FailedFlagpoleGlitchFullFlagpoleGlitch (withFloor Clip)PlayLevelGlitchless1-2PipeClip8000KickBulletBillGlitch1-1FrameruleTAS SaveGet 1-Up fromcoinsWallclip(Leftmethod)WalljumpWalkathoninga LevelOver theFlagpole4-2WrongWarpFlagpoleGlitchPlay Levelwithout FastaccelerationsFloorClipQuickPower-Up GrabKill Everyenemy ona LevelWallclipFree!Do the1-uptrickPlay Levelwhile MarioisMoonwalkingGet1-UpPlay LevelwithoutL+RPlay Levelwith the leastamount of APressesPossibleFailedFlagpoleGlitchFullFlagpoleGlitch (withFloor Clip)PlayLevelGlitchless1-2PipeClip8000KickBulletBillGlitch1-1FrameruleTAS SaveGet 1-Up fromcoinsWallclip(Leftmethod)WalljumpWalkathoninga LevelOver theFlagpole4-2WrongWarpFlagpoleGlitchPlay Levelwithout FastaccelerationsFloorClipQuickPower-Up GrabKill Everyenemy ona LevelWallclipFree!Do the1-uptrickPlay Levelwhile MarioisMoonwalkingGet1-UpPlay LevelwithoutL+RPlay Levelwith the leastamount of APressesPossible

Super Mario Bros TAS Bingo 5X5 - Call List

(Print) Use this randomly generated list as your call list when playing the game. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.


1
A
2
S
3
E
4
T
5
E
6
A
7
S
8
T
9
S
10
T
11
S
12
T
13
S
14
S
15
T
16
E
17
S
18
A
19
A
20
S
21
E
22
E
23
S
24
A
25
S
  1. A-Failed Flagpole Glitch
  2. S-Full Flagpole Glitch (with Floor Clip)
  3. E-Play Level Glitchless
  4. T-1-2 Pipe Clip
  5. E-8000 Kick
  6. A-Bullet Bill Glitch
  7. S-1-1 Framerule TAS Save
  8. T-Get 1-Up from coins
  9. S-Wallclip (Left method)
  10. T-Walljump
  11. S-Walkathoning a Level
  12. T-Over the Flagpole
  13. S-4-2 Wrong Warp
  14. S-Flagpole Glitch
  15. T-Play Level without Fast accelerations
  16. E-Floor Clip
  17. S-Quick Power-Up Grab
  18. A-Kill Every enemy on a Level
  19. A-Wallclip
  20. S-Free!
  21. E-Do the 1-up trick
  22. E-Play Level while Mario is Moonwalking
  23. S-Get 1-Up
  24. A-Play Level without L+R
  25. S-Play Level with the least amount of A Presses Possible