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Superdoku Description: Alice and Bob are big fans of math. In particular, they are very excited about playing games that are related to numbers. Whenever they see a puzzle like Sudoku, they cannot stop themselves from solving it. The objective of Sudoku is to fill a $9\times 9$ grid with digits so ...
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Superyatzy Description: Emma loved playing Yatzy when she was younger and recently decided to try playing it again for the first time in many years. However, she quickly realized that it was a bit boring with just five dice, so she changed the rules to include $N$ dice and called the new game Super...
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Supply Routes Description: During a zombie apocalypse, it is important to stay connected between strongholds. Maintaining supply routes between locations is important for survival. You are given information about a road network: its junctions and two-way streets that directly connect junctions. Over t...
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Support Vector Machine Description: In machine learning, the Support Vector Machine (SVM) is a popular classifier. Given an $n$-dimensional vector $x \in \mathbb {R}^ n$, an SVM produces a label $h(x) \in \{ -1,+1\} $ depending on where $x$ lies relative to an $n$-dimensional hyperplane. An example applic...
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Surely You Congest Description: You are in charge of designing an advanced centralized traffic management system for smart cars. The goal is to use global information to instruct morning commuters, who must drive downtown from the suburbs, how best to get to the city center while avoiding traffic jams....
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Surveillance Description: The International Corporation for Protection and Control (ICPC) develops efficient technology for, well, protection and control. Naturally, they are keen to have their own headquarters protected and controlled. Viewed from above, the headquarters building has the shape of a co...
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Surveillance Description: You would like to install a single camera somewhere in the interior of a room. The room is described as a polygon with axis-aligned sides. You would like to ensure that the entire area of the room is visible from the camera, modeled as a point that can see in all directions. T...
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Surveillance Description: A crime has been committed in the city of <insert name here>! All of the donuts in the bakery next to the police station has mysteriously disappeared. Since this is the favourite bakery of the police, every resource available will be used to find the thief. The police has mad...
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Surveillance Squared Description: Many cities are setting up surveillance networks to combat crime. Each network contains many cameras, which are located at various places and which point in various directions. Each camera has a viewing angle of $90$ degrees total ($45$ degrees on each side of the cent...
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Sushi Description: Sigríður is the owner of Mæju-Sushi which is one of the most popular sushi places in the country. Mæju-Sushi got this popular thanks to their mystery sushi packages. When a customer purchases a mystery sushi package, they have no idea what’s in it, they only know that if they buy a p...
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Suspension Bridges Description: Mountain villages like to attract tourists by building suspension bridges, such as the one depicted here in the Harz Mountains in Germany. These bridges allow adventurously-inclined people to seek their thrills by crossing over deep gorges. To make sure that everyone get...
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Svada Description: The local zoo has acquired a large open garden in which animals may freely move as in their natural habitats and entertain visitors with their usual shenanigans. The most popular animals are monkeys. With their climbing and jumping and other skills, they delight old and young visito...
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Svemir Description: Fourth Great and Bountiful Human Empire is developing a transconduit tunnel network connecting all it’s planets. The Empire consists of $N$ planets, represented as points in the 3D space. The cost of forming a transconduit tunnel between planets $A$ and $B$ is: where $(x_ A, y_ A, ...
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Svifdrekamaður Description: As everyone knows, the kiteman Sigurður Jens is famous for gliding between buildings. Despite being very talented he can not increase his height above the ground after the initial jump. Thus he always has to land at a lower height than where he started. To prevent trouble a...
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Swap Frenzy Description: You are given a positive integer $n$ and asked to make it larger by swapping pairs of its digits. For each swap, you can choose two digits at different positions and exchange their positions, as long as the swap does not result in a leading zero. What is the largest number you ...
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Swap Space Description: You administer a large cluster of computers with hard drives that use various file system types to store data. You recently decided to unify the file systems to the same type. That is quite a challenge since all the drives are currently in use, all of them are filled with import...
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Swap to Sort Description: You are given an array $A[1...N]$ with integers in decreasing order and a list of pairs $(a_1, b_1)$, $(a_2, b_2),$ $\ldots $, $(a_ K, b_ K)$. You wish to sort the array $A$ in increasing order, each turn you choose an $i$ ($i$ can be chosen multiple times) and swa...
