letter + kspace letter + number (ignore any parts that don't exist) | ||