solve cses.fi problemset via command line. Inspired from awesome leetcode-cli.
- Download the required binary from https://github.com/ketankr9/cses-cli/releases
- Install lynx. For ubuntu use
sudo apt install lynx
- Rename the binary to cses-cli and move it to PATH
- Just type these command in the terminal one by one and you will understand how to use it.
cses-cli login
cses-cli list
cses-cli show 1742
cses-cli solve 1742
cses-cli submit 1742.Robot-Path.cpp
- Obtain access token for your repo. See how to get token
- Note: Please make sure that your repo has at least one commit.
- Configure cses-cli for github as follows.
$$$ cses-cli github
Token: 1f10d6065e78a2654a14xxxxxxxxxxxxxxxxxxxx
Repository: cses-solutions
Github Username: ketankr9
Github Email: ketan.krishnan.xxxxx@iitbhu.ac.in
Custom Template: Create a file named template.cpp, template.py, template.java, template.js for respective languages in the working directory to use this feature.
Languages Supported: cpp(C++17) [default], java, python(CPython3), javascript(Node.js)
Also you can manually edit the config at ~/.cses/config.json
$$$ cat template.cpp
#include<bits/stdc++.h>
using namespace std;
#define pr pair<int, int>
#define f first
#define s second
#define mk make_pair
int main(){
return 0;
}
$$$ cat ~/.cses/config.json
{
"csrf": "3e236b578af1e020070281xxxxxxxxxx",
"username": "test123xyz",
"cookie": "PHPSESSID=e17c5cae7fcxxxxxxxxxa7d14ee120fc4fb859c; path=/",
"root": "/home/username/.cses",
"editor": "atom",
"lang": "java",
"github": {
"token": "1f10d6065e78a2654a14xxxxxxxxxxxxxxxxxxxx",
"repository": "cses-solutions",
"username": "ketankr9",
"email": "ketan.krishnan.xxxxx@iitbhu.ac.in"
}
}
$$$ cses-cli login
Username: test123xyz
Password: [<DELETED>]
Logged in successfully
$$$ cses-cli list
✔ [1068] Weird Algorithm (95.6 %)
✘ [1083] Missing Number (92.1 %)
- [1069] Repetitions (93.9 %)
- [1094] Increasing Array (96.0 %)
- [1070] Permutations (96.4 %)
- [1071] Number Spiral (93.1 %)
- [1072] Two Knights (93.3 %)
- [1092] Two Sets (94.1 %)
- [1617] Bit Strings (96.0 %)
- [1618] Trailing Zeros (94.1 %)
[<DELETED>]
$$$ cses-cli show 1068
CSES - Weird Algorithm
* Time limit: 1.00 s
* Memory limit: 512 MB
Consider an algorithm that takes as input a positive integer $n$. If
$n$ is even, the algorithm divides it by two, and if $n$ is odd, the
algorithm multiplies it by three and adds one. The algorithm repeats
this, until $n$ is one. For example, the sequence for $n=3$ is as
follows:
[ 3 → 10 → 5 → 16 → 8
→ 4 → 2 → 1]
Your task is to simulate the execution of the algorithm for a given
value of $n$.
Input
The only input line contains an integer $n$.
Output
Print a line that contains all values of $n$ during the algorithm.
Constraints
* $1 ≤ n ≤ 10^6$
Example
Input:
3
Output:
3 10 5 16 8 4 2 1
//below command also opens editor with problem statement and code stub
$$$ cses-cli solve 1068
CSES - Weird Algorithm
* Time limit: 1.00 s
* Memory limit: 512 MB
Consider an algorithm that takes as input a positive integer $n$. If
$n$ is even, the algorithm divides it by two, and if $n$ is odd, the
algorithm multiplies it by three and adds one. The algorithm repeats
this, until $n$ is one. For example, the sequence for $n=3$ is as
follows:
[ 3 → 10 → 5 → 16 → 8
→ 4 → 2 → 1]
Your task is to simulate the execution of the algorithm for a given
value of $n$.
Input
The only input line contains an integer $n$.
Output
Print a line that contains all values of $n$ during the algorithm.
Constraints
* $1 ≤ n ≤ 10^6$
Example
Input:
3
Output:
3 10 5 16 8 4 2 1
$$$ cses-cli submit 1068.Weird-Algorithm.cpp
Task:Weird Algorithm
Sender:test123xyz
Submission time:2020-03-07 13:56:29
Language:C++17
Status:READY
Result:ACCEPTED
Github: cses-solutions ✔
I will add support for these features only if people show some love to this repo since current commit suffices my need.
- Supports only C++ currently, will add support for other languages on request. UPDATE: Done
- A modifiable template code file. UPDATE: Done
- Auto commit to Github repository UPDATE: Done
- Clean LaTex based
$equation$ from problem statement. Eg$1 ≤ n ≤ 10^6$ UPDATE: Done