﻿<table style="width: 100%; table-layout: fixed; word-break: break-word;">
  <colgroup>
    <col style="width: 10%;">
    <col style="width: 15%;">
    <col style="width: 30%;">
    <col style="width: 45%;">
  </colgroup>
  <thead>
    <tr>
      <th>Version</th>
      <th>Date</th>
      <th>Description of Changes</th>
      <th>Compatible Software<br><small>（If incompatible, update to the latest version via the Official Download Center）</small></th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td>V1.0</td>
      <td>2026.02.27</td>
      <td>Initial Release</td>
      <td>V2.1.21 or later</td>
    </tr>
    <tr>
      <td>V1.1</td>
      <td>2026.07.17</td>
      <td>
        <ol style="margin: 0; padding-left: 1.5em;">
          <li>Removed the MCP server</li>
          <li>Added an option to disable camera driver auto-start</li>
        </ol>
      </td>
      <td>V2.2.11 or later</td>
    </tr>
    <tr>
      <td>V1.2</td>
      <td>2026.07.30</td>
      <td>
        <ol style="margin: 0; padding-left: 1.5em;">
          <li>Updated camera data acquisition instructions</li>
        </ol>
      </td>
      <td>V2.2.11 or later</td>
    </tr>
  </tbody>
</table>

# 1 Large Model API Interface

## 1.1 Built-in Models

| **Model**            | **Description**                                                                                                                                                                                                             |
| -------------------- | --------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- |
| **qwen2.5:3b**       | Developed by Alibaba Cloud, the Qwen 2.5 series model features 3 billion parameters, offering robust language understanding and generation capabilities, suitable for text generation and dialogue interaction.             |
| **qwen2.5:1.5b**     | A lighter 1.5 billion-parameter model from the Qwen 2.5 series, providing solid performance in resource-efficient scenarios with moderate computational demands.                                                            |
| **qwen2.5:0.5b**     | A lightweight 0.5 billion-parameter model optimized for terminal devices or environments with limited computational resources.                                                                                              |
| **llama3.2:3b**      | A 3 billion-parameter model from Meta’s LLaMA 3.2 series. It excels across a wide range of natural language processing tasks. Its open-source nature allows developers to perform secondary development and customization. |
| **llama3.2:1b**      | A 1 billion-parameter model from the LLaMA 3.2 series, offering faster training and inference speed due to its smaller model size.                                                                                          |
| **deepseek-r1:1.5b** | Developed by DeepSeek, this 1.5 billion-parameter model delivers competitive performance across multiple language processing tasks.                                                                                         |

## 1.2 Model invocation

> Oli has pre-deployed the above large models locally via **Ollama**. To invoke them, connect your device to the same network as the robot and follow the instructions below.

### 1.2.1 Invoke via Curl

```
curl http://10.192.1.3:11434/api/generate \
  -H "Content-Type: application/json" \
  -d '{
        "model": "qwen2.5:3b",
        "prompt": "Please write a quatrain describing spring?",
        "temperature": 0.7,
        "max_tokens": 200,
        "stream": false
      }'
```

### 1.2.2 Invoke via Python

```
import requests

url = "http://10.192.1.3:11434/api/generate"
data = {
    "model": "qwen2.5:3b",
    "prompt": "Please write a quatrain describing spring?",
    "temperature": 0.7,
    "max_tokens": 200,
    "stream": False
}

response = requests.post(url, json=data)
if response.status_code == 200:
    print(str(response.json()['response']))
else:
    print(f"Request failed with status code: {response.status_code}, Error: {response.text}")
```

### 1.2.3 Invoke via C++

Using **Ubuntu 20.04** or later as an example:

- **Install Dependencies**

```
sudo apt-get install libcurl4-openssl-dev nlohmann-json3-dev 
```

- **Implement Code** (llm_demo.cpp)

```
#include <iostream>
#include <string>
#include <curl/curl.h>      // HTTP client library
#include <nlohmann/json.hpp> // JSON parsing

using json = nlohmann::json;

// Callback to handle HTTP response data
static size_t WriteCallback(void* data, size_t size, size_t nmemb, std::string* buf) {
    buf->append((char*)data, size * nmemb);
    return size * nmemb;
}

int main() {
    CURL* curl = curl_easy_init();
    if (!curl) {
        std::cerr << "CURL init failed" << std::endl;
        return 1;
    }

    // 1. Configure API endpoint
    const std::string url = "http://10.192.1.3:11434/api/generate";
    
    // 2. Prepare JSON payload
    json req = {
        {"model", "qwen2.5:3b"},
        {"prompt", "Please write a quatrain describing spring?"},
        {"temperature", 0.7},
        {"max_tokens", 200},
        {"stream", false}
    };
    std::string payload = req.dump();

    // 3. Set CURL options
    curl_easy_setopt(curl, CURLOPT_URL, url.c_str());
    curl_easy_setopt(curl, CURLOPT_POSTFIELDS, payload.c_str());
    curl_easy_setopt(curl, CURLOPT_POSTFIELDSIZE, payload.size());

    // 4. Add HTTP headers
    struct curl_slist* headers = nullptr;
    headers = curl_slist_append(headers, "Content-Type: application/json");
    curl_easy_setopt(curl, CURLOPT_HTTPHEADER, headers);

    // 5. Capture response
    std::string response;
    curl_easy_setopt(curl, CURLOPT_WRITEFUNCTION, WriteCallback);
    curl_easy_setopt(curl, CURLOPT_WRITEDATA, &response);

    // 6. Execute request
    CURLcode res = curl_easy_perform(curl);

    // 7. Process result
    if (res == CURLE_OK) {
        try {
            json resp_json = json::parse(response);
            std::cout << "Result: " << resp_json["response"] << std::endl;
        } catch (const json::exception& e) {
            std::cerr << "JSON error: " << e.what() << std::endl;
        }
    } else {
        std::cerr << "HTTP error: " << curl_easy_strerror(res) << std::endl;
    }

    // 8. Cleanup
    curl_slist_free_all(headers);
    curl_easy_cleanup(curl);
    return 0;
}
```

- **Compile and Run**

```
# Compile with C++11 support
g++ -std=c++11 -o llm_demo llm_demo.cpp -lcurl

# Execute
./llm_demo
```

# 2 Communication Architecture

The diagram below illustrates the system composition and interaction between the developer's computer and the robot.

The development computer includes the motion control algorithm node and software business logic implementation module, which control the robot's motion via the high-level application protocol interface and `limxsdk-lowlevel` data communication interface.

The robot consists of a data switch, a main control computer, and various hardware components. The main control computer is responsible for coordinating the operation of all components and ensuring synchronized performance..

![图片](data:image/webp;base64,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)

# 3 High-Level Application Protocol Interface

The robot communicates with the user terminal through a WebSocket connection on port 5000 to receive user commands such as stand, sit, walk, and other motion instructions.

WebSocket is a real-time communication protocol that establishes a persistent connection between the robot and the user terminal, enabling fast and efficient transmission of control commands and data.

The communication structure is illustrated in the diagram below:

![图片](data:image/webp;base64,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)

---

## 3.1 Coordinate System Description

- Unless otherwise specified, the position and orientation of both arm end-effectors are defined with respect to the robot’s base coordinate system.
- The base coordinate system is defined for humanoid robots with serial numbers starting with “HU”.
- The origin of the base coordinate system corresponds to the `base_link` defined in the URDF file. The coordinate system follows the right-hand rule ([REP-103](https://www.ros.org/reps/rep-0103.html) standard).

## 3.2 Communication Protocol Format

When the robot receives commands from the client via WebSocket, data is transmitted using the JSON communication protocol.

### 3.2.1 Request Data

| **Fields in the request data format** | **Description**                                                                                                                                                                                 |
| ------------------------------------- | ----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- |
| `accid`                               | The robot's unique serial number identifies its identity.                                                                                                                                       |
| `title`                               | The command name, prefixed with "`request_`".                                                                                                                                                   |
| `timestamp`                           | The timestamp when the command is sent, in milliseconds.                                                                                                                                        |
| `guid`                                | A unique command identifier. For synchronous interfaces, the `"response_xxx"` message includes the same `guid`, allowing the client to confirm command completion by matching values            |
| `data`                                | Contains the content of the request. Depending on the command, it may include multiple sub-fields, such as parameters for motion execution, text content for messaging, or other required data. |

**Request Data Example:**

```
{
  "accid": "HU_D02_001", # Robot’s unique serial number
  "title": "request_xxx",   # Command name, prefixed with "request_"
  "timestamp": 1672373633989, # Timestamp (in milliseconds) when the response was generated.
  "guid": "746d937cd8094f6a98c9577aaf213d98", # Unique identifier for the request. Used to match the response for synchronous operations
  "data": {}  # Contains command-specific parameters
}
```

### 3.2.2 Response Data

| **Fields in the response data format** | **Description**                                                                                                                                                                                                                           |
| -------------------------------------- | ----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- |
| `accid`                                | The robot's unique serial number identifies its identity.                                                                                                                                                                                 |
| `title`                                | The command name, prefixed with "`response_`".                                                                                                                                                                                            |
| `timestamp`                            | The timestamp when the command is issued, in milliseconds.                                                                                                                                                                                |
| `guid`                                 | Matches the `guid` value from the corresponding request command.                                                                                                                                                                          |
| `data`                                 | The response data must include at least a "result" subfield to store the request's execution result. Additional subfields, such as error code or error message, may be included as needed to provide details about the operation outcome. |

**Response Data Example:**

```json
{
  "accid": "HU_D02_001",   # Robot’s unique serial number
  "title": "response_xxx",  # Command name, prefixed with "response_"
  "timestamp": 1672373633989, # Timestamp (in milliseconds) when the response was generated.
  "guid": "746d937cd8094f6a98c9577aaf213d98", # Must match the guid value from the corresponding request command.
  "data": { # Used to store the specific data content of the response command.
    "result": "success"  # “result” Indicates whether the request was processed successfully, the value can be: "success or fail_xxx"
  }
}
```

### 3.2.3 Message Push

The message push process refers to the robot actively sending information to the client. These messages may include the robot’s serial number, current operational status, executed actions, and other relevant data.

By providing real-time updates, the robot enables the client to understand its working status better and make more effective use of its services.

| **Fields in the message push format** | **Description**                                                                                                       |
| ------------------------------------- | --------------------------------------------------------------------------------------------------------------------- |
| `accid`                               | The robot's unique serial number identifies its identity.                                                             |
| `title`                               | The command name, prefixed with "`notify_`".                                                                          |
| `timestamp`                           | The message timestamp, in milliseconds.                                                                               |
| `guid`                                | The unique identifier of the message.                                                                                 |
| `data`                                | Contains the message data. May include multiple subfields depending on the specific requirements of the notification. |

**Message Push Example:**

```json
{
  "accid": "HU_D02_001",   # Robot’s unique serial number
  "title": "notify_xxx",  # notification command name, prefixed with "notify_"
  "timestamp": 1672373633989, # The time the message was sent, in milliseconds.
  "guid": "746d937cd8094f6a98c9577aaf213d98", # The unique identifier for this notification message.
  "data": { } # Contains detailed status data
}
```

## 3.3 Communication Testing Method

Postman is a popular API development environment that can be used to test WebSocket interfaces.

**Steps to Test the WebSocket Interface Using Postman:**

1. **Install Postman:** Download address: [https://www.postman.com/downloads/](https://www.postman.com/downloads/?utm_source=postman-home)
2. **Create a WebSocket Request:** Launch Postman and create a new WebSocket request.
3. **Connect to the Robot’s Wi-Fi Network:** After the robot powers on successfully, connect your computer to the robot’s Wi-Fi network. The network name typically follows the format:「HU_D02_xxx」
4. Enter the Wi-Fi password: `12345678`
5. **Enter the WebSocket URL:** In the request URL field, input the robot’s WebSocket address, e.g.:
   "ws://10.192.1.2:5000"
6. **Input the Command Request:** In the **“Message”** field, enter the JSON-formatted command request.
7. **Send the Command:** Click **“Send”** to transmit the request to the robot.
8. **View the Response:** After sending the command, the robot will return a response message. Review the response in Postman’s output window to verify whether the result matches the expected outcome.

![图片](data:image/webp;base64,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)

## 3.4 Basic Function Protocol Interfaces

### 3.4.1  Connect to Wi-Fi Hotspot

> This protocol is used to send a request to the robot router to connect to a specified Wi-Fi SSID and return the connection result. Supported robot versions: **v2.1.3 and later**.

#### 3.4.1.1 Request: request_connect_wifi

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_connect_wifi",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": { 
      "wifi_band": "0",  # WiFi band：0=5GHz，1=2.4GHz
      "wifi_ssid": "Limx-Guests",  # Target Wi-Fi SSID (network name) — case-sensitive and must match the actual hotspot name
      "wifi_password": "LimX2024",  # Target Wi-Fi password — password for a WPA2-PSK–encrypted network
      "router_admin_password": "12345678"  # Robot router administrator password
  }
}
```

#### 3.4.1.2 Response: response_connect_wifi

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_connect_wifi",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success"  # success
                           # fail_no_wifi_band
                           # fail_no_wifi_ssid
                           # fail_no_wifi_password
                           # fail_no_router_admin_password
  }
}
```

#### 3.4.1.3 Message Push: none

### 3.4.2 Query Wi-Fi Connection Status

> This protocol allows the client to query the Wi-Fi connection status of the robot router. The system returns the SSID, signal strength, and connection status for real-time monitoring.

#### 3.4.2.1 Request: request_wifi_connection_status

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_wifi_connection_status",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "router_admin_password": "12345678"  # Robot router administrator password
  }
}
```

#### 3.4.2.2 Response: response_wifi_connection_status

> The router returns the current Wi-Fi status for client-side parsing and real-time display.

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_wifi_connection_status",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "ssid": "Limx-Guests",
      "signal": -56,        # Signal strength (dBm)
      "result": "success"   # success
                            # fail_disconnected
  }
}
```

#### 3.4.2.3 Message Push: none

### 3.4.3 Enter Ready State

> The robot slowly moves into a ready position.

#### 3.4.3.1 Request: request_prepare

> Controls the robot to enter the "Standing State", enabling it to receive velocity commands for walking control.

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_prepare",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": { }
}
```

#### 3.4.3.2 Response: response_prepare

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_prepare",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success"  # success, fail_motor
  }
}
```

#### 3.4.3.3 Message Push: none

### 3.4.4 Control Robot Walking

#### 3.4.4.1 Enter Walking Mode

> Sets the robot to Walking Mode, enabling it to receive velocity commands.

##### 3.4.4.1.1 Request: request_set_walk_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_walk_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

##### 3.4.4.1.2 Response: response_set_walk_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_walk_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success"  # success, fail_motor: Motor Error
  }
}
```

##### 3.4.4.1.3 Message Push: none

#### 3.4.4.2 Control Robot Walking

> In Motion Operation Mode, use this protocol to control the robot’s walking.
> Note: This interface is invalid in Full-Body Operation Mode.

##### 3.4.4.2.1 Request: request_set_walk_vel

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_walk_vel",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "x": 0.0,   #  Forward/Backwards Speed Ratio, range[-1, 1]
    "y": 0.0,   #  Lateral Speed Ratio, range[-1, 1]
    "yaw": 0.0  #  Rotational Angular Velocity Ratio, range[-1, 1]
  }
}
```

##### 3.4.4.2.2 Response: response_set_walk_vel

> Returned only if the command execution fails; no response on success.

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_walk_vel",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "fail_motor"  # fail_imu: IMU Error, fail_motor: Motor Error
  }
}
```

##### 3.4.4.2.3 Message Push: none

### 3.4.5 Enter Damping State

> All motors stop active control and exhibit resistance when moved.

#### 3.4.5.1 Request: request_damping

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_damping",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

#### 3.4.5.2 Response: response_damping

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_damping",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor: Motor Error
  }
}
```

#### 3.4.5.3 Message Push: none

### 3.4.6 Enter Zero-Torque State

> All motors stop active control and move freely without resistance.

#### 3.4.6.1 Request: request_zero_torque

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_zero_torque",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

#### 3.4.6.2 Response: response_zero_torque

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_zero_torque",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor: Motor Error
  }
}
```

#### 3.4.6.3 Message Push: none

### 3.4.7 Enter Sitting Command

#### 3.4.7.1 Request: request_from_stand_to_sit

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_from_stand_to_sit",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

#### 3.4.7.2 Response: response_from_stand_to_sit

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_from_stand_to_sit",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

#### 3.4.7.3 Message Push: none

### 3.4.8 Enter Standing Command

> **Notes：**
> Interface Function: Starts robot operation. After the robot is powered on, calling this interface transitions the robot into the standing state.
> Parameter mode: lying — robot is lying on the ground, hanging — robot is suspended, sit — robot is sitting
> Return: Returns after the robot has successfully stood up.

#### 3.4.8.1 Request: request_standup

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_standup",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "mode": "lying" // "lying"/"sitting"：The robot is currently lying or sitting.  or 
                      // "hanging"：The robot is currently hanging.
                      // If the "mode" field is not provided, the robot state defaults to "sitting".
}
```

#### 3.4.8.2 Response: response_standup

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_standup",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor: Motor error
                          # fail_invalid_cmd: Invalid parameter
                          # fail_invalid_mode: Invalid robot state
                          # fail_timeout: Execution timeout error
  }
}
```

#### 3.4.8.3 Message Push: none

### 3.4.9 Enter Lying Command

#### 3.4.9.1 Request: request_lie_down

> **This interface is available when the robot is in the Walk state.**

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_lie_down",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

#### 3.4.9.2 Response: response_lie_down

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_lie_down",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

#### 3.4.9.3 Message Push: none

### 3.4.10 Zero-Point Calibration Command

#### 3.4.10.1 Request: request_calibrate

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_calibrate",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

#### 3.4.10.2 Response: response_calibrate

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_calibrate",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor: Motor Error
  }
}
```

#### 3.4.10.3 Message Push: notify_calibrate

> Pushed after calibration is completed.

```python
{
  "accid": "HU_D04_01_001",
  "title": "notify_calibrate",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success"
  }
}
```

### 3.4.11 Robot Dance

#### 3.4.11.1 Switch to Dance Mode

##### 3.4.11.1.1 Request: request_enter_dance_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_enter_dance_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    # 0：exit dance mode
    # 1：enter dance mode
    "mode": 0
  }
}
```

##### 3.4.11.1.2 Response: response_enter_dance_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_enter_dance_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

##### 3.4.11.1.3 Message Push: none

#### 3.4.11.2 Get Dance List

##### 3.4.11.2.1 Request: request_get_dance_list

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_dance_list",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

##### 3.4.11.2.2 Response: response_get_dance_list

```json
{
    "accid": "HU_D04_01_001",
    "title": "response_get_dance_list",
    "guid": "746d937cd8094f6a98c9577aaf213d98",
    "timestamp": 1672373633989,
    "data": {
        "result": "success",
        "code": 0,
        "dances": [
            {
                "id": "DAN-14",
                "index": 0,
                "name": "\u70ed\u70c8",
                "english_name": "One and Only Dance",
                "rc_mapping": "one_and_only_dance"
            },
            {
                "id": "DAN-08",
                "index": 1,
                "name": "\u4f4e\u4fd7\u5c0f\u8bf4",
                "english_name": "Pulp Fiction Dance",
                "rc_mapping": "pulp_fiction_dance"
            }
        ]
    }
}
```

#### 3.4.11.3 Robot Dancing

##### 3.4.11.3.1 Request: request_dance

> **Notes：**
>
> 1. **Precondition:** The robot must be in Action Library Mode.
> 2. **Supported on:** Main controller firmware v2.1.21 and later.

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_dance",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "name": "one_and_only_dance"  # rc_mapping Dance name
  }
}
```

##### 3.4.11.3.2 Response: response_dance

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_motion_engine",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

##### 3.4.11.3.3 Message Push: notify_dance

> Pushed when the dance completes or execution fails.

```json
{
  "accid": "HU_D04_01_001",
  "title": "notify_dance",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

### 3.4.12 Robot Marching in Place

#### 3.4.12.1 Enable March-in-Place

##### 3.4.12.1.1 Request: request_start_walktoggle

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_start_walktoggle",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

##### 3.4.12.1.2 Response: response_start_walktoggle

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_start_walktoggle",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

##### 3.4.12.1.3 Message Push: notify_dance

#### 3.4.12.2 Stop March-in-Place

##### 3.4.12.2.1 Request: request_stop_walktoggle

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_stop_walktoggle",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

##### 3.4.12.2.2 Response: response_stop_walktoggle

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_stop_walktoggle",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

### 3.4.13 Robot Action Library

#### 3.4.13.1 Action Interruption

##### 3.4.13.1.1 Request: request_interrupt_action_joystick

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_interrupt_action_joystick",
  "timestamp": 1779355330784,
  "guid": "32cef03a-5563-4b21-9bbb-3e65a8c9ae9e",
  "data": {}
}
```

##### 3.4.13.1.2 Response: response_interrupt_action_joystick

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_interrupt_action_joystick",
  "guid": "32cef03a-5563-4b21-9bbb-3e65a8c9ae9e",
  "timestamp": 1779355330784,
  "data": {
    "result": "success"
  }
}
```

#### 3.4.13.2 Get Action Library Status

> Interface Description:
>
> 1. When the robot has entered the Action Library, and is in Action Library Mode, Atomic Action Execution, or Dance, the following field is returned: "action_library_mode": "action_library"
> 2. When the robot is executing an atomic action or a dance routine, the following field is returned: "action_library_state": "running"

##### 3.4.13.2.1 Request: request_get_action_library_status

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_action_library_status",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

##### 3.4.13.2.2 Response: response_get_action_library_status

```json
{
  "accid": "HU_D04_01_001",
  "title": "get_action_library_status",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "action_library_mode": "action_library" //"remote_control"
      "action_library_state": "running"       //"idle"
      "result": "success" # fail_motor
  }
}
```

#### 3.4.13.3 Execute Action Library

> Interface Description:
>
> 1. If not already in Menu mode, it will automatically enter Menu mode. After the action finishes, the system will remain in Menu mode.
> 2. Must be used together with the `action_library_state` field from `request_get_action_library_status`.

##### 3.4.13.3.1 Request: request_action_sync_stay_menu

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_action_sync_stay_menu",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "name": "one_and_only_dance"
  }
}
```

##### 3.4.13.3.2 Response: response_action_sync_stay_menu

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_action_sync_stay_menu",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success"   # fail_motor
  }
}
```

#### 3.4.13.4 Execute Action Library (Synchronous Interface)

> **Notes：**
> Interface Description:
>
> 1. If the robot is in a state where the Action Library cannot be executed, a failure response is returned within 100ms.
> 2. If the robot is in a state where the Action Library can be executed (walk/motion library), the response is returned after the action library execution is completed.
> 3. Synchronous interface, automatically transitions back to the Walk state. Completion is indicated when the system returns to the Walk state.

##### 3.4.13.4.1 Request: request_action_sync

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_action_sync",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "name": "one_and_only_dance,this_way_please"  
                                    # name:Multiple dances, multiple actions, or a mix of dances and actions, separated by commas (,).
  }
}
```

##### 3.4.13.4.2 Response: response_action_sync

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_action_sync",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

#### 3.4.13.5 Switching the Robot to Action Library Mode

##### 3.4.13.5.1 Request: request_set_motion_engine

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_motion_engine",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    # 0：Exit Motion Library Mode
    # 1：Enter Motion Library Mode
    "mode": 0
  }
}
```

##### 3.4.13.5.2 Response: response_set_motion_engine

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_motion_engine",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

##### 3.4.13.5.3 Message Push: none

#### 3.4.13.6 Get Action Library List

##### 3.4.13.6.1 Request: request_get_atomic_motion_list

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_atomic_motion_list",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

##### 3.4.13.6.2 Response: response_get_atomic_motion_list

```json
{
    "accid": "HU_D04_01_001",
    "title": "response_get_atomic_motion_list",
    "guid": "746d937cd8094f6a98c9577aaf213d98",
    "timestamp": 287883835,
    "data": {
        "result": "success",
        "motion_list": [
            {
                "motion_index": 0,
                "motion_name_en": "stand"
            },
            {
                "motion_index": 1,
                "motion_name_en": "this_way_please"
            }
            ......
        ],
        "count": 2
    }
}
```

#### 3.4.13.7 Executing Actions

Actions can be executed once the robot is in Action Library Mode.

##### 3.4.13.7.1 Request: request_execute_atomic_motion

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_execute_atomic_motion",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    # Motion Name
    "motion_name": "wave_greet_bye"
  }
}
```

##### 3.4.13.7.2 Response: response_execute_atomic_motion

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_execute_atomic_motion",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

##### 3.4.13.7.3 Message Push: notify_execute_atomic_motion

> Pushed when an action is completed, or execution fails.

```json
{
  "accid": "HU_D04_01_001",
  "title": "notify_execute_atomic_motion",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success" # fail_motor
  }
}
```

### 3.4.14 Motion Control

#### 3.4.14.1  Switching to Motion Operation Mode

In Motion Operation Mode, walking can be controlled, while height and waist movements remain disabled.