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Swapping Places Description: You got a new graph $G=(V,E)$! It is undirected and has a unique number $v$ at each vertex. It is built (out of wood, steel and marble) in a way that lets you perform a swap on any edge $e\in E$, which has the effect of swapping the two numbers $u$ and $v$ on the vertic...
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Sweep Stakes Description: You may have already won! In fact, you did already win! You won your very own island, in the deepest reaches of the unexplored ocean! Well, mostly unexplored. As it happens, there was a small military base there before you, and when they packed up and flew out they left behind...
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Sweet and Smoky Description: The season has come for the dragons to hatch, but it seems like this year we’ve hit a rough patch. For though from the eggs dragons often arise, from none of the eggs can we hear any cries! Indeed, the situation is quite dire. None of the eggs have even cracked, and they a...
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Swimming Balls Description: To attract more people coming to the pool, the manager puts a number of swimming balls into the pool. He wants to calculate the level of water in the pool after putting $V$ ${m}^{3}$ of water and $n$ given balls into the pool. The ${i}^\textrm {th}$ ball is a homogeneous sph...
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Swish Description: You and your friends are playing a card game called “Swish.” In Swish, each player tries to collect as many cards as possible from the table by collecting them in groups called “swishes.” Almost all the cards from the table have been collected so far, and so you wonder if there is a ...
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Sword Counting Description: Michael is planning to open a graph store. A graph store is a type of store which specializes in selling various graphs in different sizes and shapes. Michael has done extensive research on the market and the business seems very profitable. He has also invented a graph gener...
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Sylvester Construction Description: A Hadamard matrix of order $n$ is an $n \times n$ matrix containing only $1$s and $-1$s, called $H_{n}$, such that $H_{n} \cdot H_{n}^{\top } = n \cdot I_{n}$ where $I_{n}$ is the $n \times n$ identity matrix. An interesting property of Hadamard matrices is that they hav...
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Symmetric Order Description: In your job at Albatross Circus Management (yes, it’s run by a bunch of clowns), you have just finished writing a program whose output is a list of names in nondescending order by length (so that each name is at least as long as the one preceding it). However, your boss doe...
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Symmetric Polynomials Description: A symmetric polynomial is a polynomial in $n$ variables that remains the same polynomial under any permutation of the variables. For example, $f(x_1, \ldots , x_ n) = x_1 + \ldots + x_ n$ is a symmetric polynomial (it is in fact called the first elementary symmetric p...
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Symmetry Description: You are totally bored with nothing to do. You notice a pattern of spots on the wall in front of you and begin to dwell on them. There is no obvious pattern of symmetry. With time this becomes very grating, and you contemplate adding more spots to satisfy your quest for balance. Fo...
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Synchronizing Lists Description: It is so difficult to keep everything in order! For this problem, you have two lists of numbers, each list having length $n$. Each number in one list has a corresponding number in the other list. The correspondence is that if both lists were in sorted and placed sid...
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Símanúmer Description: Kristín has been rising through the ranks at the Forensic department of the Reykjavík Police the last few years, mostly because of her computer science skills, and is one of the top dogs at the department. At her job she’s noticed that witnesses are really bad at remembering phon...
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Sóttkví Description: Hannes’s birthday is in $k$ days but unfortunately all his friends had to go into quarantine. Hannes wants to know how many of his friends will make it to the party and looks to you for help. Given when Hannes’s friends went into quarantine, print how many of his friends will make...
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T-shirts Description: During the Programming Olympiad finals, each of the $N$ contestants is always given a t-shirt as is customary. However, the judges are sometimes a bit stressed out with making last minute changes to the problem sets (only changes, mind you – the judges never wait until the day...
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T9 Spelling Description: The Latin alphabet contains 26 characters and telephones only have ten digits on the keypad. We would like to make it easier to write a message to your friend using a sequence of keypresses to indicate the desired characters. The letters are mapped onto the digits as shown belo...
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Table Description: Famous chef Clémentine Debœuf is buying new tables for her high-class restaurant. She has decided to go for the latest trend, a large model with numerous, wide, yet delicate ornaments. However, she needs to make sure that these decorations do not hamper the perfectly tuned ballet of ...
