User contributions for Reconnecting
From Hard Drop Tetris Wiki
10 March 2024
- 18:1218:12, 10 March 2024 diff hist +213 PCO: Lorax Continuation No edit summary current
- 18:0618:06, 10 March 2024 diff hist 0 PCO: Lorax Continuation →Bag 4 (PC Route)
- 18:0318:03, 10 March 2024 diff hist +354 PCO: Lorax Continuation →Bag 4 (PC Route)
- 17:5317:53, 10 March 2024 diff hist +308 PCO: Lorax Continuation →Bag 4 (PC Route)
- 17:5217:52, 10 March 2024 diff hist +566 PCO: Lorax Continuation →Bag 4 (PC Route)
- 17:4417:44, 10 March 2024 diff hist +193 PCO: Lorax Continuation →Bag 3
- 17:2317:23, 10 March 2024 diff hist +9 Reconnecting No edit summary current
- 17:2217:22, 10 March 2024 diff hist +75 N Reconnecting Created page with "hi i am reconnecting and i play tetris. my tetrio user is reconnecting___ ."
- 17:2117:21, 10 March 2024 diff hist +119 m PCO: Lorax Continuation →Bag 3
- 17:1717:17, 10 March 2024 diff hist +14 PCO: Lorax Continuation →Bag 4
- 17:1617:16, 10 March 2024 diff hist +2,396 PCO: Lorax Continuation →Bag 3
- 13:2913:29, 10 March 2024 diff hist +1,859 PCO: Lorax Continuation →Bag 2
- 04:4404:44, 10 March 2024 diff hist +288 PCO: Lorax Continuation →Bag 2
- 04:3704:37, 10 March 2024 diff hist 0 PCO: Lorax Continuation →Bag 2
- 04:3304:33, 10 March 2024 diff hist +171 N User:Reconnecting Created page with "Hi!!1! My name is Reconnecting, or something. I play Tetris, mostly just tetrio. It's a cool game by the way so I think you should play it. My username is Reconnecting___." current
- 04:3004:30, 10 March 2024 diff hist 0 PCO: Lorax Continuation →Bag 2
- 04:3004:30, 10 March 2024 diff hist 0 PCO: Lorax Continuation →Bag 2
- 04:2704:27, 10 March 2024 diff hist +289 PCO: Lorax Continuation →Bag 2
- 04:2204:22, 10 March 2024 diff hist 0 PCO: Lorax Continuation No edit summary
- 04:2204:22, 10 March 2024 diff hist +989 N PCO: Lorax Continuation Created page with "The Lorax Continuation is a continuation of the well known opener, PCO. It was created by the user Reconnecting.<br> == <big>Bag 1</big> == With the L,J,I, and O pieces, you can make a 4x4 box. {| |{{pfstart}} {{pfrowblank}} {{pfrowblank}} {{pfrowblank}} {{pfrowblank}} {{pfrowblank}} {{pfrowblank}} {{pfrow|Z|Z| | | | |G|G|G|G}} {{pfrow|T|Z|Z| | | |G|G|G|G}} {{pfrow|T|T|S|S| | |G|G|G|G}} {{pfrow|T|S|S| | | |G|G|G|G}} |} == <big>Bag 2</big> == Instead of PC, the s..."