![图片](data:image/webp;base64,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)

##### 3.4.14.1.1 Request: request_set_ub_manip_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_ub_manip_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "mode": 0  # 0: Preparing to enter Mode 1: Operation Mode, start tracking end-effector position 2: Ready to Exit Mode
  }
}
```

##### 3.4.14.1.2 Response: response_set_ub_manip_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_ub_manip_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success"  # success, fail_motor
  }
}
```

##### 3.4.14.1.3 Message Push: none

#### 3.4.14.2 Motion Operation Control

> Activated only via the `request_set_ub_manip_mode` interface.

- Reference Coordinate Frame Diagram:
  - Position: The origin of base_link (located at the center beneath the hip).
  - Axis Definitions:
    - Red (X-axis): Forward direction of the robot
    - Green (Y-axis): Positive direction to the left
    - Blue (Z-axis): Vertical upward direction

<div style="display: flex; width: 100%;">
  <img src="data:image/webp;base64,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" alt="Reference coordinate frame diagram 1" style="width: 50%; height: auto;">
  <img 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" alt="Reference coordinate frame diagram 2" style="width: 50%; height: auto;">
</div>

##### 3.4.14.2.1 Request: request_set_ub_manip_ee_pose

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_ub_manip_ee_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # Coordinate System Definition Reference：
      # Origin：base_link coordinate frame
      # Axes: X-axis aligned with the robot’s forward direction, Y-axis pointing to the robot’s left, Z-axis pointing upward
      #
      # Parameter Definition：
      # Head orientation relative to the reference frame, represented as a quaternion[x,y,z,w]
      "head_quat": [0.0, 0.0, 0.0, 1.0],
    
      # Left-hand position relative to the reference frame, in meters
      "left_hand_pos": [0.0, 0.0, 0.0],
      
      # Left-hand orientation relative to the reference frame, represented as a quaternion[x,y,z,w]
      "left_hand_quat": [0.0, 0.0, 0.0, 1.0],
      
      # Right-hand position relative to the reference frame, in meters
      "right_hand_pos": [0.0, 0.0, 0.0],
      
      # Right-hand orientation relative to the reference frame, represented as a quaternion[x,y,z,w]
      "right_hand_quat": [0.0, 0.0, 0.0, 1.0]
  }
}
```

##### 3.4.14.2.2 Response: response_set_ub_manip_ee_pose

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_ub_manip_ee_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success, fail_motor, fail_invalid_cmd: Invalid Command
  }
}
```

##### 3.4.14.2.3 Message Push: none

#### 3.4.14.3 Get Motion Operation Pose Information

##### 3.4.14.3.1 Request: request_get_ub_manip_ee_pose

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_ub_manip_ee_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
  }
}
```

##### 3.4.14.3.2 Response: response_get_ub_manip_ee_pose

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_get_ub_manip_ee_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    # Coordinate System Definition Reference：
    # Origin：base_link coordinate frame
    # Axes: X-axis aligned with the robot’s forward direction, Y-axis pointing to the robot’s left, Z-axis pointing upward
    #
    # Parameter Definition：
    # Head position relative to the reference frame, in meters
    "head_pos": [0.0, 0.0, 0.0],
      
    # Head orientation relative to the reference frame, represented as a quaternion[x,y,z,w]
    "head_quat": [0.0, 0.0, 0.0, 1.0],
    
    # Left hand position relative to the reference frame, in meters.
    "left_hand_pos": [0.0, 0.0, 0.0],
      
    # Left-hand orientation relative to the reference frame, represented as a quaternion[x,y,z,w]
    "left_hand_quat": [0.0, 0.0, 0.0,1.0],
      
    # Right-hand position relative to the reference frame, in meters.
    "right_hand_pos": [0.0, 0.0, 0.0],
      
    # Right-hand orientation relative to the reference frame, represented as a quaternion[x,y,z,w]
    "right_hand_quat": [0.0, 0.0, 0.0,1.0],
    "result": "success"  # success, fail_motor, fail_invalid_cmd
  }
}
```

### 3.4.15  In-Place Operation

#### 3.4.15.1 Enter In-Place Operation Mode

In this mode, you can control the robot's body movements while walking control is disabled.

##### 3.4.15.1.1 Request: request_set_wb_manip_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_wb_manip_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "mode": 0  # 0: Preparing to enter Mode 1: Operation Mode, start tracking end-effector position 2: Ready to Exit Mode
  }
}
```

##### 3.4.15.1.2 Response: response_set_wb_manip_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_wb_manip_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success"  # success, fail_motor
  }
}
```

##### 3.4.15.1.3 Message Push: none

#### 3.4.15.2 In-Place Operation Control

> The function takes effect only when In-Place Operation Mode is activated via the protocol interface `request_set_wb_manip_mode` with mode set to 1.

- Reference Coordinate Frame Diagram:
  - Position: Midpoint of the line connecting the origins of left_ankle_roll_link and right_ankle_roll_link
  - Orientation: The yaw angle is the midpoint of the yaw orientations of left_ankle_roll_link and right_ankle_roll_link
  - Axis Definitions:
    - Red (X-axis): Determined by the forward-facing direction of the robot’s feet
    - Green (Y-axis): Determined according to the right-hand coordinate system rule
    - Blue (Z-axis): Vertical upward direction