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Taboo Description: Taboo is a popular party game. In this game one player, the Clue Giver, prompts his/her teammates to guess a keyword by giving clues. The Clue Giver is also given a list of taboo strings that must not appear in the clues. For example, if the keyword is “Bruce Lee”, the famous kung-fu...
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Tabs and spaces Description: Picture this. Your favourite code repository hosting site is hosting a conference at Chalmers. And you’ve gone to it. They’ve talked about a bunch of fun stuff like merge conflicts, accidentally discarding your changes and someone force-pushing their commit over yours so th...
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Tag Description: Every day, $N$ Chalmers student meet up at Kemigården to play tag. In this game, there is a hunter, and when this person tags another person, the other person becomes the hunter instead. After playing a couple of times, you realize that something is not right. Namely, you have noti...
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Tai's formula Description: Can you, just like Tai, reinvent the wheel and calculate the area under a glucose curve? Instead of publishing a paper, you need to implement the algorithm. You need this algorithm in your new app, that logs your glucose values that comes from a continuous glucose monitor. Yo...
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Tajna Description: Every evening, little Ivica sends secret messages to little Marica through e-mail. Knowing Ivica’s e-letter travels unguarded through the network on its way to Marica’s e-mailbox, they have decided to encrypt every message using the following algorithm: * Suppose Ivica’s message con...
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Take On Meme Description: The Internet can be so fickle. You work for a small ad agency, Mimi’s Mammoth Memes. Your ad campaigns are very cheap, and rely on the hope of producing the next hit viral meme. Unfortunately, the last four hundred or so memes have failed to take off, despite having been preci...
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Take Two Stones Description: Alice and Bob are playing a new game of stones. There are $N$ stones placed on the ground, forming a sequence. The stones are labeled from $1$ to $N$. Alice and Bob in turns take exactly two consecutive stones on the ground until there are no consecutive stones on the ...
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Takeover Wars Description: You are studying a takeover war between two large corporations, Takeover Incorporated and Buyout Limited. Each of these corporations controls a number of subsidiaries. The aim in this war is simply to drive the competition out of the market. There are $N$ subsidiaries of ...
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Taking Out the Trash Description: Peter has way too much trash and he needs to take it all out. Specifically, there are $n$ bags of trash each with a specific weight. Peter can hold either one or two bags of trash per trip, and he can carry a maximum total of $m$ milligrams of trash in a single trip. ...
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Takk fyrir mig Description: Little Sigrún is celebrating her birthday today and is expecting a lot of guests. She’s very excited to receive all the packages, but her mother has reminded her to thank people when they give her gifts. Can you help Sigrún in thanking people? ## Input The first line of th...
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Takkar Description: ## Input The input consists of two lines. The first line has a single integer $a$, the size of Trump’s button. The second line has a single integer $b$, the size of Kim’s button. ## Output If Trump has a larger button, print MAGA!. If Kim Jong-Un has a larger button print FAK...
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Taktsveðjur Description: Atli plays video games instead of being productive embarrassingly often. Often people are trying to reach him but can’t due to him being in virtual reality and hearing nothing. Almost without fail he is playing his favourite game Taktsveðjur when he is in virtual reality. Takts...
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Tall Towers Description: You are very well aware of the saying “When life gives you blocks, make towers!”. So, you decide to do exactly that. You have $n$ blocks of size $l_ i \times w_ i \times 1$ (that is, the height of each block is 1 unit). You want to completely use up all these blocks such that ...
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Talnalás Description: Anna is now heading home and has to open the combination lock. She does this by rotating the disks, each one step at a time, such that the selected digits end up being a specific passcode. But Anna is very superstitious and has $m$ lucky numbers. After each step she wants to make ...
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Tango Tango Insurrection Description: You are attempting to learn to play a simple arcade dancing game. The game has $4$ arrows set into a pad: Up, Left, Down, Right. While a song plays, you watch arrows rise on a screen, and when they hit the top, you have to hit the corresponding arrows on the pad. T...
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Tantrix Description: There are four different link colours: red, green, yellow and blue. No two tiles are identical, and no tile is rotation symmetric. A tile will be described in the input as a six letter string, specifying the link colours in clockwise direction. The uppercase letters ’R’, ’G’, ’...
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Target Practice Description: In target practice you sometimes shoot at cardboard figures. In this problem a target is described by a simple polygon which is the outline of the target. For each target you will find out where a number of shots fired at the target struck. Some may have hit the target and ...
