A Wiki in the Desert
Log in

Difference between revisions of "Hybrid Vine Tend Charts"

From A Wiki in the Desert
Line 1: Line 1:
 
<font size="-2">[https://atitd.wiki/tale9/Serenity | < Serenity]</font>
 
<font size="-2">[https://atitd.wiki/tale9/Serenity | < Serenity]</font>
  
*Do not need to replant at this time (unless you want to!): cate1, cate2, peace1, cate3, cate5, cate6, cate7
+
*Do not need to replant hybrid vines at this time. All tend tables are complete.
*Still working with, please replant:  peace2, cate4, cate8 and higher
 
  
 
[[cate 1]], KKKSS
 
[[cate 1]], KKKSS
Line 14: Line 13:
 
[[cate 3|cate#3]], KKKSS
 
[[cate 3|cate#3]], KKKSS
  
[[cate 4|cate#4]], CSSSS  
+
[[cate 4|cate#4]], CSSSS matches cate 8
  
[[cate 5|cate#5]], CKKK, may match cate 7
+
[[cate 5|cate#5]], CKKK, matches cate 7
  
 
[[cate 6|cate#6]], P2xC5 ACCKS
 
[[cate 6|cate#6]], P2xC5 ACCKS
  
[[cate 7|cate#7]], C5xP2 CKKK, may match cate 5
+
[[cate 7|cate#7]], C5xP2 CKKK, matches cate 5
  
[[cate 8|cate#8]], C4xC5  CSSSS
+
[[cate 8|cate#8]], C4xC5  CSSSS, matches cate 4
  
 
[[cate 9|cate#9]], C5xC4 = CKSS
 
[[cate 9|cate#9]], C5xC4 = CKSS
Line 32: Line 31:
 
[[cate12 |cate#12]], C6 (AC CKS) x FPK86 (CSS SSS) = ACSS  
 
[[cate12 |cate#12]], C6 (AC CKS) x FPK86 (CSS SSS) = ACSS  
  
[[cate13 |cate#13]], FPK86 x C6  = CCKSSSS?
+
[[cate13 |cate#13]], FPK86 x C6  = CCKSSSS
  
 
future plan (based on assumption that Nuts takes 1st half of L and 2nd half of R) betcha it don't!  And who's to say that the bits are arranged alphabetically?  FPK could be SSSCSSS
 
future plan (based on assumption that Nuts takes 1st half of L and 2nd half of R) betcha it don't!  And who's to say that the bits are arranged alphabetically?  FPK could be SSSCSSS

Revision as of 04:25, 4 June 2020

| < Serenity

  • Do not need to replant hybrid vines at this time. All tend tables are complete.

cate 1, KKKSS

cate 2, AGQKSV

Peacefulness#1, KKS

Peacefulness#2, AACCG

cate#3, KKKSS

cate#4, CSSSS matches cate 8

cate#5, CKKK, matches cate 7

cate#6, P2xC5 ACCKS

cate#7, C5xP2 CKKK, matches cate 5

cate#8, C4xC5 CSSSS, matches cate 4

cate#9, C5xC4 = CKSS

fpk#86 C 5xS tend tables complete

cate#11, FPK86 (CSS SSS) x C7 (CK KK) = CKKSS? KKSSS? C 5xS, same as fpk#86

cate#12, C6 (AC CKS) x FPK86 (CSS SSS) = ACSS

cate#13, FPK86 x C6 = CCKSSSS

future plan (based on assumption that Nuts takes 1st half of L and 2nd half of R) betcha it don't! And who's to say that the bits are arranged alphabetically? FPK could be SSSCSSS

  • C8 (CS SSS) x C7 (CK KK) = CKKS? KKSS? - don't bther, lol


  • consider crossing with FPK#86, which may be C 6S