<div style="display: flex; width: 100%;">
  <img 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" alt="In-place operation coordinate frame diagram 1" style="width: 50%; height: auto;">
  <img 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K1K8MdlvZNN3qWoe8Ta5P3/Lrq+vW41RTbfFAJT9YepqAOazR4PPBwAhQAfquzspPmvYWtnjkZZLthcorgr6rj7WGY8NXZMdM6RC/nP8BR+Ng5oXBae9ofBA9uCJFI1wH2eiXwSaaCFstFcltHFdwLZxKUgyNBhALrqTj8deNAhkGNnlJy1jTBcStn6FjVkAfCJt29e/lhmw/4tOcF+37kpNyPZqatfH+1NyAXMP2NGQ0BvLgH+gkbP1idmqc2IeD17Gqqs5PMHQ7iNMAmU7/hELhb5wDG1CGEEM3PkztjZJTYvS+9DHzqY7TBU1OmqiVMziH0W6++WoeXmgNXeIgHZ/zAn2QDZ3xfcsR/9C6hHWud8a3Z6dpC0iTQns96crgO3FOo45/VG+G1xFGdI9kBwqGiPc+HmI7ynvBAUmpwIk1GJnBJFnD1xvNGYtr5IrnCVGguZyXRBLhRQQfMOQ9pxLegi9XhBVQ5yoEAnZ5NaX6fs2iqygVX9Xvp3LltUQ+raCBK/3N4Oi0dvAfj7Y827JhYaAzyJuIHvOmTgaGnbMNxFL9PUWVrMt5N2kjTgkT/xeN7EaG2dNbM70JxR+np8zFA5DiumGmbVrdJipOO21TJ0WcFmc6vXCyWjEg0xoaAAymul7FZAHQ4KZUrG3oTf7zY8IRYflEAjknsj8V/UYYt1ncWLww2QjNGfW+8RkH+eEHp+ezRsxFdHDdb1qpXRlxfqBM73Rv8M8EHHUEKvKDeFK6GtRVPY2Xofkr/Kejk+N3FJoDzIDbT3ZnpLYaLGhodpdJrkU1S/E+Htc+vFxjoLyVO4+1SVh7kUMeYWIzQxUihCqOQ59+bXNAzHZKmXWjOGnSAGK/pGTPO1rwaJAoVn7vBIIlzT+Fq4D3h5jRHcqCTLc42PZeyXoGJgp4p1l0NwnM+BOHdpd751n/FYl2kr1iXSUwK+N2RqKZFyLN8JeBCW9V5ZhmvQ1h+r/5ger+xSgubJIKYkIjSK1FBpEcpg/X2558813hyyQrou02KEIXZoR9nBkgpVRkzSIh1ZvaV0nFLPfcdRePNnN9GO07yRrMS8OESMGrxxOsaJTVWTEqMPJvgXkxOUsqSKYXPytYVdf5Ex6Ynf2lpU9n8s8DLxrxhAiy3HkIOHvpzRNXRVsEgeRjLYZZ8AppujfSokwStDHKmag6MuN7FpbvHXkm2Os14i66m3ZAGNfyOTW/Jk+lVJ4OcBdrEKQ/Xl0s1ZykXV3CS1CQgh5VY+LISELLoO9+YDCbu+ycBJUX4kVDdeVdwJpCGoUhi2zWWid9ph3YSKMdN55F/2cqaQFYZhRzXrZH2KXpMroDid/TDQp+hvUbvGJwN1okqyToSNMU+BtBuNKoiUMFGCGsfT3S8CnNti/zpDTNDRZwfPnVMF/SmIZNaLjOsctdtLMm18LAG2AbWKANaiOGzaTkT5iu5shQj5MQGrAjtMNfSBQ97KDxJ0WG6HoSuKRnIfaHWxNtV0GnxtyMGFmGhNMYEzQ1MRWhW5QIhQG7H3FO3e/WnfT+DKtBp1+3WkF3s6ZGZOG7J28logXKcXt+qtpP05IQnixvkqM863CpLppeKor/09N/KO8BS3kuPhWTitZMj67vgMNOxRNI/lK1+VGlC53twqGoynw8SYi572+ZE9c7qL5rx6jdkReyAzXYfYVWNtiLWkdIzFiwcUiMSgOzq05LLV5fAeY0uoflJBx4crc8WaKYXZ5S0cnTIQGP7KS+ZbE3Cfu6a9L9B0mRDrUL6vPdaA3pqBk0uqXx7WHnVfflKpTZ9M3MR28lQPTT7hxQsDtTKjexlOHDRgtWDf8t3hEePHHS3BKET99+tJ+oPpusB450heHCwhxQGkttA4QYw2N8V5DsV4LSunYeXkXPqzsRTdI94swEAmnfxuBPiY7QzHCAi2Ka25VqD1DnLyVFHUMforpZzkkB+i+M3N++pUzHXkSMoBZksHQ2MmmjJKKfL6+euuIlw9Qic0WSDQoY5fg8pPcwHePYMezkfrAkyubYbBYkZIuPkSJgOD07L82IH7QstWsv8EP/vbRsLDRdq0fRqbKrzCfAOn1IonsAfXjdIHwJQldTpNYsYOzH7tIiKuLxEOtf+iZshmEm4X6IYIJYRZiiZyec1sKmvkSKGHNTgqg6PvfvxAh5Tgnlz3g+O/oRGsqBzD8alBJH3pW0cSfM3u/t4YzyxSmg6oesDbEzcVj6EvgjH0f5fuTVXAvz/nYC35M8qzFInyCJxxuo/e2OssF7qG6WSuWNGW/XDm9H8O5xyokm2thtFqqf345UVfjFzJhArl0gKsJzgO3qldg1uOxdoKnra87JjSwjscqd2jRXa3uJnzSwFiT8YxIvRjrT0f7tVYtwNEB4vtBJ0aMop5FOuuF/3KgEKHYQ+1Ig9ZUWfByqv3IiEvQTKvp4+OYDsdQiXoF4eSWEh4S6r7g02IN4EC3dBZWOG630QDxAVqY8aIXCGlD/Bjn+cb5EK/eWDU8JSX9NoB/4fztsDI8Ps5Kk4Aduw3Av6lGVFu9DIoCvyZqvt5JIBbq2DQ5y8jGMaldcLxJYeFF/fUkiUWdLX9r88nLr/1PH9tgrhC9h5HthvWYaOZlagfSSeGz2RgSSYXHsKpazo5skdX4y5SXtbzW8UsUAuY78LkgxZuIvIbyONApI16xgOEMGgiBBlpAE8UQA7r1ZBy9Y/mJwsUF4ihi1RGj4tgV2GCmCgLap7Mdsh254RMGxHI3hVzIyvyxs1feOJWLnEE/KBYyvpv3CnHSKf0FpTp65F0d6idSdGg7EXGbriW2Z6xPgV8n7S39oQv3suYiJ8yE4pErZU5pOGPjdWZllNsRH+hnAcd3ojRouvziswr0r/raoSgCge6IEiVcf4CUpFbwuyvhwCPLYVJeKLFKNH78TlSZ0oxAlCX3LbHrIenS0OsQ9tAidYV65PY4qyeTleKTFysuEYvMAB1nYFsXr1jp8TyiehYV1JajJQJDYOFM0cHFklKqCcCiNbk5V/3npLElt70I45CkVG4+3jJ/49z7PnV4lCe7PpqAhg7b+xkp7RtacV2ds5kLyalqYxv6f8ITvs7EeAnIN8/Uq8DvKpFrGloCDrsQC8dkUEQo5885psiGguDDpcv8xtdaMj8xwcxa8cvqnfXY5toj/1NZuLMGKM2VsHsOQZzwdyN5hXZO0/JF8jNiNxoVFncHEk1i0K/0sUOTlOzozEUilHlyi4XuZ8yH0IpcyZHAitmdQWDCWpZgUrrpvOsgtI8P39o5xyAEF6CG1o7+YU9Ouy6h18h9xN2aW5ahWfWucJ4eNt5nkulDpS4Nzbl5TmroOQawV3C+QHw0eVEtNOInEhJFuhfVBBq9+sKIR6yn48slM8lQ7HyNkram3K4y4gRCy8hIm0dfp9kxR9tf9mr2SSFyPNXZCj9/oXaPhcK+p8T9jY1u0NIAVBOvizP4JZAa7wJriRVWBvn6ag6/Cmm/98xfc2KECf+4QEeI2vfVbboXcoIKwx401b4CL59LMX6QMm8wws4fOPalV9oGZ73EJW8bl1GhodCFDeVu+/NXaz+flkp91AUeD2xual/JTI2tEXWjSclNuzGMkZRXeBXZJ0SlZ6R17g2P60jvQLUOOqrqzf0zDAimjK/gJxAw2/KQMl77R4wip1DAYuu8qinV04EzBfUdicxF/H9oKdmytiqnkw/J7dbMCGW7FZeERYioPmcLgqvSKRS1ebfkvLTi1XsvB5Pl8yYDPaUo/nzLWWdpwXFKdasq14/g21YZL+hc+CufRE+OTPjqLZgr2xfL2Xz+rXwuFzEUfcIWEjgCCUe8a7v2CIpHoNJ7YzE1R4DamihKjLydqwgKY6RNAIziGVr+6S930aWjLcLRlDIvL0z7HMNicYzq/QXAwUJcr4P5lkFlnZDf0rS1CnS1lSyCIzatMU3PosJbQnsuUYRq4MH2gHIaAi8iNdOh0KKqjCB+bgCjA681ox/QkmcfTUh71eScj8Cb42npjF5zqIB2WPNjLUqrZfsNCLiELWyQ1cGUMbCtWcrzwI66w85SARJLT5YcYnI+5H80okRwKva0DOp3scGrRXXN3zgS79Gb3ufuzWB/YdvnD3vzhIG4aN7gogPXb51Iwej5DFv03WzgiZWHPEurTBiMz4wjVj2i6jd6twomiWc4VUrUkomDWCAGzhKBI7ascJ1FOJu7hpVHJTrJtp+qias/l28XnSACCT1ujMuY4U9sJvtVs7RqQw+VRcMq8aBMzPHYkFoDV5UJQBXnA/FztuN+61wwUCSSgsD+QeSjgMcMv3Plf+RsqwjY91Ynau+D6lvQwTUQKlEEbz1rdcGKisFiG1AHkMKdwtctmF3EJijUjan/SpjjrOwYTe9aqsDqG7xwX1/ID6R/aaf8bgNfdYDnejP9InjOi9godMmPHpR/7p7nyrIDQqbOG9pzUh1gPgvZ2xCE6MD9s8GYclnDiVD4ixdD+3YUxqgIJEIQEfqTU889SZF3DtgUmEfK+Mu4eYBJlZ2TjPGGow9nyltZ5OV9jqJmpUMmOnKH+8KhcyGjMBY0+t4+kKI9k9zH2jK2/O04pXyLzPIZima/FxSyGBFpSAGYdMc2mNojLILAnLCfp0pXAezkw5QtrsxWz82xXPSYD40K+j9zWc7pEjOVBE7KXxBtX2QqUnyjeg/ixMlXUbCsxoVqJ0akpeYHLNG58wO0B3p6FaQY+Pu1yAhJ5R5voWEitcK5yNbbqH5WCzgfxZalkjXp8I3TtgstRqVNZPJrNU7Q1A+Aom3ZZIGCGUMuhWyzynfrhDQylLOoVWq+o+idj5HK3veu6VNBq74TiM/75oPT5CUeUVe22zINk23D+TujKEvyUKMxqow/oBnnZW1JAPIcMCvEMBMWW7zFy7iM/mYYu95PYLz65nUs+PLmMg8EE/VvrjibJ1qnnfU/s+EuvayIiqF9t5Ugs9vv+F47MOsJO+6WIE0pkUhY+aNqlok3GODPWW2F8l11gAiTxRcK8fYC+Bv0V/jAycLV6PR86fLPltZG3sLoMtwVxyRJWX4HTVvF8e9gtI/f6/ZpXk96Hqvjz8nB/5mO1wUAMzgkWpzg/HZVF+PT7aokWoCWrXwZB6eE1dp8pjp5aYkg+9kt4PH3TCOSZWK7yvmiXIPq+0RRJO7YY3AieGXW2U9t7IGgiAIvUTck68aXyvM5zlS1R93qFXGiezma1EMCr3Jf9/puvWOReACpz8djfbxSDDO8O6jHknjY2eQEESW3l/pBwmeNKDpPmQEYIuChVgqFpX3Os0oJA9bxrX155yf4Gk6tJ4Cny0rDEB9xaBwI2p8I6HWJ+juFhhuZnwCKGDRRDNKupO44e2UBsWuS4633lOk11eAhR3vb5K1P1qs24eYUC3iC1VZbazH4lMMkRKrZMYtmkojNIbkeOHKELOHidxZrNgtmU1ayrZ0AndEv0+H+SvVL3C5vTxjKc5EfERRxz18OZGKM9IHuhkg5wzzoPjhWJMGOVyFD9RMzbB/1uc+Ue49hrfWD21wbPTcyGhidw+sL4iCya3+TxagqYIb85MJltrexFriDK2fcLPBA75eYoFLxQYHZPfcUIqpKBZuav4/ptHvtZ3UzdxhCk6wbwuk4uuJfsl+DDUfwb1c7JIVbF5S6nipVXy4V9hWN0Cceql46nK1y17r9Vv7lX4kytAoK+PixsdL0NorP/VMW3vSOZ/msSwQ7XxDH3TgztIM2H8cpKmRYHoNZDdnbSxWkoFhDlVjiH3nFiQhS0dCgkqYy2s1ZvCOVXkmNeiRPz2e3RNVPul0CBY1aL0zfwUjs4tKlXA8JZssned58Wda2bNRMu76AtFYtM5/uZq9ENKKXYGhqDiKYKTlDdrR54whQ6L4ARvz7swe+YS7pxx8txfW0JvPD4oER+QSW+TEZSObnLGyIPFBL7Y9FYj8E8yibM4V5afUCxD/KdsutxO0jM3ku0PrWVVsvdYMm0Fwb+1mYe3jsS0pOQpUr7C1JjSIfQV/haGFCUax/Mp/EDZWOUOAOHnvS9xhOY4MMRHA1wXknzbxtMOAJeeb1RI/+aKo19/zB7fPOUIWG5n12Dm3BUKGnM2V4wTLSCJCde+iFqnhaJtzz2GzdtyeRQ1LMxmMQMrj/qNDaP4ZvxCL8kAA6jI8GSv8QuFHTsFOGzKQHmofr+D4ugOWZMh2HFgu+dFPYSn/tDxdNCoEQloeBrGh2hdSpxUydgdlig1kIKqiF+rMVdAbIL6RZWju+SbFReFAg3lWKZ7t1NJzxcSo6LI3rlDzwfBIZCD5fKlorHGg24je/h6uHLQc+/YPZ+zJu9TR2XuTzWvbJwlkqkiRdlacip8m5XP3m5zUp+trAmcVNTNFY8NlbDhVWYY4ox+A+gXISoEyjdtUNbD//mUAnvAYRWYz7sLSMRGyIscpL3MSKODOQYxHkiv5oCJbuxLa1i0DSotIsHHhWMu8n86Z+KDV5OGXNgs95IZcXq0ZO30SXXu9saaDsw5mmXC+1wVdl2QTHZap++gHyIeeQkE9iUtWQ0Ea32OGQFDX8Oet9wQ31OrwIHixsNDE8JtYp6gAoLJ0wmua96Xg1Moqmo3DlK4gC1v8/GYb/E7binOnkI6exKQfYZ5rMB4KxMAMvFdibN0VI2HMlVPMTJihCZluJn71Ps0j4iMO04wtJlHZr524Mg64MKMe9OEg6vQSHkcuqbLqyCYq5f7UUzw9omcq3KJe4f6OjYhAWKQudJrIdqEjYeylOJzVFWaebAj8dhZj+1jM2qG8LIj/7k/KwwrHCFPyFqBW9aRT1SOV321fzz5CIJzzIqDtivjRAwC+oD/IEf2JBzWm6BlQg/xGJ/PWiP6km0HG8rNPSXNXtewn4wrJw6bWj76xyiq+AtwSu2F0o3Qe9ooPd97O5w/3hrU7dtDhxREulDwEiRo4TZIL8md71VoCc18aXv1TjZxvKiA8AJiqAmDJwQ7Ss0nfFhK61iYNgQSXn0AdWJC9ZIdQ+4nshHzdHcnztdxUlEjrNvxsVYkHvhK+ZexCbCfaCJXCRDAQVvEZL5Ov29R4Fbo4lHl5Fr5v/+5ckpbX3hVPxkmy1OUnLx9/khCrxAZkkmh2N0dxBIdEHw5WBzqn2MDVLWB/0Vc5A+EYOcbbyOIp26eWif26Wp78VC29vhu0lHTy3cCqasFfHC0BuAxBY1olGYC6PAjZrsg/Q3LgLOtRMFf41nIl0peQHcX7kVILNxcK/VIcI3NTFbkuiYt4QJNSQbCqeayXaX5JRLWDjR82suozaiXvBj8zw9whf/9pqrqe6BGrrMzyJXHDDH3DH1efNnewHR5fZCOPudJm1lYeVSvjI+CxzCdTQtUIIehr04J+5A+OiqBSpA4DxuZZnK1RqYjplGN+aOyPTSmkm1/vIAjexUPRxkwKo76nwbeZMBMW8/i5c4ePj4/0fYbP43yDkTTGBzTCXsiIzajMWIKz3L5vEcB2PgzFX0Sk9nsJVQEwccFlW/Ryih5ZXDxA7zJp0d92kjbR6xTDMtSIbah/Rga1nxSGDTW5xQw+j2DikHzqaEHMEkIcmex7DtOyzdAKWrs5BHesSCFsIqT/rDV1VA6wICNnfX7+LiS/UawYugxO+8u4EHZkLIdCoHnmTXRv5N/f6TrknW3X1S3ZEFP5JGutPIYB3kas4lAZ7laERkGbOYiT3JpyMiguT6IukrmypkawrvRlUxTjO/krUPKRBz0uKkn4izDL2NghKbh6JTVC6IREAHbH7OJS+Ppk2b9SXnZN569sGoHY1xwaqvF2XjCncrUkk4PzDxkGLJaul77W3xqdfm591qnRmxYQEun8PiGziIpw8Wp6wuqaux2+AZpnbdb+GO/6hSpxUdxuYYIQlGg5mQRePZ/W6MUvIINphHcz87vmbLZHAK6uDiUdtOnpYDCuruYW+pxVFRHI/J47QGHQq6qdpuPIQudJrTX2YYFIkoa2HdlgIwsqBLmz0AM0ZFdzBDWvUwAVho6BDG3RKcUsm9nGRv5GEjI13azt07nMxsgTCaaVXDwm/fZs79CBMqrBmgKG+SbGAaTRxQgY6U+Jf+9z6WhKtuy/ixeZ0QL9yXSdoV7+ZFw+Rnb9X7voUtd9fDy9PEbdD8AUmt7/8x9Ogq0wjFBiJgekupFDlvayTOKlasn7nmfRbQn/94SM0KyUdeBSqoHucg/sP2GmU85gvqRF/EQIdD3iIoFI5Ehc+p8tCZ8nKvQ/fqcTRQYK/WseIEwUhXx+GWWU1Fl8EMuR/L6valw63NncHyb6N9FmA6Zp4uCldrDG4QHtC9jbJid1lyQDpLHMaDW4SgtaFHC3h0aU0XSkIDYzh/paf+xBXBiCRM7/ilI930Yz0Nowbvd4ICs81lJHZrWBKPulKs3jqM8vLfN8WpOPg2eCa3OX2fKjnt2pQ4RtQfPY9lPwY/RaIODC2B+ouHNtQrZduWmG5Lp7MLq1l5xq85MFJWS8pIV/OvLOTxA+q75NaCSUHmDzkok3buNHOBOVitNTiYlJilSRI3PQFDF7PYvhUHlhi6MfhE+N4CzhaN6TpLJ/eJ4l+H3p5bLendVRwbJySbvkcCel19srtyaVvMcSKRAF05gSU0fyJxQAxNamoFYV0A898mpx5GG9SmtxUte1liaU/vnvaeMFKjdrIQGW0JVx3TiEuqmF6vA8gLn8GDS92CC5oowSyYLuoFcxzJp7wj1fVaMABZ+qhMrILKAj3WJ/8q/do7zEBUasC5PAPdsQa4iyNoBmCUjRkg8O/Kq8j0N0p9VC6w/T/RJzZCwWYjPmP4VAgnqzOqcLBxRRoZg6scbx0VUh7HsooBTlIyIFeVmAcHYPBJixv8Vc6H2IDMwut2NIlwNPxcaBRGvzUnxjGZDL97jnrztG32ZAiucTQtVm1tSFtMuI8+DVwP7E62yANYKnxR+roBHWOYD/xFO0N0VtUHyNr+F9/RkNbpDYucghT/Ae9qmYJLLgACKaEoSZMk4i6HkKs1jBIxAUsl5iu8KkC0VSy7yw0EBOB0tZ9hGn6wcwKBv/9Lja8u1weBUFmZNJ5FuyJW2Xq1vd8ZmewCfLXn4C4uk1uFSiBDlYRKz4dG7wO+3lwOSOtPyJGIrH/DGs1OR1U1FL2DXCVDsgxMsv1ZNzlcwtkFpdHfewNMt4KAd+3ZQ8l3rbUVfxGVBWnYUzaa7Kwbs1HqFYxjngc+n92YU4TYiR2e81IubNMD1xZfXxBdUGc8+77RWIT+bbszeRuiFQKqw/BP0bxX4puwKtlGFpsITNIqXE3OAD7gkLEklaYgMMhshi/GfwIb1QHLixG9pNvxnZOZ5QPB4MK2hAVlvUMUnfjai4yTGsxM/dBIUHsJc/8onvK4qZPGYDGmXlv+LcHsC5nQDKQkQCBEg6IWl6hCsn7a/n52Ed/r7bahvxkhlu+CqV4gbArCIS5wC8uT017DALXVNg9q0y9PgB1EqD9tjJ4V6xJBvzX7NlLaH8fOFC0sZFxpGNRTiYzQlKTyOtO/73+m2x1vsQp14o5Y4dDZ/NpyTZ7r2vq0+a3VIg5wawg5OhDty9J0+UChrnOI9Nu+i/JFQ+t4eaFkaSVkyPqB+NgvSn+7OzUVcvcDAP4dT+BGcBq4quii5msxVuo/Z7OS1wYlvUpE2q4rP8B9wNFi9JBd7wcC3dAeviizjt99BTPSmamXY21Ur8Mg8kgB6GTFdbXdVUh51Khq6ah1hO/ywzNiqEqBUGwvatn1ibQyfpcPVsImtgCHg2tMQ3fF71Jvm7weAUSOr+uIgiz3xTL4b1rZY6F8BskAUJazdx2OO9lQEifoQtQIIXqJuOgZPUm2zhJp0wFRYvKAXraykku6pCgc09+4q/QVKUcJJmQ08jiC+a2m4pWk8yn3z/02dOrVq2klhe5jIg7XdhnG4gchE57yLhMcj+FuqHsFy9n3LJslMdvC32VQNjXzefsmZQb+qpEIGgk7RqwD825fgce+UPTW0vm6Lt4/DYMYY4/Qe8gz5WBFqKZ6FvOfWq8l5qDM22Ysnf+wM+H7uW8s95wCyZHSGuMLWWmC1Op0vuWmzguuXE5h3kRr9U3jId2nHgjeD5lJ9B4oC1T20JAOxXZB4mzVdIeryGpJqeK7RlaCw41F3mWRQ6uGUmofLx31yAnm3YHamoj3yKx6a9p95TWoNKYDCdlKGG22wGIcH/teDgVBjtpfD894Roskq+L4tzy1HmCqLozNrPDIo0rgg/GrHaeklBegMUyBhNXDkW0MpLtR2bzu2szRWKRPic1QJLUCTpCP2M4pblI4ut+yANbh15yQJKfYXsLnrdILlpCYTH50xIsa9T+lorjaeDKnfEnWtBQOJjXFYWkDdWOCae3veVZljcy3yHtbfMP8/PJR4T+qJ16K5eVo7/eV30EgmQ4ntH8Vxxo2Evyd1tGKksP0GpdT1SGV6nc1RJWf+LOcBBIslIMm4s9OX/LgQNYpPhWH0i+Hax5ROlbonsaUzUiW/LDTGOdVfSTVQ+9PWXrFfKDes8LbNdN08IHQddsd3iXnwPdXf3OnYis/4+gJybAJjWFRgI4jNhq1Kzh0RoXiHjDwVn6Oic3msNwgrumqCcRIA//Skrkij9RsrkwX1KyKVDCSNQbPM5B2N7JSAhnKipI4/kk8xM9Syu86BR31w94zAmy6zVZ2kKioMTYK+vmKfK253LjnbHIBlzjk+U+QyLnRnWh7IfvbSRfgZ9F/Qaj3xtSpxeSkniqjvw5T+za9NdISrA7tmg1QYXcYXQU5NwXvE0xyXJ8hBlXCirUooy8xfaTiW0VgI3pPtMWvy9ml0T19xILw3bRly9MYDhUgD6VGn1sBryYVzDg4UkuN8qW2dA94Wap7pnsp7LlOz04lG3PKdkpEMHBmIDn4fIJ5jJQ2f8o46XvYSXpZXKSHPhcAPgzRIciG0dwZwYdaN2j9H63Ax5uBmUon81jumCvT8ESxeTHh7nH5xskxRlF69yvJqkPc3tg4TiqXAbXSN5hG2/ujZMzPW2S3N/gcQPUVmhWPvBV/LadUMyOFJAiM36rRiy2ntx4cGjvBi3NGJrjXZS1htKCt6DGIaJLWOdPw/zgu/SVBb4t7IiCt3vyP2dMQTLJ2N29G/OevfCIgeqy6Bt7VxorYGbDN9RbNBCTB3JITprqH5oTB0NmfLfU/0BPZnlj0enplmmWOyhb5Zvop7YGQz8uT5t5Us6V8jqjpNVTUnfe7aYXMRCvlDjs2rBkDEBMc9mCV26/5seSfkjZMll93V0lWCEgamtKRSeMi+3e3d4xf2EsU9R/w1LCX/B19qI8PjmKe5AlLBMtl2ZCHQVwMgjc/t3n30YrUaYxe3+MwGWeKka9hIG6T43kyLwkNcpmzBt9uC1Kt0JLEs+GIyTpGFBG/ESke/xsJkeLLO2A+gPbEDlPC5ZrsaeyWb3tWig3gjGhrNLoZWWwk5R47yeeIR3FnZhwV+i7YCFjf3yt37Cs5ySyBitx4RMINy0Z8oip7fFV3EMZuWsZ7Mj1P5szew2n1tbhOk0kWSsCsJP58qC/ljxA9ZHEUVO2dm4LmcfCueDuGJlsxZYKbodokUiimTyCdhN4IB+JE0b0lZAsdD9aBW9dm65/bg+6ybE0amhwluEDW1ro3Ec2fPwWvuv5c4u1XcyJYa8TA/cJ2paD9TOmckHxzl73+XsH0WAzvsfsyckyFAB0a0gNRNXKThG2univgO1wq6zSWbqvlJCUrKx6jG3cMKVet9xv9Fdg5tidnvCGREe3XfXBipqfJl8+ejpMGhIb4QFFwaaFyMcowuAczG36v+HJoAcWgsNOnWFxuc5B2Ds0irZVWqsUWnjk6e+JLPsZO/6D4aU9bOcIC8Fto8xI6JVh0i6pjIh7RDR9tHKW9DODtbCTCMvDT0Y+NAclB7GZ46jshWRoq1tQkJ9+L7wgPIxsSViRP25yx/VXTrHkxh4RAjB9OOyYB1zU+QNh695xeBYqauMl1cMDTjVHf39T07t38WIcn6V1hvr+uPpvF4t5VyS9hP4rHfHrtvimu009GwnYZxGL0GZNKWWm5V9Z/UJqxx4luu9f5mhhAvYTlsAdQcVkncakXUQgQVeyPHfGsXipJVz/+tLHHt0XFNP/ibDL/OR9kYiLqZVJ/UsqRUsoQnI0Gsz3j5l4IcZEjd0Dy1wdhB0+T/XFk2MsIfm686Ndqw42B11vfK/SF4bpNBP10sAkR2eqU2TJr15fFSxXZpy+V+KK87X9be7S4saCh39dB1P4enCZBqfuk0RlBlc1edoi2w+DXRhlXWRV0URKuhAMqdxe3W9Y7r2A1tPtzp6VCKejualAncUTBBiXD8/NPISfXQQ6Ls1CjcP+D/X1Gwdn0yqsAC7pMX93C97LbjRbD3a9kxUY1F5qdWvAQN4KnMiCoelZFEoCgBs9Fnvx0/5kJ3u7ktHt6U/kDdfyUBAWQK8sZvpS0Fmtlf+phpJgBt+mQj3ZuWVizAbUab9JkgryA+QnXGjvWCMib4LU7G3xj7vKhlGSFjcl0wh78q6Q4f+XTnPGaM9xE6X9+zgCX7dEbXuytuCn3FGEShGscY+K35hBnRe297H8cAGHMMtRXF70v3Tt2Axsl6h3Vm5ewuMRKrBalWafSYeMJv4lXCYAH7nu2HJTyt7IcNv2IWRBef272rpqtra1bnOzENztUypuZ5uuK4nDLIeFgjJe3fKHpwe2dCdzYz5nERrXGAH08eX9gKTMDMl5X8t5CZT6+UIMHJ+BxV/59rashWBG0q7PoytUdL/aTD+JhnFJytv7zHw1Iin7dl6pRXr4PbT5pioLy+9iee4yNKhURhxH32HasWNKz4eB8GXhY4TEv6z6hDPE3rR9jXzkl/9L1LQSomBwI9CUOsj+ORZVZlEICJukSemcfQf+fv4v/jgIdnhP7wNFzyoRTZtk7VMgL7e5RB/8cecAPw9jtZkOCzXW3q6K0leECAZTRkX8D48/i/+e0Hw0jDjolU9OwlqZK+Mb4CHOaVGNu6YHsrOH6ZAmaNNUk1yPs4IW0tnDlR3idE54ZlgLp0ecvkpMlV0f1uDtKwjMq5P9tBFBNbwE12bXDvgGDingU9GnqNGPMFdOkiA7sTEtde1iXqPGSVBUh+ZPCL01QmItwvmBXfxE97SQc6OcurxPSJJVTOSfElZKA/dfQ8dCkEGEH1KM5UtIYsqW9z47jZSpLxRMUzCn75hkNeMSZQsbOZf1d3LcjeWKnvNt5wJg0p+/pCpGYuRVQ019r4Ittprb1geYCSsPwzXKM0H9AUSu5FPAvPG8ll6XDU3dUfaSgMRoU8iL5iLj1Upf+bWRMQ6pTK6wqQx4nVyJiLw9+AmNQNI8hu/8gl/lm/0t9Aa5xY4NGyJNjQkUg2F3hBownc50g5fv+k5cbZmtfR4jxvTTibCd4SlaHw5KQDUc+wtVp+2aehk6/6Kw+G0W+TvFsEriwZSaje+ioRfgnvaOdgH6oc+0i7bcs3Rn0yiAgjraiJKWcGzOcaZ/JbPw1RqDQnBDKcQ+MKRmTEoSz+mk6l1UDEBEDHNZxVZMSpKKw311y7SyvHTWj8SLNYciHLosZ3b8XfuQ6L0gXf+NtFA7FfutkB0rvUO1a+5L3vSdB+8oMvz5T2U3+xkNu9AXM8ppFs6anoQGeaxJsNX0zHAwuG5ZnEL++Pfa+TQK5b0/eMYDsdR5B8mAJR9qow+GB4NHvUzfKU8rUwEOXfgqYSfu6Zwx8a2jlavXDcG+h6WcnCjEPPbbLUdU0r5qk5WFHb9STRTefSnyY7oXxJjEpXl8Ya6sg+j2oox1wvm53bQs1I5FBZaJ25xi/kS4nPqKelaEPg5XLatqu8McIMEgH6rkYdlLHmghXyoB0i07NfMQMv6gOMytuHahfekAPRwSGsYSSj7yCBH2/XTIBkfE+9pIvYEJ2CpDKIMN+ZtZv59j3a+sDqHGu1k89hP3VE0uD0TY7OSL4T+vu6v1bYxIPzDvwq5WlTA8UaFn3XvM1lDyxzwjuNFcIE8Y8x/k1YQG9CL/z0KdxSg4wxDNHFLTLfMTeHPDteTLwEaxOYK+wC8h96w+LNWKYXQ15inD4SsaJjfQ8cUtoGVNb7OlfiIDb16wJUh3GY32aQKBnsXqi1GuDjrPNYCy74oXy8amq42FTn3aOxi7ALi+LrSc8crW9CHw6/AU3jOLEP9+sfBSUXPV19nF7UTEEXVL5o0nMW3Bvi4l4wRRopPBGt26CW7s1pxHZ4HzZ2bhh62FmKlW0XcE/jQ4AoxUiU1KfTJ5EZhgIBtmoXNMCwgZyhS9i07jq0f1kUlJq8vN6iFoBYIYXop+XHZvAAVASing7Tx0QvzJD2C3+e7nOasCYxu7v4TiANaey2l6K+yDrzqm3To3JxPjns3pWVfQvsb25G7mjlUx8a9msJsoDCdQqk7ryT6YYCplq0ozJxMroJBU0XxPM+jKFZTaSCZmiMgTjNgsIcb12tRT4OYGAdMuB7ecOMuqgZL4yZMQV/IeMFzB6F7xdh1ZCLUnT0Ltxb1Pu8vbYY5NFAIj7iajWz+znfIFEIWYgOwerHKxngIDUeMx9VVzPCE3EH6Vf7uOG/S3+/EXCO8RIssv1yNHvYefK0Qg/imF2jyyuGXc4E70GtoET0BTejE8hXnjGaXDWBeph66aRMEFcx2fmYuk1nuN91tWgHX+OhDtIjUvhI2TYjIkxlKNveIq5X4BiCbIJlZ/0m4/HYlTDIZp2zGy/SEOJEAw/rWhj5aNcCYpchUra7AZGSk63Wu1O1DZXW8PuDCmHcMcKHrTBY3DD8Q2hQvEGREvLb2++9ICTYa1vNdiRWRha/Kyi5F8+mq/zX78vpMaUQwbhhnYugf9TR0GaUetDGS20WexByyiDgquMi0YDF8h4qT4713sYYnXgAly8Nb9vbbkQZTAU3wPOgQ5fhqeVu11IgIfUg4tixgceI6E9C7rjGYdcmV8cbT4FF6noCk4KSk6Hj8/Ezd+dahXJSXN72pKchRNFm+0Wbffmp2Q9VTnd4Yr8VMwgQvKF/uIcjcEkHB28spTy5UuH9o1oHA3/lXuVNsG0GTIE+I3vNBv37QdKzQxdRlhRdhajAtcZRv2FNtvoPKFANKpjsM0TCymJuB1kN5xy8xbPlz698qXA6r2rdg0HkMai9dfy4n1SV25Q5pDltFim5Co8C5ht+zh0lfKRZ0H9EJudzPr2F9/kRBpByRDLMJKSXrbcJv7OinjsvDLhYhhLGjTIA6oLl3rD6FV6DntCaRwjzbFdpe56v7KIfm8nxXKEym6tiYKwHqxr52by8Abz7jkYd4Mxxsy+Q+GcwfKFv/dtjtyJs0MePjtkXhz7XSNNqX014iiouhtzukjCDZQr9rD+S7LBpKFLrSAxYRfmMZUeW8DPqs0kZM8Y0yaMmt9mv0oASZc9hGXD2YKXZo88WbdWsVo+3DkjA6Rr7P+STOOMboRIHigO/iSPAoNvjQcFiZCsTS7EShLuzc+ddoQbyUF6EHQUTuspkCLtpqp3bvVzlG2CAwy97t+fg5U0Prx8/pQHIb6F9pJ1CFnrjuBYdUz7WXaflrxEE7nKVsyDwnRHCQFNOr0VO0/Ufh2wuIe/78bBDw5r6h6wG3TZ39U6n569X1166Wf3EkrzhsR0K46+haHBjfzneYNbHPsbJpqEETgX26kYS6R/yNiz2l+sa4ZwL/6dRDG1ikwOYhIGfHPFrQr2xID89QuRFWXsW9UqvPrZuka8azRycRj3lwQ34rVVqqp59HCSekewwyyvdFPeTKGolcC2w6RyrW4OLlnPrbCEvz7a1ryT76T7mJm1+x80r0zz5zyk+6UizPgPR4ieBRUiwv15qvZAG8q6+/MXQsE+4Kht5nXiXVIi+cCIY4GVVjxCkxOUZ5L/TOzLbQuofnP1EKt9y1FRB8Z6np+YKtjPm0kaoZedUZUARHk3PzfQXMuVYOGCYJWIUgpUHk0U4b+PlJAMoDKQarc42QOZG0bIxJnhDQNrmfUmo4qk6Mf280x84pW9wTMrjYBiJJx89wPHN6vrZkEXVfDexck1353ZRQkSzmzy2eR6z5YKFX7baVSrw8ApOHzzvVaaDoWMqXaBV0O97LSW8e8efEWwjiBX72bHnh777xHm4ARTxednFXXfbCTn+IJylrayxHqv8vX16C8LRDpd7fR9s/5N/j/0XdTJosWxBFeQgOrFhxlHAF+IKBrchg+2c14QkjgZHiWO6FRhdUQsuuE5mx36xigIDFVHLfq9DnY3yPdRkFePDo56CeBpB93WcCMXyoV9eQgly04KErGab6IzyhrS7oSoF3/nn3KxvnB6ylRqudtz9weILyqzApjv57eDcowaAi5oekRpnNU8vRaKSctaOlO84CI7+8pfRTZQ6XQrAIavsLmQ09CgcyOO1WLck0G1B7jIjKtk78dUL5R478YCYAc8LdFZ58UMhLdItCBdv+zqkjaYqbcN8Vl6EQQG8WI4a47bi4bliYpg6X8sYE0rHNP8qPRcidZP5BEPQ+ohin1QReVj2TUA1nJwyM5F2pRubaaTDDoPQjwdS8KDnSzFPj8ey2GmMvB2i2KrA7BYZbfeZZ5OcuZo1YFbvcwayyU+9qKsiswxv3ieT4JENqlueQ0WI0h+E27WBysJ39RnAXvrc0JqZebWMt2VtAtWmXSSjySURN0Muv956LbBBqs7qM6+1+dQcp5H8Fe/AJ2lwNOBV/bRsua8GJpxfJuoSpO5jsJZeaQKd6ty8VycGGw+fQ0g9te4ctjL8+GgV+jrbcPG/CQ6dMH/G39WbXNA/fYJ+Km6HzMGMU3XsY8F8L2h7oS7jWJcpYDu8/qn1FAsXjjnymUIHkJL0w1aofv2kDtMBF5OhZq756fWlE4659JCYgt+r1uEIIT6BoPmec+MqooJw6NlOCy+AGXdEXF5mT7aiEHXbZ8wAGW4eZ34VNuteEBE3QLAYr3zYUcDNAvNOysf5EhuhXAbrcKoVizAIPyYr5I4FHdzvwlnPc5VWP4rBI9CxgfHci6EkjqG+qkoT0RUWM8blgXixsc+cZT6vOG+1TY49EEZg3ysTrN3ryJo6UGDKP+iz5hodhrwe0wogzb/h/ld5SnwbqGyaOrcIxpjTHsHvF4s+ZkdXYZQ4uAleV4Z/X77O6BRm0IF8NTrQr6iORVHY0SO6CrplnPEkdq5tw6rtH7qYp4wc3aHGcpsRpcQ+WeJyDSbpK5x5xhYyGBGlMtTaqiJLEe6gEHbZcb4fvAVyBs2yjiwxyhBNSXff48jIA3koLZ4fT6p+GvBtIfOri40peR/O8xsuZ+moxoA/IxumdfITILOEFVdfw32cH5j+M8CjnbPkeWvlrUiolrhyoLuLacJtYYfByMWYMZAHgYylz6nOkm18TjHT7b//PtM5NW/A+lCM4qqXNeC++wncSQvd2hISZ+nxrFkgqA91hvKRlkzW969sl4/gjWeUDOUlw1jy+8Jnkwc0II/NaBSUgl68VOdlA6/7Fbz9lru0l8h82LduZ3xc+Su+gSJMGi/UvRbQB7LX1gesuZaUKAlsR77/A+tppPy2pIumqx9zWMtw2Gb0scY/+j3C1GGW9R5a6ymgOt4nZXaGtOfHzqeGsIaYaUpk0VkYB3DuIBDnBRbyIDAW4vN/SG3LYaUu8XpLjaW48BJ2w9RE7cze270xfdS5MBoQ1tF8GEjXpLtj/GFnJHjBVEQKhH/mNskxHM28aK5Qp/Sn4HgVGjCIvrZ3O4bPx9Kxmjv5iG6mSe6qL19KQ+robtNTmaOnaOSxJkpZDBGwzuJI+qSjjPa7FegtQO1CvEdzD0TSuoteNxGTPhL9nEdv7NN0nEKZdyvKQNFWcp5E6tAgrwc6xbGHnAXi0uf8WsqpLMMLKulERHxVcA3AzlWqK7Lb9AAtE2eNzeJBVr9oXdCEp/r/gWlcf5DJf7Q/bP1+LkFSDbn15s03tWLVfo64tgQNndzmEoJ9AHas2HTLdGSWJCsImpydStlIOmyGo+5HjoQYuMud9dSMUWIwEj7aF4/j9gaMunjIv/7VxP1tB484wXutltvItk+iXIXs+eR4WyvNEmrIh+nNTLeoOPkCCPMrXREF2p0hyJyC3u77mx6qEkOSsq2re1OwwjWuYcAPO3XlA0HO4/FfBBstJ4dNYKWIBty+Z2vy4YgWALONGWgnEM23N57JWyoEInrexTpQUnr8xxSP5CAt6Ktx8Yxfg+8WhQONfCeoWS7WKM6szXvRl2XPUVsf1JzSFYtNXrrdiSiTxW/vIe8DuuNr0oon2HYmwIjwRBMd+AaJQdraaVHaV272tqrbjqbvg4ujkMYXEc07QHp4LMrkqZ77ZdGl7mYqU1vhJ7HSiT5Ig2fRpaTIUD98C8DiI/AEdNsagGUr1rTpsBe9enNCgEaKUbAEHfmYMU2QPivDd3l6DljA6whAr+LR43U/ODZNC8ee9Yvl/15NB+dwpGNYg0HlWKmpeLKsmgdOeLYFlXdB08OugVb8EI43vAcLEdfg/pI/DgNcFVxP5H1QwWeJ+V0khlvjPTOqUaQnFI+PyxN3AewfCEYhfShNXPPESyNpnxb/Prm2F3qFxwW40bx/e4wbmIR120nLQk+OWGweBw4Vxe3iL6BzTkxfIMvBFAXUMaI62K5cAy1076h75MJr/XLVIy6STjbO31/9kR2CQS9CjZ3l6o/KZdFALwDTndkPTm1blD9fMZUg3L0yh/imeBaf7hJnukQhhs9E4IPmX15yQw8qXafjPnuYZDIOpOMJmaONufuwEQnGRDTtsZvF4Voi/jcNAEnletxwgfIC8m++IdJRnQQM4cAAU76tqjhdH7e+/v+e6JM+48rtg/Wfry0A36nnyh4QcZJdUlenNz+DmXmOCH2U+qZiwrZgHLDyxNieilWpW4oIPCTUeJC598NxtThjR6BIebj1g5u2UQlsbQPGAXasYSPh+bhB+arT5NZ6BV6fxVZJfEaHI9yt/BKs85HSg9/xYcVwMCuOYML35sDql74pf8aN4b3oHQSyruypi40ZaLgfH7OKp+OEXdBunq451CJN7npNc3urvsZSo/tHNffSsa2TAK5npyurvhd+1n4fmft4udgB/AX2K27Du6Dku/nseUyWCz4psrft422/SbC3GQWVEF6jxj/vuI3IYC+vM3/2LLln54WLrqTkuDR1UciUGJAgbbBNtfrvUSWJmy2llNd/g62RJV9B2avlcN7TCxXWJ8Yh0Tl0//EVVV9JHqbg2qYG6lS7+kfB1kJ5r7cuv9jpiI8CQzjdI4eBTiTH6SuT1sgtKueLtd21QoJjs+EM5+G1sc1DwIMpkysc2uDEeG3APECdObISjMI2rJQgo3P0jT/6b3Hsg2plPQKeOpgRXxEwTblx4TLzHaCTyOtDs/QbadgM/t1Yymz+2m7on+d6Hy/HzloMc5yLxoIDunqYyKx5PLEbNPDFplEk8bmjoivjGxCQWIFTSdIlsGkiQ2JUsCFCnVmEvg3Jq179TAFf2vnNxZqSG4x+s99cIzr3zDVNebD2AkPNycS7NTNxxztmfXwaK/Pb/uJP3Nekpdcoo8nOHlAmPzHLtD2S/eI9t3ZcOhFAmlW8o39iPAakhnpRvbf/AVuiUqCla43CRol9NR+YKKpA7vhYa3WAKXs+9W5Ro3JIwbJHx14OBQ00GDCRtfflSpl5t1r8XSTy/uljyqKzUHVFxUxIqU7Jt5JtN3VtcGkfUk8C9BUAg8Kw1B8PZu5ofbwo96GaTXzdbZCd7UztiBX333HJCQbWmBzaVbT34VyEB/fECQKLO1bgP3HLUe9GZi1K2hfJ+V4xI3iRTA7Ai36fVUbWfOy+d2z/egS57lbJMHD9+d6bVAE1OVIrcZ8+cmCSeiiszzaIrN7G6gjP20FUxIVtkVfDRdQSaYJN9T7jCpy/lQRFdbYKhN5VpcjHadecqmJUhwWYhJUjVVOSb3AH8gK9mm7xqXZ+kVsNrCACBiOsSkP8/SxNBHdyNfWAJX0o8jKRh7AO1ypm3kv8SLcI64Z6JWzQejxzu0gs3uiRKhdgYxMGa2mH2d76lNLVSpVXl5EVaYShohPtrHnGFO3vT//LvcnYes5r6tuOWNFu0MIFQyFDFPivKDHfFd2eb212QSLEQTu/dhuGTJ6XUENZKC4QWupBoD4cqQaOoPT0Bi5puR/KTBqjF8uOYTn66wYVXyAI5eyUGSIy8x4pEiIJrsINiZ1aRPsl5W6JpMgWS0uSBtQysj0bKPIKorHqiT1IoWTSwafKEkuGctWDXVbhWEzo9umio5U+88+A/eoQvrT3Hl0OE60aQrtE0J/T/pDjY/UTL7P2amSn+V98ykWR8m/7UHQLHdu3hNKpJR/9mvW8+D0vfM4bCb8tNfABPIu3/BBzzNvVkK4aW3fUZ3lWONiroy+wz1qH0RM6PP1iGif1nS1gVpGabx0sb1tXVh7uWGIhlphy7HtoVBDUIse3o5Ny+xtLmLPkTZxkS4dJBhQAA=" alt="In-place operation coordinate frame diagram 2" style="width: 50%; height: auto;">
</div>