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Target Practice Description: You are a newly designed and created robot. As a robot, you are excellent at shooting lasers: your lasers always go perfectly straight, go infinitely far, and are infinitely thin. To test you, the scientist who made you set out a number of targets for you to hit with your l...
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Tarifa Description: Pero has negotiated a Very Good data plan with his internet provider. The provider will let Pero use up $X$ megabytes to surf the internet per month. Each megabyte that he doesn’t spend in that month gets transferred to the next month and can still be spent. Of course, Pero can only...
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Tarot Póker Description: Konráð was invited to play poker with KFFÍ (Competitive Programming Society of Iceland), but Atli had of course long ago made an algorithm that plays poker perfectly and had been abusing that fact thoroughly. To try to prevent cheating Konráð pulled out his satanic tarot playin...
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Tarot Sham Boast Description: Curse your rival! Every year at the annual Rock Paper Scissors tournament, you have made it to the final match. (Your Rock technique is unmatched, and your Paper cuts to the bone! Your Scissors need a little work, though.) But every year, he defeats you, even though his mo...
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Tautology Description: WFF ’N PROOF is a logic game played with dice. Each die has six faces representing some subset of the possible symbols K, A, N, C, E, p, q, r, s, t. A Well-formed formula (WFF) is any string of these symbols obeying the following rules: * p, q, r, s, and t are WFFs * if w is a WFF,...
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Tax the Rich Description: Your city is deciding whether to raise taxes or lower them for the richest residents. Rich people are defined as those earning an income equal to or above the mean income, while poor people are defined as those earning an income below the mean income (mean = average). The city...
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Taxed Editor Description: Reed Dacht is a freelance book editor who works out of his home. Various publishers send him texts to read along with a deadline date for when they would like his editorial comments to be sent back to them. Reed is very precise with his reading and will never read more than on...
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Taxi Cab Scheme Description: Running a taxi station is not all that simple. Apart from the obvious demand for a centralised coordination of the cabs in order to pick up the customers calling to get a cab as soon as possible, there is also a need to schedule all the taxi rides which have been booked in ...
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Taxi Driver Description: Travis has been a taxi driver in the city of Kroywen for many years. He used to like his job, but the steady increase in traffic over the decades has produced a corresponding increase in his level of stress. Now the only part of the workday he enjoys is hanging out with his fel...
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Taxing Problem Description: George has won the lottery and, being a nice guy, has decided to spread the wealth around. However, monetary gifts can be taxed once they get over a certain size—the amount of tax depends on how much his friends have earned that year. The amount of tax paid depends on tax bands...
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Teacher Evaluation Description: In the city of Capitalistan, all education is performed at private school in which parents pay for their students to go to a certain school. Generally, parents base their choice of school on a variety of factors, such as closeness to the home, class size, teaching style ...
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Team Change Description: Mr. Smith, the physical education teacher at Rocky Mountain High School, likes to take a hands-off approach to teaching gym class. What does that mean? A lot of dodgeball! For the last few months, the students have been split into the same two teams. But now some students are aski...
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Team Coding Description: The company Eindhoven Gigantic Open-Source Institute (EGOI) is structured in a very hierarchical way. Except for the CEO Anneke, each of the other $N-1$ employees in the company has a unique boss that they report to, and there are no cycles in the hierarchy. You can think of th...
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Team Up Description: In online games, players form teams so they can cover each others’ weakness with different skills (e.g. healing, buffing, teleporting). There are $n$ types of skills in the game, labelled from $1$ to $n$. To form a team, every skill must be covered by at least one player in the...
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Telescope Description: Photography is a deceptively simple subject to the naïve outsider. In truth, viewing angles, saturation levels, contrast, proper lighting and focusing all play a part. Today, we are most concerned with the problem of focus. The proudest space telescope of all, Inquisition IV, l...
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Telja Description: Emil is having trouble counting from $1$ to $n$. He knows that the first number is $1$ but after that he’s completely lost. Can you help Emil count? ## Input The first and only line contains a single integer $n$. ## Output Output $n$ lines in total where the first line contains t...
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Temperature Confusion Description: Yraglac has been a bit bored with Calgary lately and decided to move to the United States. After arriving in the strange land, he discovered that the people there use a temperature scale known as Fahrenheit. Celsius and Fahrenheit are related by the following equation...
