Cookies disclaimer

I agree Our site saves small pieces of text information (cookies) on your device in order to deliver better content and for statistical purposes. You can disable the usage of cookies by changing the settings of your browser. By browsing our website without changing the browser settings you grant us permission to store that information on your device.

Test Test number 1

Test Task 1

Resources

Download Files

Definitions File

-- Lean version: 3.4.2
-- Mathlib version: 2019-07-31

def pythagorean_triple (a b c : ℕ) := a > 0 ∧ b > 0 ∧ a * a + b * b = c * c

Template File

import .defs

open nat

theorem proof_olympiad_test :
  ∃ (a b c : ℕ), pythagorean_triple a b c ∧ a + b + c = 1000 :=sorry

Check File

import .Submission

theorem you_did_it :
  ∃ (a b c : ℕ), pythagorean_triple a b c ∧ a + b + c = 1000 :=
proof_olympiad_test

Terms and Conditions