##### 3.4.15.2.1 Request: request_set_wb_manip_ee_pose

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_wb_manip_ee_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # Reference Frame Definition:
      # Origin: The projection on the ground (z=0) of the midpoint between the left and right feet.
      # Axes: X-axis aligned with the robot’s forward direction, Y-axis pointing to the robot’s left, Z-axis pointing upward
      #
      # Parameter Definition：
      # Left hand position relative to the reference frame, in meters.
      "left_hand_pos": [0.0, 0.3, 0.8],
      
      # Left-hand orientation relative to the reference frame, represented as a quaternion[x,y,z,w]
      "left_hand_quat": [0.0, 0.0, 0.0, 1.0],
      
      # Right-hand position relative to the reference frame, in meters.
      "right_hand_pos": [0.0, -0.3, 0.8],
      
      # Right-hand orientation relative to the reference frame, represented as a quaternion[x,y,z,w]
      "right_hand_quat": [0.0, 0.0, 0.0, 1.0]
  }
}
```

##### 3.4.15.2.2 Response：response_set_wb_manip_ee_pose

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_wb_ee_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success, fail_motor, fail_invalid_cmd
  }
}
```

##### 3.4.15.2.3 Message Push: none

#### 3.4.15.3 Get In-Place Operation Pose Information

##### 3.4.15.3.1 Request: request_get_wb_manip_ee_pose

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_wb_manip_ee_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
  }
}
```

##### 3.4.15.3.2 Response: response_get_wb_manip_ee_pose

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_get_wb_manip_ee_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    # Reference Frame Definition:
    # Origin: The projection on the ground (z=0) of the midpoint between the left and right feet.
    # Axes: X-axis aligned with the robot’s forward direction, Y-axis pointing to the robot’s left, Z-axis pointing upward
    #
    # Parameter Definition：
    # Left-hand position relative to the reference frame, in meters.
    "left_hand_pos": [0.0, 0.0, 0.0],
      
    # Left-hand orientation relative to the reference frame, represented as a quaternion[x,y,z,w]
    "left_hand_quat": [0.0, 0.0, 0.0, 1.0],
      
    # Right-hand position relative to the reference frame, in meters.
    "right_hand_pos": [0.0, 0.0, 0.0],
      
    # Right-hand orientation relative to the reference frame, represented as a quaternion[x,y,z,w]
    "right_hand_quat": [0.0, 0.0, 0.0, 1.0],
    "result": "success"  # success, fail_motor, fail_invalid_cmd
  }
}
```

##### 3.4.15.3.3 Message Push: none

### 3.4.16 Dual-Arm Coordinated Move Control

#### 3.4.16.1 Switch to Move Control Mode

##### 3.4.16.1.1 Request: request_set_move_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_move_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # 0: Exit Move Control
      # 1: Mobile Move Mode
      # 2: In-place Move Mode
      "mode": 0 
  }
}
```

##### 3.4.16.1.2 Response: response_set_move_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_move_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success"  # success, fail_motor
  }
}
```

##### 3.4.16.1.3 Message Push: none

#### 3.4.16.2 MoveJ Control Command

##### 3.4.16.2.1 Request: request_moveJ

```python
{
  "accid": "HU_D04_01_001",
  "title": "request_moveJ",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # Joint position ranges are defined by the corresponding robot model's URDF file
      # Model File Download Address: https://github.com/limxdynamics/humanoid-description
      
      # If the following data are provided simultaneously, both arms will be controlled (target positions in radians)
      # Left Arm Joint Order：  
      # - "left_shoulder_pitch_joint"
      # - "left_shoulder_roll_joint"
      # - "left_shoulder_yaw_joint"
      # - "left_elbow_joint"
      # - "left_wrist_yaw_joint"
      # - "left_wrist_pitch_joint"
      # - "left_wrist_roll_joint"
      "left": [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0],
      
      # Right Arm Joint Order：  
      # - "right_shoulder_pitch_joint"
      # - "right_shoulder_roll_joint"
      # - "right_shoulder_yaw_joint"
      # - "right_elbow_joint"
      # - "right_wrist_yaw_joint"
      # - "right_wrist_pitch_joint"
      # - "right_wrist_roll_joint"
      "right": [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0],
      
      # In In-place MoveJ Mode only, providing the following data will control torso posture
      "torso_height": 0,  # Body height ratio: range[-1, 1]
      "torso_pitch": 0,   # Pitch motion ratio: range[-1, 1]
      "torso_roll": 0,    # Roll motion ratio: range[-1, 1]
      "torso_yaw": 0,     # Yaw motion ratio: range[-1, 1]
      
      # If the following data are provided, head motion will be controlled
      "head_pitch": 0.0,  # pitch joint target position (radians)
      "head_yaw": 0.0,    # yaw joint target position (radians)
      
      "speed": 0.2  # Motion speed: range [0, 0.5] rad/s, controlling the motion speed of both arms
  }
}
```

##### 3.4.16.2.2 Response: response_moveJ

```python
{
  "accid": "HU_D04_01_001",
  "title": "response_moveJ",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success, fail_motor
  }
}
```

##### 3.4.16.2.3 Message Push: notify_moveJ

> Execution completion or failure will trigger an active message push.

```python
{
  "accid": "HU_D04_01_001",
  "title": "notify_moveJ",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success, fail_motor， fail_invalid_speed: invalid speed value
  }
}
```

#### 3.4.16.3 MoveP Control Command

- Reference Coordinate Frame Diagram:
  - Position: Origin of the waist_pitch_link.
  - Axis Definitions:
    - Red (X-axis): Forward direction of the robot
    - Green (Y-axis): Positive direction to the left
    - Blue (Z-axis): Vertical upward direction

<div style="display: flex; width: 100%;">
  <img src="data:image/webp;base64,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" alt="MoveP coordinate frame diagram 1" style="width: 50%; height: auto;">
  <img 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" alt="MoveP coordinate frame diagram 2" style="width: 50%; height: auto;">
</div>

##### 3.4.16.3.1 Request: request_moveP

```python
{
  "accid": "HU_D04_01_001",
  "title": "request_moveP",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # If the following data are provided simultaneously, both arms will be controlled
      "left_position": [0.0, 0.0, 0.0], # Target position of the left arm end-effector in meters, specified in the order x, y, z
      "left_quat": [0.0, 0.0, 0.0, 1.0], # Target orientation of the left arm end-effector, represented as a quaternion（x, y, z, w）
      "right_position": [0.0, 0.0, 0.0], # Target position of the right arm end-effector in meters, specified in the order x, y, z
      "right_quat": [0.0, 0.0, 0.0, 1.0], # Target orientation of the right arm end-effector, represented as a quaternion（x, y, z, w）
      
      # In In-place MoveP Mode only, providing the following data will control torso posture
      "torso_height": 0,  # Body height ratio: range[-1, 1]
      "torso_pitch": 0,   # Pitch motion ratio: range[-1, 1]
      "torso_roll": 0,    # Roll motion ratio: range[-1, 1]
      "torso_yaw": 0,     # Yaw motion ratio: range[-1, 1]
      
      # If the following data are provided simultaneously, the head will be controlled
      "head_pitch": 0.0,  # pitch joint target position (radians)
      "head_yaw": 0.0,    # yaw joint target position (radians)
      
      "speed": 0.2  # Motion speed: range [0, 0.5] rad/s, controlling the motion speed of both arms
  }
}
```

##### 3.4.16.3.2 Response: response_moveP

```python
{
  "accid": "HU_D04_01_001",
  "title": "response_moveP",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success, fail_motor
  }
}
```

##### 3.4.16.3.3 Message Push: notify_moveP

> Execution completion or failure will trigger an active message push.

```python
{
  "accid": "HU_D04_01_001",
  "title": "notify_moveP",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success， fail_motor， fail_invalid_speed: invalid speed value
  }
}
```

#### 3.4.16.4 Get Dual-Arm End-Effector Pose

##### 3.4.16.4.1 Request: request_get_move_pose

> This interface is used to obtain the end-effector pose information of both robot arms.

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_move_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

##### 3.4.16.4.2 Response: response_get_move_pose

> Upon receiving the request, the robot returns the current pose data of both arms.

```
{
  "accid": "HU_D04_01_001",
  "title": "response_get_move_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "timestamp": 1672373633989, # Represents the data timestamp, in milliseconds
      "left_position": [0.0, 0.0, 0.0], # The position of the left arm end-effector, in meters, ordered as x, y, z
      "left_quat": [0.0, 0.0, 0.0, 1.0], # The orientation of the left arm end-effector, as a quaternion x, y, z, w
      "right_position": [0.0, 0.0, 0.0], # The position of the right arm end-effector, in meters, ordered as x, y, z
      "right_quat": [0.0, 0.0, 0.0, 1.0], # The orientation of the right arm end-effector, as a quaternion x, y, z, w
      "result": "success"  # fail_not_data
  }
}
```

### 3.4.17 Dual-Arm Coordinated Servo Control

#### 3.4.17.1 Switch to Servo Control Mode

##### 3.4.17.1.1 Request: request_set_servo_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_servo_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # 0: Exit Servo Control
      # 1: Mobile Servo Mode
      # 2: In-place Servo Mode
      "mode": 0
  }
}
```

##### 3.4.17.1.2 Response: response_set_servo_mode

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_servo_mode",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success"  # success, fail_motor
  }
}
```

##### 3.4.17.1.3 Message Push: none

#### 3.4.17.2 ServoJ Control Command

##### 3.4.17.2.1 Request: request_servoJ

> Recommend controlling the robotic arm at the control frequency of **≥500 Hz** in real-time systems to ensure control performance and stability.

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_servoJ",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # Joint position ranges are defined by the corresponding robot model's URDF file
      # Model File Download Address: https://github.com/limxdynamics/humanoid-description
      
      # If the following data are provided simultaneously, both arms will be controlled (target positions in radians)
      # Left Arm Joint Order：  
      # - "left_shoulder_pitch_joint"
      # - "left_shoulder_roll_joint"
      # - "left_shoulder_yaw_joint"
      # - "left_elbow_joint"
      # - "left_wrist_yaw_joint"
      # - "left_wrist_pitch_joint"
      # - "left_wrist_roll_joint"
      "left": [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0],
      
      # Right Arm Joint Order：
      # - "right_shoulder_pitch_joint"
      # - "right_shoulder_roll_joint"
      # - "right_shoulder_yaw_joint"
      # - "right_elbow_joint"
      # - "right_wrist_yaw_joint"
      # - "right_wrist_pitch_joint"
      # - "right_wrist_roll_joint"
      "right": [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0],
      
      # In In-place ServoJ Mode only, providing the following data will control torso posture
      "torso_height": 0,  # Body height ratio: range[-1, 1]
      "torso_pitch": 0,   # Pitch motion ratio: range[-1, 1]
      "torso_roll": 0,    # Roll motion ratio: range[-1, 1]
      "torso_yaw": 0,     # Yaw motion ratio: range[-1, 1]
      
      # If the following data are provided, head motion will be controlled
      "head_yaw": 0.0,    # yaw joint target position (radians)
      "head_pitch": 0.0  # pitch joint target position (radians)
  }
}
```

##### 3.4.17.2.2 Response: none

##### 3.4.17.2.3 Message Push: notify_servoJ

> The server will send this message to indicate the failure reason when a ServoJ control operation fails.

