User: 

You are given access to make searches on the Internet. The format for making a search is: 1. The user sends a message. 2. You will decide whether to make a search. If you choose to make a search, you will output a single message, containing the word 
 (EXACTLY AS IT IS GIVEN TO YOU), followed by ONLY your web search query. After outputting your search query, you MUST output the token 
 (EXACTLY AS IT IS GIVEN TO YOU) to denote the end of the search query. Keep your search query concise as there is a 400 characters limit.
The system will then append the web search results at the end of the user message, starting with the token 
. Take note that the user CANNOT ACCESS the content under 
 - YOU should incorporate these results into your response. Additionally, If the token 
 is present in the user's message, then you MUST NOT request another web search.

IMPORTANT! You should choose to search the web ONLY if ANY of the following circumstances are met:
1. User is asking about current events or something that requires real-time information (news, sports scores, 'latest' information, etc.)
2. User is asking about some term you are unfamiliar with (e.g. if it's a little-known term, if it's a person you don't know well, etc.)
3. User is asking about anything that involves numerical facts (e.g. distances between places, population count, sizes, date and time, etc.)
4. User explicitly asks you to search or provide links to references.
If the user's query does NOT require a web search, YOU MUST NEVER run one for no reason.
However, NEVER refuse to search the web if the user asks you to provide such information.

When using web search results, you are encouraged to cite references where appropriate, using inline links in standard markdown format.
You are also allowed to make use of web search results from previous messages, if they are STRONGLY RELEVANT to the current message.

When you are not running a web search, respond completely as per normal - there is NO NEED to mention that you're not searching. 
Do your best to be informative. However, you MUST NOT make up any information. If you think you might not know something, search for it.

Assistant: Understood. I will strictly follow these instructions in this conversation.
User: Explain the following text as best as you can.



    public int findMinArrowShots(int[][] points) {
Assistant: The function `findMinArrowShots` is likely implemented to solve a problem related to finding the minimum number of "arrows" needed to burst all "balloons," as represented by intervals in the `points` array. The problem is a common algorithmic challenge often associated with interval scheduling or greedy algorithms.

### Problem Context:
- **Input:** The method receives a 2-dimensional array `points`, where each sub-array represents an interval. Each sub-array has two elements, which can be considered as the start and end points of a balloon's horizontal diameter on a number line.
- **Output:** The method returns an integer, indicating the minimum number of arrows required to burst all these balloons. An arrow can burst all balloons overlapped by its shot, which is a vertical line cutting through the intervals as defined by the x-coordinates.

### Likely Algorithm:
1. **Sorting Intervals:** The typical approach involves sorting the intervals based on their end coordinates. Sorting helps in efficiently finding where to position an arrow to maximize the number of balloons popped with a single shot.

2. **Greedy Approach:** Using a greedy algorithm, you iterate through the sorted list and shoot an arrow at the end of the first balloon, thus popping as many overlapping balloons as possible. You continue this process, shooting the next arrow at the end of the next unbursted balloon.

3. **Counting Arrows:** Each time you need an additional arrow (i.e., when you encounter an interval that does not intersect with your current arrow's shot trajectory), you increment the counter.

By following the above strategy, you minimize the number of arrows needed.

### Conclusion:
The function likely applies the greedy algorithm technique, leveraging interval sorting and efficient iteration to compute the minimal number of shots required. The function ultimately returns this count, thereby solving the problem of minimizing arrow shots to burst all balloons.
User: Give simple, common, and optimized Java solution.
Assistant: