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{{pfrow|S| | | | | | |O|O| }} | {{pfrow|S| | | | | | |O|O| }} | ||
{{pfrow|S|S| | | | | |O|O| }} | {{pfrow|S|S| | | | | |O|O| }} | ||
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{{pfrow|S| | | | | | |O|O| }} | {{pfrow|S| | | | | | |O|O| }} | ||
{{pfrow|S|S| | | | | |O|O| }} | {{pfrow|S|S| | | | | |O|O| }} | ||
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{{pfrow|S| | | | | | |O|O| }} | {{pfrow|S| | | | | | |O|O| }} | ||
{{pfrow|S|S| | | | | |O|O| }} | {{pfrow|S|S| | | | | |O|O| }} | ||
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{{pfrow| | | | | | | |s| | }} | {{pfrow| | | | | | | |s| | }} | ||
{{pfrow|o|o| j| | | | |s|s|i}} | {{pfrow|o|o|j| | | | |s|s|i}} | ||
{{pfrow|o|o|j| | | | | |s|i}} | {{pfrow|o|o|j| | | | | |s|i}} | ||
{{pfrow|g|j|j| | | | |g|g|i}} | {{pfrow|g|j|j| | | | |g|g|i}} | ||
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{{pfrow| | | | | | | |s| | }} | {{pfrow| | | | | | | |s| | }} | ||
{{pfrow|o|o| j| | | | |s|s|i}} | {{pfrow|o|o|j| | | | |s|s|i}} | ||
{{pfrow|o|o|j| | | | | |s|i}} | {{pfrow|o|o|j| | | | | |s|i}} | ||
{{pfrow|g|j|j| | | | |g|g|i}} | {{pfrow|g|j|j| | | | |g|g|i}} | ||
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{{pfrow| | | | | | | |s| | }} | {{pfrow| | | | | | | |s| | }} | ||
{{pfrow|o|o| j| | | | |s|s|i}} | {{pfrow|o|o|j| | | | |s|s|i}} | ||
{{pfrow|o|o|j| | | | | |s|i}} | {{pfrow|o|o|j| | | | | |s|i}} | ||
{{pfrow|g|j|j| | | | |g|g|i}} | {{pfrow|g|j|j| | | | |g|g|i}} | ||
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{{pfrow| | | | | | | | | i| }} | {{pfrow| | | | | | | | |i| }} | ||
{{pfrow|L| | | | | | |Z|i| }} | {{pfrow|L| | | | | | |Z|i| }} | ||
{{pfrow|L| |S| | | |Z|Z|i| }} | {{pfrow|L| |S| | | |Z|Z|i| }} | ||
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{{pfrow| | | | | | | | | i| }} | {{pfrow| | | | | | | | |i| }} | ||
{{pfrow|L| | | | | | |Z|i| }} | {{pfrow|L| | | | | | |Z|i| }} | ||
{{pfrow|L| |S| | | |Z|Z|i| }} | {{pfrow|L| |S| | | |Z|Z|i| }} | ||
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{{ | {{pfrowblank}} | ||
{{pfrow| | | | | | | | | i| }} | {{pfrow| | | | | | | | |i| }} | ||
{{pfrow|L| | | | | | |Z|i| }} | {{pfrow|L| | | | | | |Z|i| }} | ||
{{pfrow|L| |S| | | |Z|Z|i| }} | {{pfrow|L| |S| | | |Z|Z|i| }} | ||
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{{ | {{pfrowblank}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow| | | | | | | |Z|Z| }} | {{pfrow| | | | | | | |Z|Z| }} | ||
{{pfrow|J|J|J| | | |O|O|Z|Z}} | {{pfrow|J|J|J| | | |O|O|Z|Z}} | ||
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{{pfrow|O|O|S|T|T|T|L|J|J|J}} | {{pfrow|O|O|S|T|T|T|L|J|J|J}} | ||
{{pfrow|O|O|S|S|L|L|L|G|G|J}} | {{pfrow|O|O|S|S|L|L|L|G|G|J}} | ||
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{{pfrow|O|O|S|T|T|T|Z|J|J|J}} | {{pfrow|O|O|S|T|T|T|Z|J|J|J}} | ||
{{pfrow|O|O|S|S|T|Z|Z|G|G|J}} | {{pfrow|O|O|S|S|T|Z|Z|G|G|J}} | ||
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{{pfrow|O|O|S|L|L|I|Z|J|J|J}} | {{pfrow|O|O|S|L|L|I|Z|J|J|J}} | ||
{{pfrow|O|O|S|S|L|Z|Z|G|G|J}} | {{pfrow|O|O|S|S|L|Z|Z|G|G|J}} | ||
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{{pfrow|O|O|I|I|I|I|Z|J|J|J}} | {{pfrow|O|O|I|I|I|I|Z|J|J|J}} | ||
{{pfrow|O|O|T|T|T|Z|Z|G|G|J}} | {{pfrow|O|O|T|T|T|Z|Z|G|G|J}} | ||
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{{pfrow|O|O|Z|Z|L|L|L|J|J|J}} | {{pfrow|O|O|Z|Z|L|L|L|J|J|J}} | ||
{{pfrow|O|O|T|T|T|S|S|G|G|J}} | {{pfrow|O|O|T|T|T|S|S|G|G|J}} | ||
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{{pfrow|O|O|S|I|I|I|I|J|J|J}} | {{pfrow|O|O|S|I|I|I|I|J|J|J}} | ||
{{pfrow|O|O|S|S|T|T|T|G|G|J}} | {{pfrow|O|O|S|S|T|T|T|G|G|J}} | ||
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{| | {| | ||
|{{pfstart}} | |{{pfstart}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow| | | | | | | |L|L|I}} | {{pfrow| | | | | | | |L|L|I}} | ||
{{pfrow|J|J|Z| | | |O|O|L|I}} | {{pfrow|J|J|Z| | | |O|O|L|I}} | ||
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{{pfrow| | | | | | | |S| | }} | {{pfrow| | | | | | | |S| | }} | ||
{{pfrow| | | | | | | |S|S| }} | {{pfrow| | | | | | | |S|S| }} | ||
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|{{pfstart}} | |{{pfstart}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow| | | | | | | |S| | }} | {{pfrow| | | | | | | |S| | }} | ||
{{pfrow| | | | | | | |S|S| }} | {{pfrow| | | | | | | |S|S| }} | ||
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{{pfrow| | | | | | | |S| | }} | {{pfrow| | | | | | | |S| | }} | ||
{{pfrow| | | | | | | |S|S| }} | {{pfrow| | | | | | | |S|S| }} | ||
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{{pfrow|O|O|J|T|T|T|Z|G|L|L}} | {{pfrow|O|O|J|T|T|T|Z|G|L|L}} | ||
{{pfrow|O|O|J|J|J|Z|Z|G|G|L}} | {{pfrow|O|O|J|J|J|Z|Z|G|G|L}} | ||
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{{pfrow|O|O|S|T|T|T|Z|G|L|L}} | {{pfrow|O|O|S|T|T|T|Z|G|L|L}} | ||
{{pfrow|O|O|S|S|J|Z|Z|G|G|L}} | {{pfrow|O|O|S|S|J|Z|Z|G|G|L}} | ||
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{{pfrow|O|O|J|J|J|I|Z|G|L|L}} | {{pfrow|O|O|J|J|J|I|Z|G|L|L}} | ||
{{pfrow|O|O|T|T|T|Z|Z|G|G|L}} | {{pfrow|O|O|T|T|T|Z|Z|G|G|L}} | ||
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{{pfrow|O|O|I|I|I|I|Z|G|L|L}} | {{pfrow|O|O|I|I|I|I|Z|G|L|L}} | ||
{{pfrow|O|O|T|T|T|Z|Z|G|G|L}} | {{pfrow|O|O|T|T|T|Z|Z|G|G|L}} | ||
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{| | {| | ||
|{{pfstart}} | |{{pfstart}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow| |J| | | | | | | | }} | {{pfrow| |J| | | | | | | | }} | ||
{{pfrow| |J| | | | | |O|O|I}} | {{pfrow| |J| | | | | |O|O|I}} | ||
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{{pfend}} | {{pfend}} | ||
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{{ | {{pfrowblank}} | ||
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{{pfrow| |J| | | | | | | | }} | {{pfrow| |J| | | | | | | | }} | ||
{{pfrow| |J| | | | | |O|O|I}} | {{pfrow| |J| | | | | |O|O|I}} | ||
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{| | {| | ||
|{{pfstart}} | |{{pfstart}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow|I| | | | | |Z|Z|L|L}} | {{pfrow|I| | | | | |Z|Z|L|L}} | ||
{{pfrow|I| | | | | |J|Z|Z|L}} | {{pfrow|I| | | | | |J|Z|Z|L}} | ||
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{{pfend}} | {{pfend}} | ||
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{{ | {{pfrowblank}} | ||
{{pfrow|I| | | | | |L|J|J|J}} | {{pfrow|I| | | | | |L|J|J|J}} | ||
{{pfrow|I| | | | | |L|Z|Z|J}} | {{pfrow|I| | | | | |L|Z|Z|J}} | ||
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{{pfend}} | {{pfend}} | ||
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{{ | {{pfrowblank}} | ||
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{{pfrow|I| | | | | |L|J|J|J}} | {{pfrow|I| | | | | |L|J|J|J}} | ||
{{pfrow|I| | | | | |L|Z|Z|J}} | {{pfrow|I| | | | | |L|Z|Z|J}} | ||
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{| | {| | ||
|{{pfstart}} | |{{pfstart}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow| | | | | | | | | |I}} | {{pfrow| | | | | | | | | |I}} | ||
{{pfrow| | | | | | | | | |I}} | {{pfrow| | | | | | | | | |I}} | ||
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{{pfend}} | {{pfend}} | ||
|{{pfstart}} | |{{pfstart}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow| | | | | | | | | |I}} | {{pfrow| | | | | | | | | |I}} | ||
{{pfrow| | | | | | | | | |I}} | {{pfrow| | | | | | | | | |I}} | ||
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{{pfend}} | {{pfend}} | ||
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{{ | {{pfrowblank}} | ||
{{ | {{pfrowblank}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow| | | | | | | | | |I}} | {{pfrow| | | | | | | | | |I}} | ||