```json
{
  "accid": "HU_D04_01_001",
  "title": "notify_servoJ",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "fail_invalid_cmd"  # fail_invalid_cmd: fail_motor
  }
}
```

#### 3.4.17.3 ServoP Control Command

- Reference Coordinate Frame Diagram:
  - Position: Origin of the waist_pitch_link.
  - Axis Definitions:
    - Red (X-axis): Forward direction of the robot
    - Green (Y-axis): Positive direction to the left
    - Blue (Z-axis): Vertical upward direction

<div style="display: flex; width: 100%;">
  <img 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" alt="ServoP coordinate frame diagram 1" style="width: 50%; height: auto;">
  <img 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" alt="ServoP coordinate frame diagram 2" style="width: 50%; height: auto;">
</div>

##### 3.4.17.3.1 Request: request_servoP

> Recommend controlling the robotic arm at the control frequency of **≥500 Hz** in real-time systems to ensure control performance and stability.

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_servoP",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # If the following data are provided simultaneously, both arms will be controlled
      "left_position": [0.0, 0.0, 0.0], # Target position of the left arm end-effector in meters, specified in the order x, y, z
      "left_quat": [0.0, 0.0, 0.0, 1.0], # Target orientation of the left arm end-effector, represented as a quaternion（x, y, z, w）
      "right_position": [0.0, 0.0, 0.0], # Target position of the right arm end-effector in meters, specified in the order x, y, z
      "right_quat": [0.0, 0.0, 0.0, 1.0] # Target orientation of the right arm end-effector, represented as a quaternion（x, y, z, w）
      
      # In In-place ServoP Mode only, providing the following data will control torso posture
      "torso_height": 0,  # Body height ratio: range[-1, 1]
      "torso_pitch": 0,   # Pitch motion ratio: range[-1, 1]
      "torso_roll": 0,    # Roll motion ratio: range[-1, 1]
      "torso_yaw": 0,     # Yaw motion ratio: range[-1, 1]
      
      # If the following data are provided simultaneously, the head will be controlled
      "head_yaw": 0.0,    # yaw joint target position (radians)
      "head_pitch": 0.0  # picth joint target position (radians)
  }
}
```

##### 3.4.17.3.2 Response: none

##### 3.4.17.3.3 Message Push: notify_servoP

> The server will send this message to indicate the failure reason when a ServoP control operation fails.

```json
{
  "accid": "HU_D04_01_001",
  "title": "notify_servoP",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "fail_invalid_cmd"  # fail_invalid_cmd, fail_motor
  }
}
```

#### 3.4.17.4 Get Dual-Arm End Pose

##### 3.4.17.4.1 Request: request_get_servo_pose

> Retrieve the end-effector pose information of both robot arms via this interface.

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_servo_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

##### 3.4.17.4.2 Response: response_get_servo_pose

> Upon receiving the request, the system returns the current pose data for both arms.

```
{
  "accid": "HU_D04_01_001",
  "title": "response_get_servo_pose",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "timestamp": 1672373633989, # Represents the data timestamp, in milliseconds
      "left_position": [0.0, 0.0, 0.0], # The position of the left arm end-effector, in meters, ordered as x, y, z
      "left_quat": [0.0, 0.0, 0.0, 1.0], # The orientation of the left arm end-effector, as a quaternion x, y, z, w
      "right_position": [0.0, 0.0, 0.0], # The position of the right arm end-effector, in meters, ordered as x, y, z
      "right_quat": [0.0, 0.0, 0.0, 1.0], # The orientation of the right arm end-effector, as a quaternion x, y, z, w
      "result": "success"  # fail_not_data
  }
}
```

##### 3.4.17.4.3 Message Push: none

### 3.4.18 Robot Joints State

#### 3.4.18.1 Request: request_get_joint_state

> This request is used to retrieve the status of all robot joints.

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_joint_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

#### 3.4.18.2 Response: response_get_joint_state

> Upon receiving the request, the system returns the current state of all joints.

```
{
  "accid": "HU_D04_01_001",
  "title": "response_get_joint_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "names": [], # Names of each joint
      "q": [],     # Positions of each joint
      "dq": [],    # Velocities of each joint
      "tau": [],   # Torques of each joint
      "result": "success"  # fail_not_data
  }
}
```

#### 3.4.18.3 Message Push: none

### 3.4.19 Get IMU Data

#### 3.4.19.1 Request: request_get_imu_data

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_imu_data",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {}
}
```

#### 3.4.19.2 Response: response_get_imu_data

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_get_imu_data",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": "success"， # fail_no_data
      "euler": [0.0, 0.0, 0.0],     // Euler Angles [roll, pitch, yaw] in degrees
      "acc": [0.0, 0.0, 0.0],       // Acceleration [x, y, z] in m/s²
      "gyro": [0.0, 0.0, 0.0],      // Gyroscope Angular Velocity [x, y, z] in rad/s
      "quat": [0.0, 0.0, 0.0, 0.0]  // Quaternion [w, x, y, z]
  }
}
```

#### 3.4.19.3 Message Push: none

## 3.5 Dexterous Hand and Gripper Protocol Interface

### 3.5.1 LimX 2-Finger Gripper

#### 3.5.1.1 Gripper Control Command

##### 3.5.1.1.1 Request: request_set_limx_2fclaw_cmd

> This protocol controls the gripper’s grasping actions.

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_limx_2fclaw_cmd",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # If the following data are provided simultaneously, the left gripper will be controlled
      "left_opening": 50,  # Gripper Opening，0-100，dimensionless（0 represents fully closed，100 represents fully open）
      "left_speed": 50,    # Gripper Speed，0~100 dimensionless（higher values indicate faster motion）
      "left_force": 50,   # Gripper Force，0~100 dimensionless（higher values represent stronger force）
      
      # If the following data are provided simultaneously, the right gripper will be controlled
      "right_opening": 50,  # Gripper Opening，0-100，dimensionless（0 represents fully close，100 represents fully open大）
      "right_speed": 50,    # Gripper Spee，0~100 dimensionless（higher values indicate faster motion）
      "right_force": 50,   #Gripper Forc，0~100 dimensionless（higher values represent stronger force）
  }
}

```

##### 3.5.1.1.2 Response: response_set_limx_2fclaw_cmd

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_limx_2fclaw_cmd",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success, fail_motor
  }
}
```

##### 3.5.1.1.3 Message Push: none

#### 3.5.1.2 Get Gripper Status Information

##### 3.5.1.2.1 Request: request_get_limx_2fclaw_state

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_limx_2fclaw_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
  }
}
```

##### 3.5.1.2.2 Response: response_get_limx_2fclaw_state

> Return Gripper Status Information.

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_get_limx_2fclaw_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "timestamp": 1672373633989, # Represents the data timestamp, in milliseconds
      
      "left_opening": 50,  # Gripper Opening，0-100，dimensionless（0 represents fully close，100 represents fully open）
      "left_speed": 50,    # Gripper Speed，0~100 dimensionless（higher values indicate faster motion）
      "left_force": 50,   # Gripper Force，0~100 dimensionless（higher values represent stronger force）
      
      "right_opening": 50,  # Gripper Opening，0-100，dimensionless（0 represents fully close，100 represents fully open）
      "right_speed": 50,    # Gripper Speed，0~100 dimensionless（higher vahigher values represent stronger force）
      
      "result": "success"  # success, fail_motor
  }
}
```

##### 3.5.1.2.3 Message Push: none

### 3.5.2 Limx 3-Finger Gripper

#### 3.5.2.1 Gripper Control Command

##### 3.5.2.1.1 Request: request_set_limx_3fclaw_cmd

> This protocol controls the gripper’s grasping actions.

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_limx_3fclaw_cmd",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # If the following data are provided simultaneously, the left gripper will be controlled
      "left_left": 0,    # Left Finger Bend Angle，0-100，dimensionless（0 = fully closed，100 = fully open，default: 42）
      "left_middle": 0,  # Middle Finger Bend Angle，0-100，dimensionless（0 = fully closed，100 = fully open，default: 42）
      "left_right": 0,   # Right Finger Bend Angle，0-100，dimensionless（0 = fully closed，100 = fully open，default: 42）
      "left_lr_rot": 0,  # Finger Rotation Angle，0~180 degrees，（0 = fingers adjacent，180 = fingers opposed, default: 180）
      
      # If the following data are provided simultaneously, the right gripper will be controlled
      "right_left": 0,   # Left Finger Bend Angle，0-100，dimensionless（0 = fully closed，100 = fully open，default: 42）
      "right_middle": 0, # Middle Finger Bend Angle，0-100，dimensionless（0 = fully closed，100 = fully open，default: 42）
      "right_right": 0,  # Right Finger Bend Angle，0-100，dimensionless（0 = fully closed，100 = fully open，default: 42）
      "right_lr_rot": 1  # Finger Rotation Angl，0~180 degrees，（0 = fingers adjacent，180 = fingers opposed，default: 180）
  }
}

```

##### 3.5.2.1.2 Response: response_set_limx_3fclaw_cmd

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_limx_3fclaw_cmd",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success, fail_motor
  }
}
```

##### 3.5.2.1.3 Message Push: none

#### 3.5.2.2 Get Gripper Status Information

##### 3.5.2.2.1 Request: request_get_limx_3fclaw_state

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_limx_3fclaw_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
  }
}
```

##### 3.5.2.2.2 Response: esponse_get_limx_3fclaw_state

> Return Gripper Status Information.

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_get_limx_3fclaw_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "timestamp": 1672373633989, # Represents the data timestamp, in milliseconds
      "left_left": 0,    # Left Gripper Left Finger Bend Angle，0-100， dimensionless（0 = fully closed，100 = fully open, default: 42）
      "left_middle": 0,  # Left Gripper Middle Finger Bend Angle，0-100， dimensionless（0 = fully closed，100 = fully open, default: 42）
      "left_right": 0,   # Left Gripper Right Finger Bend Angle，0-100， dimensionless（0 = fully closed，100 = fully open, default: 42）
      "left_lr_rot": 0,  # Left Gripper Finger Rotation Angle，0~180 degrees,（0 = fingers adjacent贴，180 = fingers opposed，default: 180）
      "right_left": 0,   # Right Gripper Left Finger Bend Angle，0-100， dimensionless（0 = fully closed，100 = fully open, default: 42）
      "right_middle": 0, # Right Gripper Middle Finger Bend Angle，0-100， dimensionless（0 = fully closed，100= fully open, default: 42）
      "right_right": 0,  # Right Gripper Right Finger Bend Angle，0-100， dimensionless（0 = fully closed，100= fully open, default: 42）
      "right_lr_rot": 1  # Right Gripper Finger Rotation Angle，0~180 degrees，（0 = fingers adjacent，180 = fingers opposed，default: 180）
      
      "result": "success"  # success, fail_motor
  }
}
```

##### 3.5.2.2.3 Message Push: none

### 3.5.3 Inspire 2-Finger Gripper

#### 3.5.3.1 Gripper Control Command

##### 3.5.3.1.1 Request: request_set_claw_cmd

> This protocol controls the gripper’s grasping actions.

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_claw_cmd",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # If the following data are provided simultaneously, the left gripper will be controlled
      "left_opening": 100, # Left Gripper Opening, range[0, 1000], dimensionless
      "left_speed": 500,   # Left Gripper Speed，range[0, 1000], dimensionless
      "left_force": 500,   # Left Gripper Force，range[0, 1000], dimensionless
      "left_mode": 1,      # Left Gripper Control Mode（1：Grip；2：Release；3: Position Control）
      
      # 如If the following data are provided simultaneously, the right gripper will be controlled
      "right_opening": 100, # Right Gripper Opening，range[0, 1000], dimensionless
      "right_speed": 500,   # Right Gripper Speed，range[0, 1000], dimensionless
      "right_force": 500,   # Right Gripper Force，range[0, 1000], dimensionless
      "right_mode": 1       # Right Gripper Control Mode（1：Grip；2：Release；3: Position Control）
  }
}
```

##### 3.5.3.1.2 Response: response_set_claw_cmd

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_claw_cmd",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success, fail_motor
  }
}
```

##### 3.5.3.1.3 Message Push: none

#### 3.5.3.2 Get Gripper Status Information

##### 3.5.3.2.1 Request: request_get_claw_state

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_claw_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
  }
}
```

##### 3.5.3.2.2 Response: response_get_claw_state

> Return Gripper Status Information.

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_get_claw_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "timestamp": 1672373633989, # Represents the data timestamp, in milliseconds
      "left_opening": 100, # Left Gripper Opening, range[0, 1000], dimensionless
      "left_speed": 500,   # Left Gripper Speed，range[0, 1000], dimensionless
      "left_force": 500,   # Left Gripper Force, range[0, 1000], dimensionless
      
      "right_opening": 100, # Right Gripper Opening，range[0, 1000], dimensionless
      "right_speed": 500,   # Right Gripper Speed，range[0, 1000], dimensionless
      "right_force": 500,   # Right Gripper Force，range[0, 1000], dimensionless
      
      "result": "success"  # success, fail_motor
  }
}
```

##### 3.5.3.2.3 Message Push: none

### 3.5.4 BrainCo's Revo 1 Dexterous Hand

#### 3.5.4.1 Dexterous Hand Control Command

##### 3.5.4.1.1 Request: request_set_brainco_hand_cmd

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_brainco_hand_cmd",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # If the following data are provided, the left hand will be controlled
      "left_thumb": 50,       # Left Thumb Flexion Angle，0-100, dimensionless
      "left_thumb_aux": 50,   # Left Thumb Adduction Angle，0-100, dimensionless
      "left_index": 50,       # Left Index Finger Flexion Angle，0-100, dimensionless
      "left_middle": 50,      # Left Middle Finger Flexion Angle，0-100, dimensionless
      "left_ring": 50,        # Left Ring Finger Flexion Angle，0-100, dimensionless
      "left_pinky": 50,       # Left Little Finger Flexion Angle，0-100, dimensionless
      "left_mode": 3,         # Force Level 1：low 2：medium 3：high, default：2
      
      # If the following data are provided, the right hand will be controlled
      "right_thumb": 50,       # Right Thumb Flexion Angle，0-100, dimensionless
      "right_thumb_aux": 50,   # Right Thumb Adduction Angle，0-100, dimensionless
      "right_index": 50,       # Right Index Finger Flexion Angle，0-100, dimensionless
      "right_middle": 50,      # Right Middle Finger Flexion Angle，0-100, dimensionless
      "right_ring": 50,        # Right Ring Finger Flexion Angle，0-100, dimensionless
      "right_pinky": 50,       # Right Little Finger Flexion Angle，0-100, dimensionless
      "right_mode": 3          # Force Level 1：low 2：medium 3：high, default：2
  }
}
```

##### 3.5.4.1.2 Response: response_set_brainco_hand_cmd

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_brainco_hand_cmd",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success, fail_motor
  }
}
```

##### 3.5.4.1.3 Message Push: none

#### 3.5.4.2 Get Dexterous Hand Status

##### 3.5.4.2.1 Request: request_get_brainco_hand_state

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_brainco_hand_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
  }
}
```

##### 3.5.4.2.2 Response: response_get_brainco_hand_state

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_get_brainco_hand_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "timestamp": 1672373633989, # Represents the data timestamp, in milliseconds
      "left_thumb": 50,       # Left Thumb Flexion Angle，0-100, dimensionless
      "left_thumb_aux": 50,   # Left Thumb Adduction Angle，0-100, dimensionless
      "left_index": 50,       # Left Index Finger Flexion Angle，0-100, dimensionless
      "left_middle": 50,      # Left Middle Finger Flexion Angle，0-100, dimensionless
      "left_ring": 50,        # Left Ring Finger Flexion Angle，0-100, dimensionless
      "left_pinky": 50,       # Left Little Finger Flexion Angle，0-100, dimensionless
      
      "right_thumb": 50,       # Right Thumb Flexion Angle，0-100, dimensionless
      "right_thumb_aux": 50,   # Right Thumb Adduction Angle，0-100, dimensionless
      "right_index": 50,       # Right Index Finger Flexion Angle，0-100, dimensionless
      "right_middle": 50,      # Right Middle Finger Flexion Angle，0-100, dimensionless
      "right_ring": 50,        # Right Ring Finger Flexion Angle，0-100, dimensionless
      "right_pinky": 50        # Right Little Finger Flexion Angle，0-100, dimensionless
      "result": "success"  # success, fail_motor
  }
}
```

##### 3.5.4.2.3 Message Push: none

### 3.5.5 BrainCo's Revo 2 Dexterous Hand

#### 3.5.5.1 Dexterous Hand Control Command

##### 3.5.5.1.1 Request: request_set_brainco2_hand_cmd

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_set_brainco2_hand_cmd",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      # Left Hand：
      # Finger Index Mapping (0–5): 0: Thumb Tip, 1: Thumb Base, 2: Index Finger, 3: Middle Finger, 4: Ring Finger, 5: Little Finger
      # left_mode: Control mode
      #            0：Exit control mode
      #            1：Position–Time Mode, requires specifying left_pos and left_time
      #            2：Position–Velocity Mode, requires specifying left_pos and left_vel
      #            3：Force Control Mode, requires specifying left_current
      # left_pos: Target position of each finger (unit: rad)
      #           Respective Ranges: 0-1.0297、0-1.5707、0-1.4137、0-1.4137、0-1.4137、0-1.4137
      # left_vel: Target velocity of each finger (unit: rad/s)
      #           Respective Ranges: 0-2.5367、0-2.6180、0-2.2689、0-2.2689、0-2.2689、0-2.2689
      # left_current: Target current of each finger (unit: mA), range: ±1000mA
      # left_time: Control time for each finger (unit: ms), range: 1-2000ms
      
      "left_mode": 1,
      "left_pos": [0.5, 0.5, 0.5, 0.5, 0.5, 0.5],
      "left_vel": [0.5, 0.5, 0.5, 0.5, 0.5, 0.5],
      "left_current": [500, 500, 500, 500, 500, 500],
      "left_time": [1000, 1000, 1000, 1000, 1000, 1000],
      
      # Right Hand：
      # Finger Index Mapping (0–5): 0: Thumb Tip, 1: Thumb Base, 2: Index Finger, 3: Middle Finger, 4: Ring Finger, 5: Little Finger
      # right_mode: Control mod
      #            0：Exit control mode
      #            1：Position–Time Mod, requires specifying right_pos and right_time
      #            2：Position–Velocity Mode, requires specifying right_pos and right_vel
      #            3：Force Control Mode, requires specifying right_current
      # right_pos: Target position of each finger (unit: rad)
      #           Respective Ranges: 0-1.0297、0-1.5707、0-1.4137、0-1.4137、0-1.4137、0-1.4137
      # right_vel: Target velocity of each finger (unit: rad/s)
      #           Respective Ranges: 0-2.5367、0-2.6180、0-2.2689、0-2.2689、0-2.2689、0-2.2689
      # right_current: Target current of each finger (unit: mA), range: ±1000mA
      # right_time: Control time for each finger (unit: ms), range: 1-2000ms
      
      "right_mode": 1,
      "right_pos": [0.5, 0.5, 0.5, 0.5, 0.5, 0.5],
      "right_vel": [0.5, 0.5, 0.5, 0.5, 0.5, 0.5],
      "right_current": [500, 500, 500, 500, 500, 500],
      "right_time": [1000, 1000, 1000, 1000, 1000, 1000]
  }
}
```

##### 3.5.5.1.2 Response: response_set_brainco2_hand_cmd

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_set_brainco2_hand_cmd",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": "success"  # success, fail_motor: motor error, fail_invalid_cmd: invalid command
  }
}
```

##### 3.5.5.1.3 Message Push: none

#### 3.5.5.2 Get Dexterous Hand Status

##### 3.5.5.2.1 Request: request_get_brainco2_hand_state

```json
{
  "accid": "HU_D04_01_001",
  "title": "request_get_brainco2_hand_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
  }
}
```

##### 3.5.5.2.2 Response: response_get_brainco2_hand_state

```json
{
  "accid": "HU_D04_01_001",
  "title": "response_get_brainco2_hand_state",
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "timestamp": 1672373633989,
      "left_mode": 1,
      "left_pos": [0.5, 0.5, 0.5, 0.5, 0.5, 0.5],
      "left_vel": [0.5, 0.5, 0.5, 0.5, 0.5, 0.5],
      "left_current": [500, 500, 500, 500, 500, 500],
      "left_time": [1000, 1000, 1000, 1000, 1000, 1000],
      "right_mode": 1,
      "right_pos": [0.5, 0.5, 0.5, 0.5, 0.5, 0.5],
      "right_vel": [0.5, 0.5, 0.5, 0.5, 0.5, 0.5],
      "right_current": [500, 500, 500, 500, 500, 500],
      "right_time": [1000, 1000, 1000, 1000, 1000, 1000]
  }
}
```

##### 3.5.5.2.3 Message Push: none

## 3.6 Global Message Protocol Interface

### 3.6.1 Robot Status Information

> This protocol periodically reports the robot’s status information.

| Status Infomation | **Description**                                          |
| ----------------- | -------------------------------------------------------- |
| `accid`           | The robot's unique serial number.                        |
| `title`           | notify_robot_info                                        |
| `timestamp`       | The timestamp when the command is sent, in milliseconds. |
| `guid`            | The unique identifier of the message.                    |
| `data`            | Contains the message data.                               |