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Teningakast Description: What dice to roll is given as a string. $n$d$m$ means one should roll $n$ $m$-sided dice and sum the results. Here $m$ sided dice are equally likely to give the results $1, 2, \dots $ and up to $m$. $n$ and $m$ can be any strictly positive integers, but in this problem they will be...
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Teningasafn Description: Atli owns an awful lot of dice, so many that it’s becoming hard to keep track of it all. Thus you have been assigned the task of measuring his dice. Being a bit of a collector, all his dice are different size and Atli owns one die of each integer side length from size one to $n...
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Tenis Description: After Borko’s second plan of taking over the village fell through (because Mirko’s brother Stanko drank all the water), young Zvonko decided to relax with sports. For this purpose he stocked up on carrot juice and peanuts, and dived onto the couch, ready to watch the next tennis matc...
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Tenkici Description: Mirko found a collection of $N$ toy tanks dating back to the Second World War on his grandfather’s attic. He promptly called his friend Slavko to play with him. They made a battlefield – a wooden board consisting of squares in $N$ rows and $N$ columns. Each tank can be moved to one of...
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Teque Description: You have probably heard about the deque (double-ended queue) data structure, which allows for efficient pushing and popping of elements from both the front and back of the queue. Depending on the implementation, it also allows for efficient random access to any index element of the q...
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Ternarian Weights Description: Back in the Hellenic era, there was a small island in the Mediterranean Sea known as Ternaria. It was close to Sparta, but because of its mountainous terrain the Spartans found it difficult to conquer and it remained an independent state until the great earthquake of 729B...
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Terrace Hill Description: All explored mountain terraces in Girotti hills in Charitum Montes on the southern Martian hemisphere have a peculiar feature – their sizes are approximately equal, and they all lie on a hypothetical straight line. The flat surface of the terraces is ideal for future housing ...
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Terraced fields Description: Terraced fields with beautiful landscapes in Northwest Vietnam are popular destinations for tourists. At each terraced field selected as a tourist attraction, the local authorities build a staircase alongside the terraced field. The steps are numbered from $1$ to $n$ st...
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Terraces Description: After seeing all the beautiful landscaping around Cossin, Yraglac is inspired to work on his own gardening. Since food is such a scarce commodity on Mars, he decides it would be nice to plant an agricultural crop: Martian rice. The unique thing about Martian rice is that it will o...
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Test Description: A vocational preference test, unlike an aptitude test, seeks to identify careers that the candidate might find satisfying. Based on the answers to a slew of seemingly inane multiple-choice questions like the one below, the test determines which occupations suit the candidate’s per...
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Test Drive Description: Larry developed a new driverless car, and he’s about to test it. He’ll be working from home and analyzing what the car does in a straight, empty road from a safe distance. Due to an unprecedented issue, the only information that Larry’s able to get from the car is its position in m...
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Test Scheduling Description: “It’s like this. Stan works as a P.I. and the local cops have hired him as a night watchman over at Walker’s warehouse. The Walkers have been printing counterfeit fifty dollar bills and they were raided last night. There are 2005 sacks but there may be a few with real money...
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Tetration Description: Anthony is just now learning basic math, how exciting! He first learns about addition then multiplication exponentiation and finally, tetration Very quickly, Anthony becomes interested in infinite tetrations, namely Anthony wonders, given an arbitrary real number $N$, what is the so...
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Tetris Description: Tetris is a popular computer game played in a field consisting of $C$ columns and an unlimited number of rows. In one move, one of the following seven pieces is dropped into the field: When dropping a piece, the player is free to rotate the piece $90$, $180$ or $270$ degrees and to...
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Tetris Generation Description: The classic game Tetris involves arranging falling tetrominoes on a board. There are seven different tetrominoes, each named after a letter that resembles their shape: J, L, S, Z, I, O, and T. In the original Tetris, the player would receive one tetromino a...
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Texas Summers Description: Summer in Texas can be very hot. But Texans are tough, and in a weird way some of them enjoy the heat; for even the heat is bigger in Texas. But the heat can be quite uncomfortable for computer science students who are new to Texas and are not used to the sweating it can caus...
