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πŸƒ Python Solutions of All 28 Problems of GCJ 2015

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Python solutions of Google Code Jam 2015. Solution begins with * means it will get TLE in the largest data set (total computation amount > 10^8, which is not friendly for Python to solve in 5 ~ 15 seconds). A 4-minute timer is set for the small dataset and a 8-minute timer is set for the large dataset this year.

Qualification Round

# Title Solution Time Space Difficulty Tag Note
A Standing Ovation Python O(S) O(1) Easy
B Infinite House of Pancakes Python O(max(P) * D) O(1) Easy
C Dijkstra Python O(L) O(L) Medium
D Ominous Omino Python O(1) O(1) Hard

Round 1A

# Title Solution Time Space Difficulty Tag Note
A Mushroom Monster Python O(S) O(1) Easy
B Haircut Python O(log(N * max(M)) + BlogB) O(B) Medium Binary Search
C Logging C++ Python O(N^2) O(N) Hard

Round 1B

# Title Solution Time Space Difficulty Tag Note
A Counter Culture Python O(logN) O(logN) Easy
B Noisy Neighbors C++ Python O(R * C) O(1) Medium
C Hiking Deer C++ Python O(HlogH) O(H) Hard Heap

Round 1C

# Title Solution Time Space Difficulty Tag Note
A Brattleship Python O(1) O(1) Easy
B Typewriter Monkey Python O(K + L * S) O(K + L) Medium DP
C Less Money, More Problems Python O(V / ((C + D) * D)) O(1) Easy

Round 2

# Title Solution Time Space Difficulty Tag Note
A Pegman Python O(R * C) O(R + C) Easy
B Kiddie Pool Python O(NlogN) O(1) Medium Optimization
C Bilingual C++ Python O((N * L)^2) O(N * L) Hard Max Flow
D Drum Decorator Python O(R^2) O(1) Hard DP

Round 3

# Title Solution Time Space Difficulty Tag Note
A Fairland Python O(NlogN) O(N) Easy
B Smoothing Window Python O(N) O(N) Medium
C Runaway Quail C++ Python O(N^3) O(N^2) Medium DP
D Log Set Python O(N * (logN)^2) O(logN) Hard Hash
E River Flow Python O(DlogD) O(D) Medium

World Finals

You can relive the magic of the 2015 Code Jam World Finals by watching the Live Stream Recording of the competition, problem explanations, interviews with Google and Code Jam engineers, and announcement of winners.

# Title Solution Time Space Difficulty Tag Note
A Costly Binary Search C++ PyPy O(NlogN) O(N) Medium DP
B Campinatorics Python O(N) O(N) Medium DP, Euler's Theorem
C Pretty Good Proportion C++ Python O(NlogN) O(N) Easy Sort
D Taking Over The World C++ Python O(K * N * M^2) O(N^2) Hard Max Flow
E Merlin QA Python O(M! * (N * M)) O(N * M) Medium
F Crane Truck C++ PyPy O(N^2) O(N^2) Very Hard ❀️ Simulation

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πŸƒ Python Solutions of All 28 Problems of GCJ 2015

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