**Example:**

```json
{
  "accid": "HU_D04_01_001", 
  "title": "notify_robot_info", 
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": []
  }
}
```

#### 3.6.1.1 Battery Data

```json
{
  "accid": "HU_D04_01_001", 
  "title": "notify_robot_info", 
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "result": [
        ......
        {
                "level": 0,
                "name": "peripheral",
                "message": "OK",
                "hardware_id": "peripheral",
                "values": [
                    {
                        "key": "bmsconn",
                        "value": "ON"
                    },
                    {
                        "key": "bat_chg",
                        "value": "OFF"
                    },
                    {
                        "key": "bat_off",
                        "value": "OFF"
                    },
                    {
                        "key": "bat_prt",
                        "value": "0"
                    },
                    {
                        "key": "bat_vol",
                        "value": "48830"
                    },
                    {
                        "key": "bat_cur",
                        "value": "2870"
                    },
                    {
                        "key": "battery",
                        "value": "29"
                    },
                    {
                        "key": "bat_temp0",
                        "value": "430"
                    },
                    {
                        "key": "bat_temp2",
                        "value": "430"
                    },
                    {
                        "key": "bat_temp4",
                        "value": "400"
                    },
                    {
                        "key": "battery_capacity",
                        "value": "9000mAh"
                    }
                ]
            },
    ]
  }
}
```

| Field     | Description                                                                     |
| --------- | ------------------------------------------------------------------------------- |
| bmsconn   | Battery connection status: **OFF** = not connected, **ON** = connected          |
| bat_chg   | Battery charger status: **OFF** = not connected, **ON** = connected             |
| bat_off   | Battery pre-shutdown status: OFF = power will be cut off after 1 s, ON = normal |
| bat_prt   | Battery fault code: 0 = normal, non-zero = fault                                |
| bat_vol   | Real-time battery voltage (unit: mV)                                            |
| bat_cur   | Real-time battery current (unit: mA)                                            |
| battery   | Battery level percentage (0–100)                                               |
| bat_temp0 | Battery temperature sensor 0 (range: 0–100, unit: ×10 °C)                    |
| bat_temp2 | Battery temperature sensor 2 (range: 0–100, unit: ×10 °C)                    |
| bat_temp4 | Battery temperature sensor 4 (range: 0–100, unit: ×10 °C)                    |

#### 3.6.1.2 System Information

```json
{
  "accid": "HU_D04_01_001", 
  "title": "notify_robot_info", 
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": [
          {
              "level": 0,
              "name": "system_info",
              "message": "system info",
              "hardware_id": "system_info",
              "values": [
                {
                  "key": "ability_running",
                  "value": "ZeroTorque"
                },
                {
                  "key": "ecm_version",
                  "value": "1.1.2"
                },
                {
                  "key": "mode",
                  "value": "Remote"
                },
                {
                  "key": "motor_version",
                  "value": "1: 0.0.9; 2: 0.0.9; 3: 0.0.9; 4: 0.0.9; 5: 0.0.9; 6: 0.0.9; 7: 0.0.9; 8: 0.0.9; 9: 0.0.9; 10: 0.0.9; 11: 0.0.9; 12: 0.0.9; 13: 0.0.9; 14: 0.0.9; 15: 0.0.9; 16: 0.0.9; "
                },
                {
                  "key": "pms_version",
                  "value": "2.1.8"
                },
                {
                  "key": "robot_status",
                  "value": "ZeroTorque"
                },
                {
                  "key": "version",
                  "value": "robot-hu-d-2.1.0.20251225062343"
                },
                {
                  "key": "sn",
                  "value": "HU_D04_01_131"
                }
              ]
        }
    ]
  }
}
```

| **Field**       | **Description**                  |
| --------------- | -------------------------------- |
| version         | Main controller firmware version |
| ecm_version     | Master station version           |
| pms_version     | Power distribution board version |
| motor_version   | Motor firmware version           |
| sn              | Robot serial number              |
| robot_status    | Current robot status             |
| ability_running | Currently active controller      |

#### 3.6.1.3 Motor Status Information

```json
{
  "accid": "HU_D04_01_001", 
  "title": "notify_robot_info", 
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
      "result": [
          {
                "level": 1,
                "name": "ethercatCommunicationExp",
                "message": "WARN",
                "hardware_id": "ethercat",
                "values": [
                    {
                        "key": "ethercatCommunicationExp",
                        "value": "motor 17 MOTOR_LOST triggered HALF_STAND"
                    },
                    {
                        "key": "ethercatResetNormal",
                        "value": "ok!"
                    }
                ]
          }
    ]
  }
}
```

| **Field**   | **Description**                                            |
| ----------- | ---------------------------------------------------------- |
| level       | Fault severity level: 0 = OK, 1 = Warning, 2 = Error       |
| name        | Fault type                                                 |
| message     | Severity description string                                |
| hardware_id | Hardware ID                                                |
| values      | Collection of all fault entries for the specified hardware |

### 3.6.2 The Remote Controller Data

> This protocol reports the robot’s remote controller data.

| Data Information | Description                                              |
| ---------------- | -------------------------------------------------------- |
| `accid`          | The robot's unique serial number.                        |
| `title`          | notify_joy_data                                          |
| `timestamp`      | The timestamp when the command is sent, in milliseconds. |
| `guid`           | The unique identifier of the message.                    |
| `data`           | Contains the message data.                               |

**Example:**

```json
{
  "accid": "HU_D04_01_001", 
  "title": "notify_joy_data", 
  "timestamp": 1672373633989,
  "guid": "746d937cd8094f6a98c9577aaf213d98",
  "data": {
    "axes": [],     # joystick data
    "buttons": []   # button data
  }
}
```

## 3.7 Protocol Interface Usage Example

### 3.7.1 Python Example

- Environment Setup: using Ubuntu 20.04 as an example, install the required dependencies

```bash
sudo apt install python3-dev python3-pip
sudo pip install websocket-client==1.8.0
```

- Execute the Script

```bash
python humanoid.py
```

- humanoid.py Implementation
  - ACCID: Replace with the actual software serial number (SN).
  - ROBOT_IP: Usually, use 127.0.0.1 for simulation and 10.192.1.2 for real hardware.

```python
import json
import uuid
import threading
import time
import websocket
from datetime import datetime

# Replace this ACCID value with your robot's actual serial number (SN)
ACCID = None

# Replace it with the real IP address of the robot.
# Usually, for simulation, it is: 127.0.0.1
# for a real machine, it is: 10.192.1.2
ROBOT_IP = "10.192.1.2"

# Atomic flag for graceful exit
should_exit = False

# WebSocket client instance
ws_client = None

# Generate dynamic GUID
def generate_guid():
    return str(uuid.uuid4())

# Send WebSocket request with title and data
def send_request(title, data=None):
    global ACCID
    if data is None:
        data = {}
    
    # Create message structure with necessary fields
    message = {
        "accid": ACCID,
        "title": title,
        "timestamp": int(time.time() * 1000),  # Current timestamp in milliseconds
        "guid": generate_guid(),
        "data": data
    }

    message_str = json.dumps(message)
    
    # Send the message through WebSocket if client is connected
    if ws_client:
        ws_client.send(message_str)

# Handle user commands
def handle_commands():
    global should_exit
    while not should_exit:
        command = input("Enter command ('prepare', 'servo', 'movej', 'movel', 'movep', 'head', 'waist', 'state', 'claw_cmd', 'claw_state', 'damping', 'zero') or 'exit' to quit:\n")
        
        if command == "exit":
            should_exit = True  # Set exit flag to stop the loop
            break
        elif command == "prepare":
            send_request("request_prepare")  # request_prepare
        elif command == "servo":
            # Servo control mode flag from user
            mode_input = input("Enable mode (0/1/2):").strip()
            mode_value = int(mode_input) if mode_input in ('0','1','2') else 0
            send_request("request_set_move_mode", {"mode": mode_value})
        elif command == "movej":
            send_request("request_moveJ", { # request_moveJ
              "left": [-1.44532, 0.0987686, 0.179059, -1.64716, -0.0537614, 0.200834, -0.236136],
              "right": [0.10103,-0.0987769,-0.179462,-1.64705,0.0527488,0.198867,0.235933],
              "speed": 0.2
            })
        elif command == "movep":
            send_request("request_moveP", { # request_moveP
              "left_position": [0.089644,0.428712,0.0519788],
              "left_quat": [0.269296,-0.119683,-0.489868,0.820478],
              "right_position": [0.0835307,-0.531453,0.13568],
              "right_quat": [-0.436152,-0.285065,0.265969,0.81103],
              "speed": 0.1
            })
        elif command == "head":
            send_request("request_moveJ", { # request_moveJ
              "head_pitch": 0.5854,
              "head_yaw": 0.5854,
              "speed": 0.1
            })
        elif command == "waist":
            send_request("request_moveJ", { # request_set_waist_and_height
              "torso_height": 0.0,
              "torso_pitch": 0.0,
              "torso_roll": 0.0,
              "torso_yaw": 0.0
            })
        elif command == "claw_cmd":
            send_request("request_set_claw_cmd", { # request_set_claw_cmd
              "left_opening": 100,
              "left_speed": 500,
              "left_force": 500,
              "left_mode": 1,
              "right_opening": 100,
              "right_speed": 500,
              "right_force": 500,
              "right_mode": 1
            })
        elif command == "claw_state":
            send_request("request_get_claw_state")
        elif command == "state":
            send_request("request_get_move_pose")  # request_get_move_pose
        elif command == "damping":
            send_request("request_damping")  # request_damping
        elif command == "zero":
            send_request("request_zero_torque")  # request_zero_torque

# WebSocket on_open callback
def on_open(ws):
    print("Connected!")
    # Start handling commands in a separate thread
    threading.Thread(target=handle_commands, daemon=True).start()

# WebSocket on_message callback
def on_message(ws, message):
    global ACCID
    root = json.loads(message)
    title = root.get("title", "")
    ACCID = root.get("accid", None)

    if title != "notify_robot_info":
        print(f"Received message: {message}")  # Print the received message

# WebSocket on_close callback
def on_close(ws, close_status_code, close_msg):
    print("Connection closed.")

# Close WebSocket connection
def close_connection(ws):
    ws.close()

def main():
    global ws_client
    
    # Create WebSocket client instance
    ws_client = websocket.WebSocketApp(
        f"ws://{ROBOT_IP}:5000",  # WebSocket server URI
        on_open=on_open,
        on_message=on_message,
        on_close=on_close
    )
    
    # Configure socket send and receive buffer sizes
    # Increase send buffer size to 2MB (default is typically much smaller)
    # This helps prevent data loss when sending large messages or high-frequency data
    ws_client.sock_opt = [("socket", "SO_SNDBUF", 2 * 1024 * 1024)]
    
    # Increase receive buffer size to 2MB
    # This allows handling larger incoming messages without truncation
    ws_client.sock_opt.append(("socket", "SO_RCVBUF", 2 * 1024 * 1024))
    
    # Run WebSocket client loop
    print("Press Ctrl+C to exit.")
    ws_client.run_forever()

if __name__ == "__main__":
    main()
```

### 3.7.2 Linux C++ Example

- **Environment Setup**: using Ubuntu 20.04 as an example, install `websocketpp`, `nlohmann/json` and `boost` dependencies:

```bash
sudo apt-get install libboost-all-dev libwebsocketpp-dev nlohmann-json3-dev
```

- **Compile the Code**

```bash
g++ -std=c++11 humanoid.cpp -o humanoid -lssl -lcrypto -lboost_system -lpthread
```

- **Execute the Program**

```bash
./humanoid
```

- **`humanoid.cpp` Implementation**

```cpp
#include <iostream>
#include <atomic>
#include <string>
#include <thread>
#include <chrono>
#include <websocketpp/client.hpp>
#include <websocketpp/config/asio.hpp>
#include <nlohmann/json.hpp>
#include <boost/uuid/uuid.hpp>
#include <boost/uuid/uuid_generators.hpp>
#include <boost/uuid/uuid_io.hpp>

using json = nlohmann::json;
using websocketpp::client;
using websocketpp::connection_hdl;

// Replace this value with the actual serial number (SN) of the robot.
static std::string ACCID = "";

// Replace it with the real IP address of the robot.
// Usually, for simulation, it is: 127.0.0.1
// for a real machine, it is: 10.192.1.2
const std::string ROBOT_IP = "10.192.1.2";

// WebSocket client instance
static client<websocketpp::config::asio> ws_client;

// Atomic flag for graceful exit
static std::atomic<bool> should_exit(false);

// Connection handle for sending messages
static connection_hdl current_hdl;

// Generate dynamic GUID
static std::string generate_guid() {
  boost::uuids::random_generator gen;
  boost::uuids::uuid u = gen();
  return boost::uuids::to_string(u);
}

// Send WebSocket request with title and data
static void send_request(const std::string& title, const json& data = json::object()) {
  json message;
  
  // Adding necessary fields to the message
  message["accid"] = ACCID;
  message["title"] = title;
  message["timestamp"] = std::chrono::duration_cast<std::chrono::milliseconds>(
                              std::chrono::system_clock::now().time_since_epoch()).count();
  message["guid"] = generate_guid();
  message["data"] = data;

  std::string message_str = message.dump();
  
  // Send the message through WebSocket
  ws_client.send(current_hdl, message_str, websocketpp::frame::opcode::text);
}

// Handle user commands
void handle_commands() {
  std::cout << "Enter command ('prepare', 'servo', 'movej', 'movel', 'movep', 'head', 'waist', 'claw_cmd', 'claw_state', 'damping', 'zero') or 'exit' to quit:\n";
  while (!should_exit) {
      std::string command;
      std::cin >> command;

      if (command == "exit") {
          should_exit = true;
          return;
      } else if (command == "prepare") {
          send_request("request_prepare");
      } else if (command == "servo") {
          int mode_value;
          std::cout << "Enable mode (0/1/2): ";
          if (!(std::cin >> mode_value)) {
              std::cerr << "Error: Invalid input. Please enter 0, 1, or 2." << std::endl;
              return;
          }
          if (mode_value < 0 || mode_value > 2) {
              std::cerr << "Error: Invalid input. Please enter 0, 1, or 2." << std::endl;
              return;
          }
          
          nlohmann::json data = {{"mode", mode_value}};
          send_request("request_set_move_mode", data);
      } else if (command == "movej") {
          nlohmann::json data = {
              {"left", {-1.44532, 0.0987686, 0.179059, -1.64716, -0.0537614, 0.200834, -0.236136}},
              {"right", {0.10103,-0.0987769,-0.179462,-1.64705,0.0527488,0.198867,0.235933}},
              {"speed", 0.2}
          };
          send_request("request_moveJ", data);
      } else if (command == "movep") {
          nlohmann::json data = {
              {"left_position", {0.089644,0.428712,0.0519788}},
              {"left_quat", {0.269296,-0.119683,-0.489868,0.820478}},
              {"right_position", {0.0835307,-0.531453,0.13568}},
              {"right_quat", {-0.436152,-0.285065,0.265969,0.81103}},
              {"speed", 0.1}
          };
          send_request("request_moveP", data);
      } else if (command == "head") {
          nlohmann::json data = {
              {"head_yaw", 0.5854},
              {"head_pitch", 0.5854},
              {"speed", 0.1}
          };
          send_request("request_moveJ", data);
      } else if (command == "waist") {
          nlohmann::json data = {
              {"torso_height", 0.0},
              {"torso_pitch", 0.0},
              {"torso_roll", 0.0},
              {"torso_yaw", 0.0}
          };
          send_request("request_moveJ", data);
      } else if (command == "claw_cmd") {
          nlohmann::json data = {
              {"left_opening", 100},
              {"left_speed", 500},
              {"left_force", 500},
              {"left_mode", 1},
              {"right_opening", 100},
              {"right_speed", 500},
              {"right_force", 500},
              {"right_mode", 1}
          };
          send_request("request_set_claw_cmd", data);
      } else if (command == "claw_state") {
          send_request("request_get_claw_state");
      } else if (command == "state") {
          send_request("request_get_move_pose");
      } else if (command == "damping") {
          send_request("request_damping");
      } else if (command == "zero") {
          send_request("request_zero_torque");
      }

      sleep(1);

      std::cout << "\nEnter command ('prepare', 'servo', 'movej', 'movel', 'movep', 'servop', 'head', 'waist', 'state', 'damping', 'zero') or 'exit' to quit:\n";
  }
}

// WebSocket open callback
static void on_open(connection_hdl hdl) {
  std::cout << "Connected!" << std::endl;
  
  // Save connection handle for sending messages later
  current_hdl = hdl;

  // Start handling commands in a separate thread
  std::thread(handle_commands).detach();
}

// WebSocket TCP initialization handler
static void on_tcp_init(connection_hdl hdl)
{
auto con = ws_client.get_con_from_hdl(hdl);

// Obtain the underlying TCP socket
auto& socket = con->get_socket().lowest_layer();

// Configure socket options
try {
  boost::system::error_code ec;
  
  // Set send buffer size (e.g., 2MB)
  const size_t sendBufferSize = 2 * 1024 * 1024;
  socket.set_option(websocketpp::lib::asio::socket_base::send_buffer_size(sendBufferSize), ec);
  
  if (ec) 
  { 
    printf("Failed to set send buffer size: %s", ec.message().c_str()); 
  }

  // Set receive buffer size (e.g., 2MB)
  const size_t recvBufferSize = 2 * 1024 * 1024;
  socket.set_option(websocketpp::lib::asio::socket_base::receive_buffer_size(recvBufferSize), ec);

  if (ec) 
  { 
    printf("Failed to set receive buffer size: %s", ec.message().c_str()); 
  }

  // Disable Nagle's algorithm to reduce latency
  socket.set_option(websocketpp::lib::asio::ip::tcp::no_delay(true), ec);
  
  if (ec) 
  { 
    printf("Failed to disable Nagle's algorithm: %s", ec.message().c_str()); 
  }
} catch (const std::exception& e) {
  printf("Socket configuration exception: %s", e.what());
}
}

// WebSocket message callback
static void on_message(connection_hdl hdl, client<websocketpp::config::asio>::message_ptr msg) {
// Parse JSON data from message payload
json data = json::parse(msg->get_payload());
      
// Extract 'accid' field if present
if (data.contains("accid") && data["accid"].is_string() && ACCID.empty()) {
    ACCID = data["accid"].get<std::string>();
}

if (msg->get_payload().find("notify_robot_info") == std::string::npos) {
    std::cout << "Received message: " << msg->get_payload() << std::endl;
}
}

// WebSocket close callback
static void on_close(connection_hdl hdl) {
  std::cout << "Connection closed." << std::endl;
}

// Close WebSocket connection
static void close_connection(connection_hdl hdl) {
  ws_client.close(hdl, websocketpp::close::status::normal, "Normal closure");  // Close connection normally
}

int main() {
  ws_client.init_asio();  // Initialize ASIO for WebSocket client

  ws_client.set_access_channels(websocketpp::log::alevel::none);
  
  // Set WebSocket event handlers
  ws_client.set_open_handler(&on_open);  // Set open handler
  ws_client.set_message_handler(&on_message);  // Set message handler
  ws_client.set_close_handler(&on_close);  // Set close handler
  ws_client.set_tcp_init_handler(&on_tcp_init); // Set tcp init handler

  std::string server_uri = "ws://" + ROBOT_IP + ":5000";  // WebSocket server URI

  websocketpp::lib::error_code ec;
  client<websocketpp::config::asio>::connection_ptr con = ws_client.get_connection(server_uri, ec);  // Get connection pointer

  if (ec) {
      std::cout << "Error: " << ec.message() << std::endl;
      return 1;  // Exit if connection error occurs
  }

  connection_hdl hdl = con->get_handle();  // Get connection handle
  ws_client.connect(con);  // Connect to server
  std::cout << "Press Ctrl+C to exit." << std::endl;
  
  // Run the WebSocket client loop
  ws_client.run();

  return 0;
}
```




### 3.7.3 JavaScript  Example

- **Execute `humanoid.html`:** Save the `humanoid.html` file to your computer and open it in a browser to run the demo.

