Difference between revisions of "Hybrid Vine Tend Charts"
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− | <font size="-2">[https://atitd.wiki/tale9/Serenity | + | <font size="-2">[https://atitd.wiki/tale9/Serenity < Serenity]</font> |
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+ | *Do not need to replant hybrid vines at this time. All tend tables are complete. | ||
[[cate 1]], KKKSS | [[cate 1]], KKKSS | ||
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[[peacefulness 1|Peacefulness#1]], KKS | [[peacefulness 1|Peacefulness#1]], KKS | ||
− | [[Peacefulness 2|Peacefulness#2]], | + | [[Peacefulness 2|Peacefulness#2]], AACCG |
[[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, matches cate 7 | ||
+ | |||
+ | [[cate 6|cate#6]], P2xC5 ACCKS | ||
+ | |||
+ | [[cate 7|cate#7]], C5xP2 CKKK, matches cate 5 | ||
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+ | [[cate 8|cate#8]], C4xC5 CSSSS, matches cate 4 | ||
+ | |||
+ | [[cate 9|cate#9]], C5xC4 = CKSS | ||
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+ | [https://atitd.wiki/tale9/Wine/Freeportkid86 fpk#86] C 5xS tend tables complete | ||
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+ | [[cate 11|cate#11]], FPK86 (CSS SSS) x C7 (CK KK) = <s>CKKSS? KKSSS?</s> C 5xS, same as fpk#86 | ||
+ | |||
+ | [[cate12|cate#12]], C6 (AC CKS) x FPK86 (CSS SSS) = ACSS | ||
+ | |||
+ | [[cate13|cate#13]], FPK86 x C6 = CCKSSSS | ||
+ | |||
+ | [[Wine/Rags12|Rags#12]],Rags#9 (GQSSS) + Oruse#7 = GQQKSSS | ||
+ | |||
+ | [[Wine/Rags14|Rags#14]], Rags#12 (GQQKSS) + Amusement (GGVV) = GGGVV | ||
− | [[ | + | [[Wine/rags19|Rags#19]], PF#7 (GSSSVV) + Rags#12 (GQQKSS) = GQQKSSSS |
− | + | 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 is CSS SSS | ||
− | [[ | + | [[Peacefulness7|Peacefulness#7]] GSSSVV |
− | [[ | + | [[Sapphire2]] SSSSSS |
− | [ | + | [[Sapphire3]] SSSSSSS |
− | + | {{L|en}} | |
− | |||
− |
Latest revision as of 16:12, 13 May 2021
- 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
Rags#12,Rags#9 (GQSSS) + Oruse#7 = GQQKSSS
Rags#14, Rags#12 (GQQKSS) + Amusement (GGVV) = GGGVV
Rags#19, PF#7 (GSSSVV) + Rags#12 (GQQKSS) = GQQKSSSS
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 is CSS SSS
Peacefulness#7 GSSSVV
Sapphire2 SSSSSS
Sapphire3 SSSSSSS