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(→‎Notable levels: Changed from 18 to 19 levels)
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{{DISPLAYTITLE:pi^2}}
{{DISPLAYTITLE:pi^2}}
'''pi^2''' (written with the caret, not the exponent) is the second major [[custom level set]] by [[David Stolp]] and has a similar design to his first set, [[pi.dat]]. It contains 18 levels, significantly less than the 42 levels pi.dat had. Similarly to pi.dat containing a pi nugget in every level, the expression ''π²'' is written in each of the levels that don't already contain a pi nugget.
'''pi^2''' (written with the caret, not the exponent) is the second major [[custom level set]] by [[David Stolp]] and has a similar design to his first set, [[pi.dat]]. It contains 19 levels, significantly less than the 42 levels pi.dat had. Similarly to pi.dat containing a pi nugget in every level, the expression ''π²'' is written in each of the levels that don't already contain a pi nugget.


== Notable levels ==
== Notable levels ==
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# a moment like this
# a moment like this
# for the impatient ones
# for the impatient ones
# slither
# end of all time (pgchip)
# end of all time (pgchip)



Latest revision as of 19:24, 7 January 2021

pi^2 (written with the caret, not the exponent) is the second major custom level set by David Stolp and has a similar design to his first set, pi.dat. It contains 19 levels, significantly less than the 42 levels pi.dat had. Similarly to pi.dat containing a pi nugget in every level, the expression π² is written in each of the levels that don't already contain a pi nugget.

Notable levels[edit]

List of levels[edit]

  1. chaotic organization
  2. totally backwards
  3. grump jan swim
  4. wisdom teeth
  5. choices, choices
  6. the end of level 35
  7. lucky 7
  8. same game
  9. avalanche (busted version)
  10. avalanche (fixed version)
  11. under the microscope (pgchip)
  12. slavemaker (pgchip)
  13. crash and burn (pgchip)
  14. avalanche II (pgchip)
  15. modulo fourteen
  16. a moment like this
  17. for the impatient ones
  18. slither
  19. end of all time (pgchip)

External links[edit]

Download pi^2.dat