![图片](data:image/webp;base64,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)

- **`humanoid.html`** **Implementation**

```html
<!DOCTYPE html>
<html lang="en">
<head>
    <meta charset="UTF-8">
    <meta name="viewport" content="width=device-width, initial-scale=1.0">
    <title>WebSocket Robot Control</title>
    <style>
        #commandInput {
            width: 700px; 
            padding: 10px;
            font-size: 14px;
        }
    </style>
</head>
<body>
    <h2>Dual ARM Commands</h2>
    <input type="text" id="commandInput" placeholder="Enter command ('prepare', 'servo', 'movej', 'movel', 'movep', 'head', 'waist', 'claw_cmd', 'claw_state', 'state', 'damping', 'zero', 'exit')">
    <p>Type a command and press Enter.</p>

    <script>
        // Replace this ACCID value with your robot's actual serial number (SN)
        let ACCID = "";

        // WebSocket client instance
        let wsClient = null;

        // Generate dynamic GUID
        function generateGuid() {
            return 'xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx'.replace(/[xy]/g, function(c) {
                const r = Math.random() * 16 | 0,
                      v = c === 'x' ? r : (r & 0x3 | 0x8);
                return v.toString(16);
            });
        }

        // Send WebSocket request with title and data
        function sendRequest(title, data = {}) {
            const message = {
                accid: ACCID,
                title: title,
                timestamp: Date.now(),
                guid: generateGuid(),
                data: data
            };

            if (wsClient && wsClient.readyState === WebSocket.OPEN) {
                wsClient.send(JSON.stringify(message));
            }
        }

        // Handle user commands
        function handleCommands() {
            const commandInput = document.getElementById('commandInput');
            commandInput.addEventListener('keydown', function(event) {
                if (event.key === 'Enter') {
                    const command = commandInput.value.trim();
                    commandInput.value = '';

                    switch (command) {
                        case 'prepare':
                            sendRequest('request_prepare');
                            break;
                        case 'servo':
                            const modeInput = prompt("Enable Servo (0/1/2):").trim();
                            let modeValue = 0;
                            
                            // Attempt to parse the input as an integer
                            const n = parseInt(modeInput, 10);
                            if (!Number.isNaN(n) && (n === 0 || n === 1 || n === 2)) {
                              modeValue = n;
                            } else {
                              // If the input is invalid, return an error
                              alert("Error: Invalid input. Please enter 0, 1, or 2.");
                              return;
                            }
                            sendRequest('request_set_move_mode', { mode: modeValue });
                            break;
                        case 'movej':
                            sendRequest('request_moveJ', {
                                left: [-1.44532, 0.0987686, 0.179059, -1.64716, -0.0537614, 0.200834, -0.236136],
                                right: [0.10103,-0.0987769,-0.179462,-1.64705,0.0527488,0.198867,0.235933],
                                speed: 0.2
                            });
                            break;
                        case 'movep':
                            sendRequest('request_moveP', {
                                left_position: [0.089644,0.428712,0.0519788],
                                left_quat: [0.269296,-0.119683,-0.489868,0.820478],
                                right_position: [0.0835307,-0.531453,0.13568],
                                right_quat: [-0.436152,-0.285065,0.265969,0.81103],
                                speed: 0.1
                            });
                            break;
                        case 'head':
                            sendRequest('request_moveJ', {
                                head_yaw: 0.5854,
                                head_pitch: 0.5854,
                                speed: 0.1
                            });
                            break;
                        case 'waist':
                            sendRequest('request_moveJ', {
                                torso_height: 0.0,
                                torso_pitch: 0.0,
                                torso_roll: 0.0,
                                torso_yaw: 0.0
                            });
                            break;
                        case 'claw_cmd':
                            sendRequest('request_set_claw_cmd', {
                                left_opening: 100,
                                left_speed: 500,
                                left_force: 500,
                                left_mode: 1,
                                right_opening: 100,
                                right_speed: 500,
                                right_force: 500,
                                right_mode: 1
                            });
                            break;
                        case 'claw_state':
                            sendRequest('request_get_claw_state');
                            break;
                        case 'state':
                            sendRequest('request_get_move_pose');
                            break;
                        case 'damping':
                            sendRequest('request_damping');
                            break;
                        case 'zero':
                            sendRequest('request_zero_torque');
                            break;
                        case 'exit':
                            wsClient.close();
                            break;
                        default:
                            alert("Invalid command. Try again.");
                    }
                }
            });
        }

        // WebSocket onOpen callback
        function onOpen() {
            console.log("Connected!");
            handleCommands();
        }

        // WebSocket onMessage callback
        function onMessage(event) {
            try {
                const message = JSON.parse(event.data);

                // Dynamically set ACCID from message if not already set
                if (!ACCID && message.accid) {
                    ACCID = message.accid;
                    console.log(`ACCID set to: ${ACCID}`);
                }
            } catch (error) {
                console.log("Failed to parse message:", error);
            }
            
            if (event.data.includes('notify_robot_info')) return;
            console.log("Received message:", event.data);
        }

        // WebSocket onClose callback
        function onClose(event) {
            console.log("Connection closed.");
        }

        // Initialize WebSocket client
        function initWebSocket() {
            // Replace it with the real IP address of the robot. 
            // Usually, for simulation, it is: 127.0.0.1 
            // for a real machine, it is: 10.192.1.2
            wsClient = new WebSocket('ws://10.192.1.2:5000');
            wsClient.onopen = onOpen;
            wsClient.onmessage = onMessage;
            wsClient.onclose = onClose;
            console.log("Press Ctrl+C to exit.");
        }

        // Start WebSocket connection when the page loads
        window.onload = initWebSocket;
    </script>
</body>
</html>
```

# 4 Low-Level Motion Control Development Interface

The **cross-platform low-level motion control API** provides a unified C++/Python interface, compatible with ROS1, ROS2, and non-ROS systems, enabling rapid migration and deployment of motion control algorithms. Through a hardware abstraction layer and standardized communication protocols, developers can seamlessly switch between simulation and real hardware environments, significantly reducing multi-platform adaptation costs.

> **Notes:**
>
> 1. To use the low-level control API, press `R1 + START` to switch to **Developer Mode**. In this mode, high-level control interfaces are disabled,  and the robot only responds to power-on/power-off and zeroing remote controller commands.
> 2. Example code for the low-level interface can be found in the RL deployment and training section.
> 3. When switched to Developer Mode, the robot will retain the power state. To exit Developer Mode, press `L2 + ○`.

## 4.1 C++  Motion Control Development Interface

### 4.1.1 getInstance Interface

| Function Name      | **getInstance** |
| ------------------ | --------------- |
| Function Prototype | static Humanoid* getInstance(); |
| Description        | Retrieves the singleton instance pointer of the Humanoid robot class. |
| Parameters         | None |
| Return Value       | Humanoid*, Pointer to the Humanoid instance |
| Remarks            | Implements the singleton pattern to ensure only one instance of the Humanoid class exists in the program. |

Code Example：

```cpp
#include <thread>

// include the limxsdk: Humanoid header file to import the Humanoid class
#include "limxsdk/humanoid.h"

// use the limxsdk namespace to simplify references to the Humanoid class
using namespace limxsdk;

int main(int argc, char *argv[]){
  //obtain the singleton instance of the Humanoid class
  Humanoid* robot = Humanoid::getInstance();
  
  // Enter an infinite loop to keep the program running
  while (true)
  {
    // sleep for 1000 milliseconds
    std::this_thread::sleep_for(std::chrono::milliseconds(1000));
  }
   
  return 0;
}
```

### 4.1.2 init Interface

| Function Name      | **init** |
| ------------------ | -------- |
| Function Prototype | bool init(const std::string& robot_ip_address = "127.0.0.1"); |
| Description        | Initializes the communication and runtime environment for the motion control algorithm, typically called before other interfaces in the main function. |
| Parameters         | robot_ip_address: The IP address of the robot. Use "127.0.0.1" for simulation and "10.192.1.2" for real robots. |
| Return Value       | true if initialization succeeds; otherwise false. |
| Remarks            | None |

Code Example：

```cpp
#include <thread>

// include the limxsdk: Humanoid header file to import the Humanoid class
#include "limxsdk/humanoid.h"  

// use the limxsdk namespace to simplify references to the Humanoid class
using namespace limxsdk;  

int main(int argc, char *argv[]){
  // obtain the singleton instance of the Humanoid class
  Humanoid* robot = Humanoid::getInstance();  
  
  // default IP address of the robot
  std::string robot_ip = "127.0.0.1";
  if (argc > 1)
  {
    // If a command-line argument is provided, use it as the robot’s IP address
    robot_ip = argv[1];
  }
  
  // Initialize the communication environment for the motion control algorithm program
  if (!robot->init(robot_ip))
  {
    // If initialization fails, terminate the program
    exit(1); 
  }
  
  // Enter an infinite loop to keep the program running
  while (true)
  {
    // sleep for 1000 milliseconds
    std::this_thread::sleep_for(std::chrono::milliseconds(1000)); 
  }
  return 0;
}
```

### 4.1.3 getMotorNumber Interface

| Function Name      | **getMotorNumber** |
| ------------------ | ------------------ |
| Function Prototype | uint32_t getMotorNumber(); |
| Description        | Retrieves the motor number in the robot. |
| Parameters         | None |
| Return Value       | Returns an unsigned integer representing the total number of motors in the robot. |
| Remarks            | None |

Code Example：

```cpp
#include <thread>

// include the limxsdk: Humanoid header file to import the Humanoid class
#include "limxsdk/humanoid.h"  

// use the limxsdk namespace to simplify references to the Humanoid class
using namespace limxsdk;  

int main(int argc, char *argv[]){
  // obtain the singleton instance of the Humanoid class
  Humanoid* robot = Humanoid::getInstance();  
  
  // default IP address of the robot
  std::string robot_ip = "127.0.0.1";
  if (argc > 1)
  {
    // If a command-line argument is provided, use it as the robot’s IP address
    robot_ip = argv[1];
  }
  
  // Initialize the communication environment for the motion control algorithm program
  if (!robot->init(robot_ip))
  {
    // If initialization fails, terminate the program
    exit(1); 
  }
  
  // Obtain the motor number of the robot
  uint32_t motor_num = robot->getMotorNumber();
  
  // Enter an infinite loop to keep the program running
  while (true)
  {
    // sleep for 1000 milliseconds
    std::this_thread::sleep_for(std::chrono::milliseconds(1000)); 
  }
  return 0;
}
```

### 4.1.4 subscribeImuData Interface

| Function Name      | **subscribeImuData** |
| ------------------ | -------------------- |
| Function Prototype | void subscribeImuData(std::function<void(const ImuDataConstPtr&)> cb); |
| Description        | Subscribes to the robot’s IMU data and triggers the specified callback function whenever new IMU data is received. |
| Parameters         | cb: Callback function to process the incoming IMU data. |
| Return Value       | None |
| Remarks            | - IMU Data structure prototype defined as follows: |

```cpp
/**
 * @struct ImuData
 *
 * @brief Represents a data structure for robot IMU information based on sensor feedback.
 *
 * This structure encapsulates IMU data, including the accelerometer, gyroscope, and quaternion information.
 */
struct ImuData {
  uint64_t stamp; // Timestamp: Recorded in nanoseconds, indicating the time at which the data was recorded or generated.
  float acc[3];   // Stores IMU accelerometer data to track linear acceleration along the X, Y, and Z axes.
  float gyro[3];  // Stores IMU gyroscope data to track angular velocity (rotational speed) along the X, Y, and Z axes.
  float quat[4];  // Stores IMU quaternion values representing the robot’s orientation in 3D space (w, x, y, z).
};

// Smart Pointer Type Alias
typedef std::shared_ptr<ImuData> ImuDataPtr;
typedef std::shared_ptr<ImuData const> ImuDataConstPtr;
```

Code Example：

```cpp
#include <thread>

// include the limxsdk: Humanoid header file to import the Humanoid class
#include "limxsdk/humanoid.h"  

// use the limxsdk namespace to simplify references to the Humanoid class
using namespace limxsdk;  

int main(int argc, char *argv[]){
  // obtain the singleton instance of the Humanoid class
  Humanoid* robot = Humanoid::getInstance();  
  
  // default IP address of the robot
  std::string robot_ip = "127.0.0.1";
  if (argc > 1)
  {
    // If a command-line argument is provided, use it as the robot’s IP address
    robot_ip = argv[1];
  }
  
  // Initialize the communication environment for the motion control algorithm program
  if (!robot->init(robot_ip))
  {
    // If initialization fails, terminate the program
    exit(1); 
  }
  
  // Subscribe to robot state updates and specify a callback function
  robot->subscribeImuData([&](const ImuDataConstPtr& msg) {
    // Handle the received ImuData within this callback
    // Note: The callback function is invoked when new ImuData is received
  });
  
  // Enter an infinite loop to keep the program running
  while (true)
  {
    // sleep for 1000 milliseconds
    std::this_thread::sleep_for(std::chrono::milliseconds(1000)); 
  }
  return 0;
}
```

### 4.1.5 subscribeRobotState Interface

| Function Name      | **subscribeRobotState** |
| ------------------ | ----------------------- |
| Function Prototype | void subscribeRobotState(std::function<void(const RobotStateConstPtr&)> cb); |
| Description        | Subscribes to receive updates on robots' status.<br><br>**Notes:** This interface reports joint states based on the robot’s equivalent serial URDF.<br><br>This robot adopts a series-parallel hybrid configuration design, with parallel drive structures used at some joints. Unlike traditional serial joints (where a joint is directly driven by a single actuator), parallel joints have the following characteristics:<br>- Multiple actuators collaboratively driving a single joint DOF<br>- Higher load capacity, stiffness, and dynamic performance<br>- More compact mechanical design with higher torque density<br>- Improved fault tolerance through actuator redundancy<br><br>While parallel actuation offers significant mechanical advantages, it also introduces challenges for control and application development:<br>- More complex kinematic and dynamic modeling<br>- Incompatibility with conventional serial robot control algorithms<br>- Higher learning curve due to parallel mechanism theory<br>- Limited compatibility with existing robotics ecosystems (e.g., ROS, MoveIt!)<br><br>To eliminate these complexities, the robot controller transparently maps parallel joints to an equivalent serial joint model, allowing upper-layer applications to interact with the robot as if it were a standard serial manipulator.<br><br>**State Feedback:**<br>Parallel actuator states (position, velocity, current/torque) → Equivalent serial joint computation → Equivalent serial joint states (position, velocity, torque) |
| Parameters         | cb: callback function, invoked upon receiving a state update, with a constant pointer to a RobotState object as its parameter. |
| Return Value       | None |
| Remarks            | - RobotState data structure prototype defined as follows: |

```cpp
/**
 * @struct RobotState
 *
 * @brief Represents a data structure for robot state based on sensor feedback.
 *
 * This structure encapsulates various data points used for monitoring and controlling the robot, including IMU data (accelerometer, gyroscope, quaternion), output torques, current joint angles, velocities, and more.
 */
struct RobotState {
  // Default constructor
  RobotState() { } 
  // Parameterized constructor, initializes vectors tau, q, and dq with size motor_num, all elements set to 0.0.
  RobotState(int motor_num)
  : tau(motor_num, 0.0)
  , q(motor_num, 0.0)
  , dq(motor_num, 0.0) { }
  , motor_names(motor_num, "") { }
  uint64_t stamp;              // Timestamp （in nanoseconds）, typically indicates the time at which the data was recorded or generated.
  std::vector<float> tau;      //  A vector for storing the current estimated output torques of the joints (unit: N·m).
  std::vector<float> q;        // A vector for storing the current joint angles (unit: radians)
  std::vector<float> dq;       // A vector for storing the current joint velocities (unit: radians per second)
   std::vector<std::string> motor_names; // A vector for storing the names of all joints.
};

// Smart Pointer Type Alias
typedef std::shared_ptr<RobotState> RobotStatePtr;
typedef std::shared_ptr<RobotState const> RobotStateConstPtr;
```

Code Example：

```cpp
#include <thread>

// include the limxsdk: Humanoid header file to import the Humanoid class
#include "limxsdk/humanoid.h"  

// use the limxsdk namespace to simplify references to the Humanoid class
using namespace limxsdk;  

int main(int argc, char *argv[]){
  // obtain the singleton instance of the Humanoid class
  Humanoid* robot = Humanoid::getInstance();  
  
  // default IP address of the robot
  std::string robot_ip = "127.0.0.1";
  if (argc > 1)
  {
    // If a command-line argument is provided, use it as the robot’s IP address
    robot_ip = argv[1];
  }
  
  // Initialize the communication environment for the motion control algorithm program
  if (!robot->init(robot_ip))
  {
    // If initialization fails, terminate the program
    exit(1); 
  }
  
  // Subscribe to robot state updates and specify a callback function
  robot->subscribeRobotState([&](const RobotStateConstPtr& msg) {
    // Handle the received ImuData within this callback
    // Note: The callback function is invoked when new ImuData is received
  });
  
  // Enter an infinite loop to keep the program running
  while (true)
  {
    // sleep for 1000 milliseconds
    std::this_thread::sleep_for(std::chrono::milliseconds(1000)); 
  }
  return 0;
}
```

### 4.1.6 publishRobotCmd Interface

| Function Name      | **publishRobotCmd** |
| ------------------ | ------------------- |
| Function Prototype | bool publishRobotCmd(const RobotCmd& cmd); |
| Description        | Publishes a command to control the robot’s actions.<br><br>**Notes:** This interface accepts joint commands for the robot’s equivalent serial URDF model.<br><br>The robot adopts a serial–parallel hybrid architecture, with parallel drive structures used at some joints. Unlike conventional serial joints, where each joint is driven by a single actuator, parallel joints have the following characteristics:<br>- Multiple actuators collaboratively drive a single joint DOF.<br>- Higher load capacity, stiffness, and dynamic performance.<br>- More compact mechanical design with higher joint torque output.<br>- Improved fault tolerance through actuator redundancy.<br><br>Although parallel joints offer significant mechanical advantages, they also introduce challenges for control and application development:<br>- More complex kinematic and dynamic models.<br>- Conventional serial robot control algorithms and toolchains cannot be applied directly.<br>- Higher learning curve due to the complexity of parallel mechanisms.<br>- Limited compatibility with existing robotics ecosystems (e.g., ROS and MoveIt!).<br><br>To address these challenges, the robot controller performs a transparent conversion from parallel joints to an equivalent serial joint model, completely hiding the complexity of the parallel mechanisms from upper-layer applications.<br><br>**Command Flow:**<br>Equivalent serial joint commands (position, velocity, torque) → Parallel actuator command computation → Actuator command execution<br><br>**Note:**<br>Since Kp and Kd gains cannot be efficiently converted to parallel actuator commands, users requiring force control are recommended to command joint torque (tau) directly instead of achieving force control indirectly through PD control. This is particularly relevant for reinforcement learning policies that output position or velocity actions, where the controller converts PD commands into torque commands internally. |
| Parameters         | cmd: a RobotCmd object specifying the desired robot command |
| Return Value       | None |
| Remarks            | - RobotCmd data structure prototype defined as follows: |

```cpp
/**
 * @struct RobotCmd
 *
 * @brief Represents a data structure for robot state based on sensor feedback.
 *
 * This structure contains various commands that can be used to control the robot, including the desired operating mode, target joint angles, target velocities, target output torques, desired position stiffness, and desired velocity stiffness.
 */
struct RobotCmd {
  RobotCmd() { }
  RobotCmd(int motor_num)
  : mode(motor_num, 0)
  , q(motor_num, 0.0)
  , dq(motor_num, 0.0)
  , tau(motor_num, 0.0)
  , Kp(motor_num, 0.0)
  , Kd(motor_num, 0.0) { }
  , motor_names(motor_num, "") { }
  uint64_t stamp;             // Timestamp （in nanoseconds）, typically indicates the time at which the data was recorded or generated.
  std::vector<uint8_t> mode;  // 0: Torque control mode；1：Velocity control mode；2：Position control mode，default setting：0
  std::vector<float> q;       // A vector for storing desired joint angles (unit: radians)
  std::vector<float> dq;      // A vector for storing desired joint velocities (unit: radians per second)
  std::vector<float> tau;     // A vector for storing desired output torques (unit: N·m)
  std::vector<float> Kp;      // A vector for storing desired position stiffness values (unit: N·m per radian)
  std::vector<float> Kd;      // A vector for storing desired velocity stiffness values (unit: N·m per radian per second)
  std::vector<std::string> motor_names;   // Stores the names of the robot joints to be controlled
};

// Smart Pointer Type Alias     
typedef std::shared_ptr<RobotCmd> RobotCmdPtr;
typedef std::shared_ptr<RobotCmd const> RobotCmdConstPtr;  
```

Code Example：

```cpp
#include <thread>

// include the limxsdk: Humanoid header file to import the Humanoid class
#include "limxsdk/humanoid.h"  

// use the limxsdk namespace to simplify references to the Humanoid class
using namespace limxsdk;  

int main(int argc, char *argv[]){
  // obtain the singleton instance of the Humanoid class
  Humanoid* robot = Humanoid::getInstance();  
  
  // default IP address of the robot
  std::string robot_ip = "127.0.0.1";
  if (argc > 1)
  {
    // If a command-line argument is provided, use it as the robot’s IP address
    robot_ip = argv[1];
  }
  
  // Initialize the communication environment for the motion control algorithm program
  if (!robot->init(robot_ip))
  {
    // If initialization fails, terminate the program
    exit(1); 
  }
  
  // Obtain the motor number of the robot
  uint32_t motor_num = robot->getMotorNumber();
  
  // Create a RobotCmd object that includes the number of robot motors
  RobotCmd cmd(motor_num);
  
  // Publish the control command
  robot->publishRobotCmd(cmd);
  
  // Enter an infinite loop to keep the program running
  while (true)
  {
    // sleep for 1000 milliseconds
    std::this_thread::sleep_for(std::chrono::milliseconds(1000)); 
  }
  return 0;
}
```

### 4.1.7 subscribeSensorJoy Interface

| Function Name      | **subscribeSensorJoy** |
| ------------------ | ---------------------- |
| Function Prototype | void subscribeSensorJoy(std::function<void(const SensorJoyConstPtr&)> cb); |
| Description        | Subscribes to the robot’s remote controller data during real-machine deployment. When data is received, the specified callback function is invoked and provided with a constant pointer to a SensorJoy structure for processing. |
| Parameters         | cb:  Callback Function for receiving remote controller data. The parameter type is SensorJoyConstPtr, a shared pointer to a constant SensorJoy structure. |
| Return Value       | None |
| Remarks            | - SensorJoy data structure prototype defined as follows: |

```cpp
/**
 * @struct SensorJoy
 *
 * @brief The structure of the robot remote controller data
 *
 * This structure contains timestamp information related to the controller, as well as joystick and button values.
 */
struct SensorJoy {
    uint64_t stamp;                     // Timestamp corresponding to the sensor input time, in nanoseconds
    std::vector<float> axes;            //  Values representing controller joystick manipulation
    std::vector<int32_t> buttons;       // Values representing controller button operation states
};       

// SensorJoy Smart Pointer Type Alias
typedef std::shared_ptr<SensorJoy> SensorJoyPtr;
typedef std::shared_ptr<const SensorJoy> SensorJoyConstPtr;
```

Code Example：

```cpp
#include <thread>

// include the limxsdk: Humanoid header file to import the Humanoid class
#include "limxsdk/humanoid.h"  

// use the limxsdk namespace to simplify references to the Humanoid class
using namespace limxsdk;  

int main(int argc, char *argv[]){
  // obtain the singleton instance of the Humanoid class
  Humanoid* robot = Humanoid::getInstance();  
  
  // default IP address of the robot
  std::string robot_ip = "127.0.0.1";
  if (argc > 1)
  {
    // If a command-line argument is provided, use it as the robot’s IP address
    robot_ip = argv[1];
  }
  
  // Initialize the communication environment for the motion control algorithm program
  if (!robot->init(robot_ip))
  {
    // If initialization fails, terminate the program
    exit(1); 
  }
  
  // Subscribe to the remote controller data of the robot
  robot->subscribeSensorJoy([&](const limxsdk::SensorJoyConstPtr &joy) {
    // L1 & R1 press
    if (joy->buttons[4] == 1 && joy->buttons[7] == 1)
    {
      // Perform the corresponding operations here
    }

    // Process the joystick data
    double axes_left_horizontal = joy->axes[0];
    double axes_left_vertical = joy->axes[1];
    double axes_right_horizontal = joy->axes[2];
    double axes_right_vertical = joy->axes[3];
  });
  
  // Enter an infinite loop to keep the program running
  while (true)
  {
    // sleep for 1000 milliseconds
    std::this_thread::sleep_for(std::chrono::milliseconds(1000)); 
  }
  return 0;
}
```