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Text Encryption Description: To keep privacy of messages and prevent the aliens from reading them, we may use various encryption algorithms. These algorithms encode a message into the so-called ciphertext that is difficult (or impossible) to decode for anyone else than the intended recipient. Transposi...
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Text Messaging Outrage Description: Professor Loony, a dear friend of mine, stormed into my office. His face was red and he looked very angry. The first thing that came out of his mouth was "Damn those phone manufacturers. I was trying to send a text message, and it took me more than ten minutes to typ...
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Text Processor Description: Inês is new to programming. She is writing a simple application to handle text. So far, the app only supports adding text to a blank document. Rita, her restless little sister, is fascinated with all the different symbols on Inês’ screen and wants to play with it, not lettin...
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Texture Analysis Description: You are writing an analysis program that identifies textures in black-and-white images. One subroutine in this program is supposed to detect whether an entire row of pixels is covered by a pattern of regularly-spaced black pixels. That is, it determines if every pair of ad...
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Thank God it’s Friday Description: Friday is the highlight of Børge and Åse’s life. They can meet up with their buddies in the ITU Friday bar and discuss anything they want: the weather, sports, favourite editors, politics, religion, and gossip about celebrities. Life can be good. Unfortunately, they ...
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Thanos Description: Dr. Thanos, data scientist and self-described nihilist, recently published a paper titled The snapping point of the universe: why rates of population growth point towards imminent destruction. In his paper, Thanos explains that in many planets, the increasing population count is...
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Thanos the Hero Description: Thanos, as we all know, is the beloved character from a popular movie franchise who is a misunderstood hero and totally not a villain at all. Also, his favorite hobby is intergalactic mass genocide. It is not Thanos’s goal to kill everyone in the entire universe – that’d m...
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That's How I Roll! Description: A new Mario Party minigame “Dicey Dictionary” has been introduced and Bowser is trying to win it all. The mysterious language $L$ of the Mario Universe consists of some set of words. Bowser is trying to decide what letters to put on his customized regular $6$-sided d...
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That's One Hanoi-ed Teacher Description: Roberta Roberts (the older sister of Bobby in Problem F) teaches math at a small college, and has just introduced the Tower of Hanoi to the students in her Discrete Math class. In case you’ve been in a Tibetan monastery for the past several years and have never ...
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The Addition Game Description: Alan works for a company specialising in computer security. He recently came up with what he thinks is a great public key cryptosystem, in which the private key consists of two permutations $\pi $ and $\sigma $ of $\{ 1, \dots , n\} $. The public key $(a_1, \dots , a_...
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The Agglomerator Description: In this problem, we are simulating the dynamics of moving objects. The objects are droplets that are modeled in two dimensions as circles of various sizes, each moving at a constant velocity. When two circles touch they combine (i.e., agglomerate) into a single circular dr...
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The Amazing Human Cannonball Description: The amazing human cannonball show is coming to town, and you are asked to double-check their calculations to make sure no one gets injured! The human cannonball is fired from a cannon that is a distance $x_1$ from a vertical wall with a hole through which the c...
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The Apple Game Description: Alf and Beata have a very long garden in which $N$ apple trees grow in a long line. Each summer, the trees become filled with apples. They then play a game with the trees. In the game, Alf and Beata take turns picking all the apples from three trees which are separated by ex...
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The Backslash Problem Description: When you are writing programs for a scripting language, you often have to worry about how special characters are handled. If you want to suppress special interpretation and have a special character handled literally, you can escape it by putting a backslash in front o...
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The Beginning of the End - Part 1 Description: Last year, the two rulers of Equestria, Princess Celestia and Princess Luna, had a row over what each perceived as the other’s lack of gratitude to her efforts. With your help, they conquered their friendship problem and a major calamity was averted. A bi...
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The Beginning of the End - Part 2 Description: Previously... A bigger threat looms over Equestria today. Chief Equestrian strategists in Canterlot identified potential locations of military significance. The $i^\text {th}$ location identified was estimated to have an Equestrian advantage $g_ ...
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The Big Mac Question Description: Sugar Belle: “This apple tree and pear tree are stronger together. They’ll survive whatever comes because they don’t have to do it alone. They belong together. Like your parents. And like us.” Big McIntosh: “Eeyup.” Sugar Belle: “Today was a disaster. But today was a...
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