{
  "video": "video-307682f4.mp4",
  "description": "This video appears to be a screenshot or a recording of a programming problem from a competitive programming platform, likely related to algorithms or combinatorial optimization, given the problem statement.\n\nHere is a detailed breakdown of what is visible:\n\n**1. Title and Context:**\n* **Title:** \"USACO 2016 DECEMBER CONTEST, PLATINUM\"\n* **Problem Number:** \"PROBLEM 3. ROBOTIC COW HERD\"\n* **Navigation/Status:** There is a prompt \"Return to Problem List\" and a message \"Contest has ended.\"\n\n**2. The Problem Description:**\nThe text outlines a problem scenario involving moving a herd of cows using robotic controllers.\n\n* **The Setup:** \"Besiege is hoping to find Farmer John by building a herd of $k$ robotic cows. Assume that $N \\times M$ is $1000,000$ individuals (cows) on the robot into which microcontrollers must be connected to be a single monochromatic herd must be connected at each location.\" (The sentence structure seems slightly garbled, typical of automatic translation or specific problem phrasing).\n* **The Goal:** The objective is to connect cows such that they form a \"monochromatic herd.\"\n* **Constraints/Rules:**\n    * If a herd has robotic cows, no two robots should behave identically.\n    * If two robots use a different microcontroller, they are considered a quasi-monochromatic herd.\n    * If they are all even different microcontroller, it is guaranteed that there will always be enough different microcontrollers.\n* **The Task:** \"Besiege wants to make her robotic cows as acceptable as possible. Help her determine the minimum possible cost to do this!\"\n\n**3. Input/Output Specification:**\n* **Input Format (FILE READ):** The input is described as reading $N$ and $K$ separated by a space.\n* **Input Content:** The subsequent data seems to be a grid or matrix of costs, read line by line.\n* **Output Format (FILE WRITED):** The output is required to \"align the minimum cost to construct the herd.\"\n\n**4. Example Data:**\nThe video provides an example of the expected input and the corresponding output structure:\n\n* **SAMPLE INPUT:** A small 5x5 grid of numbers is shown:\n  ```\n  3 18 10\n  2 3 18\n  5 2 3 3\n  2 3 3 6\n  3 2 3 3\n  ```\n  (Note: The input snippet shown in the video is 5 lines tall, but the problem description suggests an $N \\times M$ grid, so $N$ is the number of rows and $M$ is the number of columns).\n* **SAMPLE OUTPUT:** The expected output is also shown as a grid, presumably showing the calculated minimum costs.\n\n**In summary, the video is displaying the entirety of a challenging algorithmic problem from a past programming contest, requiring the solver to find the minimum cost configuration for connecting a set of \"robotic cows\" based on a given cost matrix and specific herd formation rules.**",
  "codec": "av1",
  "transcoded": true,
  "elapsed_s": 17.8
}