Helpful Information For Competitive Programming.
USACO is a multi-level online programming competition primarily focused on algorithms and efficiency.
For full rules, check the USACO website’s rules page.
USACO is a programming competition that occurs 4 times during the year.
The first three contests are identical in format.
You have a 4-day window to begin the contest. Pick a time that works for you, anytime during that 4-day window.
No outside help is allowed (you may not collaborate on this contest). Once the contest begins, you have 4 hours to view and solve 3 separate programming problems (usually about Farmer John and his cows).
These problems have varying difficulty depending on your level in USACO (scroll down to read more about levels). All 3 problems are worth 333.333 points for a total of 1000 points. For each problem, the points are allocated evenly among every test case. If there are are 10 test cases for problem 1, 11 for problem 2, and 12 test cases for problem 3, each test case in problem 1 would be worth 33.33 points, each test case in problem 2 will be worth 30 points, and each test case in problem three will be worth 27.77 points.
Problems are submitted online, and can be coded using a variety of languages. The full list is as follows:
(If you’re using Java, make sure there is no “package” line at the top of your code.)
Problems are graded automatically by the USACO system. The amount of test cases will vary by problem (typically around 10). Each of the test cases are worth an equivalent amount of points, and the total point value of all of them is 333.
Sometimes, earlier test cases will be significantly easier in terms of their required time complexity. This means that if your code is very inefficient, it should still be able to get the first few test cases for partial credit.
There is no penalty for resubmitting. However, if you submit multiple times, the LAST (NOT THE BEST) submission you submitted will be counted as your score.
If your program doesn’t compile, is missing output, or has a runtime error, the submission will fail (will not be graded) and you will be notified of the error. Your program must also first get the sample case correct before grading begins.
Once your program passes initial compilation and the sample test case, it will be run against all the test cases. There are a few codes for what caused a test case to fail.
T
: Timeout (you are provided 4 seconds in Java and Python / 2 seconds in every other language for your code to successfully run and return a solution)!
: Runtime Error (typical runtime errors, but also includes exceeding the memory limit, which is rare, but may happen)X
: Wrong answer (your answer for the test case was incorrect)If you manage to get 1000/1000 points in a contest (pass every test case), you get an in-contest promotion. (The score to get an in-contest promotion can sometimes be less than 1000, although this is very rare.) This means that you can begin the competition for the next level up in the current 4-day contest window (you do not have to wait for the window to end to get promoted.)
Otherwise, you have to wait until the window ends to be able to be promoted. USACO will calculate cutoff scores based off of the results, and if your score is higher than the cutoff, you will be promoted to the next level. Depending on the contest, a score higher than a 750 or 800 will usually get you promoted.
However, the US Open, which serves as USACO’s national championship, has a few minor differences (everything else is the same).
There are 4 levels in USACO, each representing a different programming skill level.
Everybody begins at Bronze, and makes their way up through the course of different contests. There is a contest for each skill level for each USACO competition (i.e. Silver people don’t take the same contest as Bronze people).
You can find sample problems from past competitions here.
Make sure you can solve at least some of these.
Here is the list of what you need to know for each level’s programming competition / how to pass each level’s programming competition.
Bronze is the baseline level of USACO.
Brute force is usually sufficient to pass most bronze problems (you do not have nearly as many efficiency concerns as the upper levels. To pass, you must be able to:
Silver is substantially harder than Bronze to get past.
Brute force does not work many of the later test cases. It should be used only if you are unable to come up with a more efficient algorithm, so you can at least get some points for the problem.
To pass, you must know:
This level is where getting any higher takes an extraordinary amount of effort (only 1 person in the last 2 years of Computing Team has gotten past this level).
Performance is everything. If your code is not extremely efficient, you will not get past this level.
To pass, you must know:
This level is ridiculously difficult: if you score a perfect score in this during the US Open, you are essentially guaranteed a position in the 4 person US national team which competes in IOI (this is much more prestigious than ACSL and is practically a ticket to any college you want). It is the computing equivalent of making USAMO.
To be successful in this level, you need to:
As of December 2020, the input/output method for USACO has been changed.
USACO now uses the standard input/output (i.e. System.in/System.out in Java, input()/print() in Python).
For contests before December 2020, read below:
In USACO, input/output is done in a very specific manner.
Input and output are both done via files.
Input is always a file in the format: (name).in
You read this file and output your result to a file with the name: (name).out
For example, if you have a problem named Social Distancing, the input file would probably be named “socdist.in” and the output file “socdist.out”.
As a side note, because of the strict performance / time limits in USACO, you might want to use BufferedReader for performance purposes. Scanner works as well if you are more comfortable with it (it is significantly easier to learn and use), but BufferedReader is suggested for better input performance.
See the input/output page for language-specific details on inputting / outputting. (It has information about BufferedReader and Scanner.)
There are a few tricks you can and should use to optimize your code.
Many of these tricks involve knowing a certain algorithm - oftentimes, problems will require some sort of obscure algorithm that you have never heard about before to solve efficiently.
A basic example would be:
"Given a list of houses and their prices, determine the maximum amount of houses you can buy within a certain budget."
We would want to use the greedy algorithm here because we know that in order to maximize the number of houses we buy, we must select the cheapest ones possible. Using the greedy algorithm, we would select the cheapest house every time until we run out of budget.
Of course, 99.9% of all programming problems will not be this simple. However, the fundamental concept is the same: selecting the best option at the moment.
The simplest way to explain prefix sums is to show a basic example: finding the sum of part of an array. In this case, we want to find the sum of $[1, 3]$
.
Index | 0 | 1 | 2 | 3 | 4 |
---|---|---|---|---|---|
Value | 3 | 2 | 5 | 1 | 6 |
The most basic way of doing so is to loop through the indices and sum them up, taking $O(N)$
time to do so:
$A[1] + A[2] + A[3] = 2 + 5 + 1 = 8$
.
However, a much faster way is to construct a "sum" array as we input it:
Index | 0 | 1 | 2 | 3 | 4 |
---|---|---|---|---|---|
Value | 3 | 5 | 10 | 11 | 17 |
Now, if we want to find the entire sum of the array, we just take $A[4] = 17$
. This takes $O(1)$
time. If we want to find the sum between two indexes,
such as $[1,3]$
, we can take $A[3] - A[0] = 8$
, which is the same answer we got above.
The general form of taking the prefix sum of an array from index $[X, Y]$
would be $A[Y] - A[X - 1]$
.
For example problems, please check the USACO website.
If you would like to see a walkthrough of problems and how we solved them in the past, you can check our past problems page here.
Authors: Raymond Zhao, Nishikar Paruchuri, Nihal Shivannagari