{{pfrow| | | | | | | | | |I}} | {{pfrow| | | | | | | | | |I}} | ||
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{| | {| | ||
|{{pfstart}} | |{{pfstart}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow| | | | | | | | |O|O}} | {{pfrow| | | | | | | | |O|O}} | ||
{{pfrow| | | | | | | | |O|O}} | {{pfrow| | | | | | | | |O|O}} | ||
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{{pfend}} | {{pfend}} | ||
|{{pfstart}} | |{{pfstart}} | ||
{{ | {{pfrowblank}} | ||
{{ | {{pfrowblank}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow| | | | | | | | |O|O}} | {{pfrow| | | | | | | | |O|O}} | ||
{{pfrow| | | | | | | | |O|O}} | {{pfrow| | | | | | | | |O|O}} | ||
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{| | {| | ||
|{{pfstart}} | |{{pfstart}} | ||
{{ | {{pfrowblank}} | ||
{{pfrow| | | | | | | | |G|G}} | {{pfrow| | | | | | | | |G|G}} | ||
{{pfrow| | | | | | | | |G|G}} | {{pfrow| | | | | | | | |G|G}} | ||
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{{pfrow|G|G|G| | |G|G|G|G|G}} | {{pfrow|G|G|G| | |G|G|G|G|G}} | ||
{{pfrow|G|G|G| | |G|G|G|G|G}} | {{pfrow|G|G|G| | |G|G|G|G|G}} | ||
{{pfrow|G|G|G| | {{pfrow|G|G|G|p|p|p|G|G|G|G}} | ||
{{pfrow|G|G|G|G| | {{pfrow|G|G|G|G|p|G|G|G|G|G}} | ||
{{pfend}} | {{pfend}} | ||
|} | |} | ||
After bag 5 the player can perform a T-Spin and go into either 6-3 or 5-4 stacking. | After bag 5 the player can perform a T-Spin and go into either 6-3 or 5-4 stacking. | ||
== External | == External links == | ||
* [https://docs.google.com/document/d/1U0RO_nzWDuXbgiREzk5ghKizYG9Q38FNZKmrc-rwENs/edit?usp=sharing Flyspeck101's Google Doc] | * [https://docs.google.com/document/d/1U0RO_nzWDuXbgiREzk5ghKizYG9Q38FNZKmrc-rwENs/edit?usp=sharing Flyspeck101's Google Doc] |
Latest revision as of 14:29, 4 October 2024
Under Construction
Zaptor Stacking is a T-Spin Single opener created by Flyspeck101 with help from Nakamura's COpener Gang. It can go into either 6-3 or 5-4 stacking, and can go into a 14-height Perfect Clear.
It is named after ZaptorZap, the TETR.IO moderator.
First Bag
The first bag requires L before S, and J before Z before O.
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Second Bag
First Route
Discovered by Flyspeck101
The second bag is 100% with 180 spins. If the player cannot use 180 this build will fail if Z and J come before L.
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After completing the second bag, the player can either continue with 6-3 stacking with the S piece from Bag 2 as the overhang, or they may choose to go for a 14-height perfect clear.
Third Bag (Perfect clear route)
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Fourth Bag
There are two routes for the fourth bag:
First Route (I > Z)
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This shape has a 96.43% perfect clear chance, with 6 minimals.
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The player may also choose to go into Mechanical TSD v2:
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Second Route 100% cover
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This shape has a 83.49% perfect clear chance, with 4 minimals.
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Second Bag
Second Route
Discovered by ReallyNotSomeone
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This setup is 100% with 180 spins.
Third Bag
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This setup is 100% with these congruents.
Fourth Bag
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This setup is 100%. Note that the I piece is held until the end of the bag.
Fifth Bag
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This setup is 100% with 180s.
Sixth Bag +
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After bag 5 the player can perform a T-Spin and go into either 6-3 or 5-4 stacking.