### 4.1.8 subscribeDiagnosticValue Interface

| Function Name      | **subscribeDiagnosticValue** |
| ------------------ | ---------------------------- |
| Function Prototype | void subscribeDiagnosticValue(std::function<void(const DiagnosticValueConstPtr&)> cb); |
| Description        | Subscribes to the robots' diagnostic value and status information. When a diagnostic message is issued, the specified callback function is triggered and receives a constant pointer to a DiagnosticValue structure, enabling real-time monitoring of the robot’s health status and allowing timely handling of potential issues. |
| Parameters         | cb: Callback function for receiving diagnostic data. The parameter type is DiagnosticValueConstPtr, a shared pointer to a constant DiagnosticValue structure containing fields such as timestamp, level, name, code, and message. |
| Return Value       | None |
| Remarks            | - DiagnosticValue data structure prototype defined as follows: |

```cpp
/**
 * @struct DiagnosticValue
 *
 * @brief Structure representing diagnostic values
 *
 * This structure contains information about the diagnostic level, name, code, and message.
 */
struct DiagnosticValue {
  enum { OK = 0 };         // Diagnostic level for normal status
  enum { WARN = 1 };       // Diagnostic level for warning status
  enum { ERROR = 2 };      // Diagnostic level for error status

  uint64_t stamp;          // Timestamp, in nanoseconds
  int32_t level;           // Diagnostic level associated with the diagnostic value
  std::string name;        // Name identifying the diagnostic value
  int32_t code;            // Code corresponding to the diagnostic value
  std::string message;     // Detailed message related to the diagnostic value
};

// DiagnosticValue Smart pointer type definition
typedef std::shared_ptr<DiagnosticValue> DiagnosticValuePtr;
typedef std::shared_ptr<DiagnosticValue const> DiagnosticValueConstPtr;
```

Code Example：

```cpp
#include <thread>

// include the limxsdk: Humanoid header file to import the Humanoid class
#include "limxsdk/humanoid.h"  

// use the limxsdk namespace to simplify references to the Humanoid class
using namespace limxsdk;  

int main(int argc, char *argv[]){
  // obtain the singleton instance of the Humanoid class
  Humanoid* robot = Humanoid::getInstance();  
  
  // default IP address of the robot
  std::string robot_ip = "127.0.0.1";
  if (argc > 1)
  {
    // If a command-line argument is provided, use it as the robot’s IP address
    robot_ip = argv[1];
  }
  
  // Initialize the communication environment for the motion control algorithm program
  if (!robot->init(robot_ip))
  {
    // If initialization fails, terminate the program
    exit(1); 
  }
  
  // Subscribe to robot diagnostic data
  robot->subscribeDiagnosticValue([&](const DiagnosticValueConstPtr& msg) {
    // Handle the robot diagnostic value here
    // For example, actions can be taken based on the diagnostic level and message
    std::cout << "Diagnostic Value: " << msg->name << std::endl;
    std::cout << "Level: " << msg->level << std::endl;
    std::cout << "Code: " << msg->code << std::endl;
    std::cout << "Message: " << msg->message << std::endl;
  });
  
  // Enter an infinite loop to keep the program running
  while (true)
  {
    // sleep for 1000 milliseconds
    std::this_thread::sleep_for(std::chrono::milliseconds(1000)); 
  }
  return 0;
}
```

### 4.1.9 publishJsonMessage Interface

| Function Name      | **publishJsonMessage** |
| ------------------ | ---------------------- |
| Function Prototype | void publishJsonMessage(const std::string &json_payload); |
| Description        | Sends a JSON-formatted message to the robot following the High-Level Application Protocol Interface. |
| Parameters         | JSON_payload: A JSON string conforming to the High-Level Application Protocol specification. Example: {"accid": "xxx", "title": "request_xxx", "timestamp": xxx, "guid": "xxx", "data": {}} |
| Return Value       | None |
| Remarks            | Valid only in high-level development mode. |

Code Example：

```cpp
#include <thread>

// include the limxsdk: Humanoid header file to import the Humanoid class
#include "limxsdk/humanoid.h"  

// use the limxsdk namespace to simplify references to the Humanoid class
using namespace limxsdk;  

int main(int argc, char *argv[]){
  // obtain the singleton instance of the Humanoid class
  Humanoid* robot = Humanoid::getInstance();  
  
  // default IP address of the robot
  std::string robot_ip = "10.192.1.2";
  if (argc > 1)
  {
    // If a command-line argument is provided, use it as the robot’s IP address
    robot_ip = argv[1];
  }
  
  // Initialize the communication runtime environment
  if (!robot->init(robot_ip))
  {
    // If initialization fails, terminate the program
    exit(1); 
  }
  
   // The JSON protocol content to be sent
  std::string json_payload = R"({
    "accid": "HU_D03_01",   # Replace with the real robot serial number (SN)
    "title": "request_get_joint_state",
    "timestamp": 1672373633989,
    "guid": "746d937cd8094f6a98c9577aaf213d98",
    "data": {}
  })";
  
  // Publish control command
  robot->publishJsonMessage(json_payload);
  
  // Enter an infinite loop to keep the program running
  while (true)
  {
    // sleep for 1000 milliseconds
    std::this_thread::sleep_for(std::chrono::milliseconds(1000)); 
  }
  return 0;
}
```

### 4.1.10 subscribeJsonMessage Interface

| Function Name      | **subscribeJsonMessage** |
| ------------------ | ------------------------ |
| Function Prototype | void subscribeJsonMessage(std::function<void(const std::string &)> cb); |
| Description        | Registers a callback function to handle responses and notifications from the robot’s High-Level Application Protocol Interface.<br><br>The callback is triggered in the following cases:<br>1. When the robot returns a response to a previously sent JSON command (publishJsonMessage).<br>2. When the robot actively sends an unsolicited notification. |
| Parameters         | cb: callback function, prototype as `void(const std::string &json_payload)`<br>json_payload includes:<br>- Command response: `{"accid": "xxx", "title": "response_xxx", "timestamp": xxx, "guid": "xxx", "data": {}}`<br>- Notification: `{"accid": "xxx", "title": "notify_xxx", "timestamp": xxx, "guid": "xxx", "data": {}}` |
| Return Value       | None |
| Remarks            | Valid only in high-level development mode |

Code Example：

```cpp
#include <thread>

// include the limxsdk: Humanoid header file to import the Humanoid class
#include "limxsdk/humanoid.h"  

// use the limxsdk namespace to simplify references to the Humanoid class
using namespace limxsdk;  

int main(int argc, char *argv[]){
  // obtain the singleton instance of the Humanoid class
  Humanoid* robot = Humanoid::getInstance();  
  
  // default IP address of the robot
  std::string robot_ip = "10.192.1.2";
  if (argc > 1)
  {
    // If a command-line argument is provided, use it as the robot’s IP address
    robot_ip = argv[1];
  }
  
  // Initialize the communication runtime environment
  if (!robot->init(robot_ip))
  {
    // If initialization fails, terminate the program
    exit(1); 
  }
  
  // Handle responses and notifications from the robot’s “High-Level Application Protocol Interface” calls.
  robot->subscribeJsonMessage([&](const std::string & json_payload) {
    std::cout << json_payload << std::endl;
  });
  
  // Enter an infinite loop to keep the program running
  while (true)
  {
    // sleep for 1000 milliseconds
    std::this_thread::sleep_for(std::chrono::milliseconds(1000)); 
  }
  return 0;
}
```

### 4.1.11 Reference Example

Github: `https://github.com/limxdynamics/humanoid-rl-deploy-ros`

## 4.2 Python Motion Control API

Provides a Python motion-control API with equivalent functionality to the C++ motion-control interface, enabling developers who are not familiar with C++ to develop motion-control algorithms in Python.

### 4.2.1 Install Motion Control Development Library

- Linux x86_64 Environment

```bash
pip install python3/amd64/limxsdk-*-py3-none-any.whl
```

- Linux aarch64 Environment

```bash
pip install python3/aarch64/limxsdk-*-py3-none-any.whl
```

- Windows Environment

```bash
pip install python3/win/limxsdk-*-py3-none-any.whl
```




### 4.2.2 __init__  Interface

| Function Name      | **__init__** |
| ------------------ | ------------ |
| Function Prototype | def __init__(self, robot_type: robot.RobotType) |
| Description        | Specifies the robot type during initialization and creates a local robot instance of the corresponding type. |
| Parameters         | robot_type: an enumeration value specifying the robot type, where RobotType.Humanoid represents a bipedal humanoid robot. |
| Return Value       | None |
| Remarks            | None |

Code Example：

```python
import sys
import limxsdk.robot.Robot as Robot
import limxsdk.robot.RobotType as RobotType

if __name__ == '__main__':
    # Create a Robot instance of type Humanoid
    robot = Robot(RobotType.Humanoid)
```



### 4.2.3 init Interface

| Function Name      | **init** |
| ------------------ | -------- |
| Function Prototype | def init(self, robot_ip: str = "127.0.0.1") |
| Description        | Initializes the communication and runtime environment for the motion control algorithm, typically called before other interfaces in the main function. |
| Parameters         | robot_ip: The IP address of the robot. Use "127.0.0.1" for simulation and "10.192.1.2" for real robots. |
| Return Value       | Success: return True<br>Failure: return False |
| Remarks            | None |

Code Example：

```python
import sys
import limxsdk.robot.Robot as Robot
import limxsdk.robot.RobotType as RobotType

if __name__ == '__main__':
    # Create a Robot instance of type Humanoid
    robot = Robot(RobotType.Humanoid)
    
    robot_ip = "127.0.0.1"
    # Check whether a command-line argument is provided as the robot’s IP address
    if len(sys.argv) > 1:
        robot_ip = sys.argv[1]

    # Initialize the robot’s communication runtime environment using the IP address
    if not robot.init(robot_ip):
        sys.exit()
```



### 4.2.4 getMotorNumber Interface

| Function Name      | **getMotorNumber** |
| ------------------ | ------------------ |
| Function Prototype | def getMotorNumber(self) |
| Description        | Retrieves the motor number in the robot. |
| Parameters         | None |
| Return Value       | Returns an unsigned integer representing the total number of motors in the robot. |
| Remarks            | Typically, a bipedal humanoid robot is equipped with 6 motors. |

Code Example：

```python
import sys
import limxsdk.robot.Robot as Robot
import limxsdk.robot.RobotType as RobotType

if __name__ == '__main__':
    # Create a Robot instance of type Humanoid
    robot = Robot(RobotType.Humanoid)

    robot_ip = "127.0.0.1"
    # Check whether a command-line argument is provided as the robot’s IP address
    if len(sys.argv) > 1:
        robot_ip = sys.argv[1]

    # Initialize the robot using robot_ip
    if not robot.init(robot_ip):
        sys.exit()

    # Obtain the number of motors in the robot
    motor_number = robot.getMotorNumber()
```



### 4.2.5  subscribeImuData Interface

| Function Name      | **subscribeImuData** |
| ------------------ | -------------------- |
| Function Prototype | def subscribeImuData(self, callback: Callable[[datatypes.ImuData], Any]) |
| Description        | Subscribes to the robot’s IMU data and triggers the specified callback function whenever new IMU data is received. |
| Parameters         | Callback: Callback function to process the new IMU data. |
| Return Value       | Success: return True Failure: return False |
| Remarks            | - datatypes.ImuData structure prototype defined as follows: |

```python
import sys

class ImuData(object):
    __slots__ = ['stamp','acc','gyro','quat']
    def __init__(self):
        self.stamp = 0 # Timestamp: Typically indicates the time at which the data was recorded or generated, in nanoseconds
        self.acc = [0. for x in range(0, 3)]  # Stores IMU (Inertial Measurement Unit) accelerometer data, used to track linear acceleration along the three axes
        self.gyro = [0. for x in range(0, 3)] # Stores IMU gyroscope data, used to track angular velocity or rotational speed
        self.quat = [0. for x in range(0, 4)] # Stores IMU quaternion data, representing orientation in 3D space
```

Code Example：

```python
import sys
from functools import partial
import limxsdk.robot.Robot as Robot
import limxsdk.robot.RobotType as RobotType
import limxsdk.datatypes as datatypes

class RobotReceiver:
    # Subscribe to the robot's IMU data
    def imuDataCallback(self, imu: datatypes.ImuData):
        print("\n------\nrobot_state:" + \
              "\n  stamp: " + str(imu.stamp) + \
              "\n  acc: " + str(imu.acc) + \
              "\n  gyro: " + str(imu.gyro) + \
              "\n  quat: " + str(imu.quat))

if __name__ == '__main__':
    # Create a Robot instance of type Humanoid
    robot = Robot(RobotType.Humanoid)

    robot_ip = "127.0.0.1"
    # Check whether a command-line argument is provided for the robot’s IP address
    if len(sys.argv) > 1:
        robot_ip = sys.argv[1]

    # Initialize the robot using robot_ip
    if not robot.init(robot_ip):
        sys.exit()

    # Create a RobotReceiver instance to handle callbacks
    receiver = RobotReceiver()

    # Create a partial function for the callback
    imuDataCallback = partial(receiver.imuDataCallback)

    # Subscribe to the robot's IMU data
    robot.subscribeImuData(imuDataCallback)
```



### 4.2.6 subscribeRobotState Interface

| Function Name      | **subscribeRobotState** |
| ------------------ | ----------------------- |
| Function Prototype | def subscribeRobotState(self, callback: Callable[[datatypes.RobotState], Any]) |
| Description        | Subscribes to receive updates on robots' status |
| Parameters         | Callback: callback function, invoked upon receiving a state update. Its parameter points to a datatypes.RobotState object.<br>- datatypes.RobotState structure fields:<br>&nbsp;&nbsp;- stamp: Timestamp, indicates when the data was recorded or generated.<br>&nbsp;&nbsp;- tau: Vector storing the estimated output torques (in newton-meters).<br>&nbsp;&nbsp;- q: Vector storing the current joint positions (in radians).<br>&nbsp;&nbsp;- dq: Vector storing the current joint velocities (in radians per second).<br>&nbsp;&nbsp;- motor_names: store the corresponding joint name.<br><br>**Notes:** This interface reports joint states based on the robot’s equivalent serial URDF.<br><br>This robot adopts a series-parallel hybrid configuration design, with parallel drive structures used at some joints. Unlike traditional serial joints (where a joint is directly driven by a single actuator), parallel joints have the following characteristics:<br>- Multiple actuators collaboratively driving a single joint DOF<br>- Higher load capacity, stiffness, and dynamic performance<br>- More compact mechanical design with higher torque density<br>- Improved fault tolerance through actuator redundancy<br><br>While parallel actuation offers significant mechanical advantages, it also introduces challenges for control and application development:<br>- More complex kinematic and dynamic modeling<br>- Incompatibility with conventional serial robot control algorithms<br>- Higher learning curve due to parallel mechanism theory<br>- Limited compatibility with existing robotics ecosystems (e.g., ROS, MoveIt!)<br><br>To eliminate these complexities, the robot controller transparently maps parallel joints to an equivalent serial joint model, allowing upper-layer applications to interact with the robot as if it were a standard serial manipulator.<br><br>**State Feedback:**<br>Parallel actuator states (position, velocity, current/torque) → Equivalent serial joint computation → Equivalent serial joint states (position, velocity, torque) |
| Return Value       | Success: return True Failure: return False |
| Remarks            | - datatypes.RobotState structure prototype defined as follows: |

```python
import sys

class RobotState(object):
    __slots__ = ['stamp','tau','q','dq']
    def __init__(self):
        self.stamp = 0 # Timestamp: Typically indicates the time at which the data was recorded or generated, in nanoseconds
        self.tau = []  # Stores the vector of current estimated output torques (unit: N·m)
        self.q = []    # Stores the vector of current joint angles (unit: radians)
        self.dq = []   # Stores the vector of current joint velocities (unit: radians per second)
        self.motor_names = []   # Stores the corresponding joint names
```

Code Example：

```python
import sys
from functools import partial
import limxsdk.robot.Robot as Robot
import limxsdk.robot.RobotType as RobotType
import limxsdk.datatypes as datatypes

class RobotReceiver:
    # Callback function for receiving the robot’s state
    def robotStateCallback(self, robot_state: datatypes.RobotState):
        print("\n------\nrobot_state:" + \
              "\n  stamp: " + str(robot_state.stamp) + \
              "\n  tau: " + str(robot_state.tau) + \
              "\n  q: " + str(robot_state.q) + \
              "\n  dq: " + str(robot_state.dq))

if __name__ == '__main__':
    # Create a Robot instance of type Humanoid
    robot = Robot(RobotType.Humanoid)

    robot_ip = "127.0.0.1"
    # Check whether a command-line argument is provided for the robot’s IP address
    if len(sys.argv) > 1:
        robot_ip = sys.argv[1]

    # Initialize the robot using robot_ip
    if not robot.init(robot_ip):
        sys.exit()

    # Create a RobotReceiver instance to handle callbacks
    receiver = RobotReceiver()

    # Create a partial function for the callback
    robotStateCallback = partial(receiver.robotStateCallback)

    # Subscribe to the robot's IMU data
    robot.subscribeRobotState(robotStateCallback)
```



### 4.2.7 publishRobotCmd Interface

| Function Name      | **publishRobotCmd** |
| ------------------ | ------------------- |
| Function Prototype | def publishRobotCmd (self, cmd: datatypes.RobotCmd) |
| Description        | Publishes a command to control the robot’s actions. |
| Parameters         | cmd: A datatypes.RobotCmd object representing the desired robot command, containing the following fields:<br>&nbsp;&nbsp;- stamp: Timestamp in nanoseconds indicating when the data was recorded or generated.<br>&nbsp;&nbsp;- q: Vector storing the desired joint positions (in radians).<br>&nbsp;&nbsp;- dq: Vector storing the desired joint velocities (in radians per second).<br>&nbsp;&nbsp;- tau: Vector storing the desired output torques (in newton-meters).<br>&nbsp;&nbsp;- Kp: Vector storing the desired position stiffness (in newton-meters per radian).<br>&nbsp;&nbsp;- Kd: Vector storing the desired velocity stiffness (in newton-meters per radian per second).<br>&nbsp;&nbsp;- motor_names: store the joint names that need to be controlled.<br><br>**Notes:** This interface accepts joint commands for the robot’s equivalent serial URDF model.<br><br>The robot adopts a serial–parallel hybrid architecture, with parallel drive structures used at some joints. Unlike conventional serial joints, where each joint is driven by a single actuator, parallel joints have the following characteristics:<br>- Multiple actuators collaboratively drive a single joint DOF.<br>- Higher load capacity, stiffness, and dynamic performance.<br>- More compact mechanical design with higher joint torque output.<br>- Improved fault tolerance through actuator redundancy.<br><br>Although parallel joints offer significant mechanical advantages, they also introduce challenges for control and application development:<br>- More complex kinematic and dynamic models.<br>- Conventional serial robot control algorithms and toolchains cannot be applied directly.<br>- Higher learning curve due to the complexity of parallel mechanisms.<br>- Limited compatibility with existing robotics ecosystems (e.g., ROS and MoveIt!).<br><br>To address these challenges, the robot controller performs a transparent conversion from parallel joints to an equivalent serial joint model, completely hiding the complexity of the parallel mechanisms from upper-layer applications.<br><br>**Command Flow:**<br>Equivalent serial joint commands (position, velocity, torque) → Parallel actuator command computation → Actuator command execution<br><br>**Note:**<br>Since Kp and Kd gains cannot be efficiently converted to parallel actuator commands, users requiring force control are recommended to command joint torque (tau) directly instead of achieving force control indirectly through PD control. This is particularly relevant for reinforcement learning policies that output position or velocity actions, where the controller converts PD commands into torque commands internally. |
| Return Value       | Success: return True Failure: return False |
| Remarks            | - datatypes.RobotCmd structure prototype defined as follows: |

```python
import sys

class RobotCmd(object):
    __slots__ = ['stamp','mode','q','dq','tau','Kp','Kd']
    def __init__(self):
        self.stamp = 0 # Timestamp （in nanoseconds）, typically indicates the time at which the data was recorded or generated.
        self.mode = [] # The robot's desired working mode
        self.q = []    # A vector for storing desired joint angles (unit: radians)
        self.dq = []   # A vector for storing desired joint velocities (unit: radians per second)
        self.tau = []  # A vector for storing desired output torques (unit: N·m)
        self.Kp = []   # A vector for storing desired position stiffness values (unit: N·m per radian)
        self.Kd = []   # A vector for storing desired velocity stiffness values (unit: N·m per radian per second)
        self.motor_names = []   # Stores the names of the robot joints to be controlled
```

Code Example：

```python
import sys
import time
import limxsdk.robot.Rate as Rate
import limxsdk.robot.Robot as Robot
import limxsdk.robot.RobotType as RobotType
import limxsdk.datatypes as datatypes

if __name__ == '__main__':
    # Create a Robot instance of type Humanoid
    robot = Robot(RobotType.Humanoid)

    robot_ip = "127.0.0.1"
    # Check whether a command-line argument is provided as the robot’s IP address
    if len(sys.argv) > 1:
        robot_ip = sys.argv[1]

    # Initialize the robot using robot_ip
    if not robot.init(robot_ip):
        sys.exit()

    # Obtain information on joint offsets, joint limits, and the number of motors
    joint_offset = robot.getJointOffset()
    joint_limit = robot.getJointLimit()
    motor_number = robot.getMotorNumber()
    
    # Main loop to continuously publish robot commands
    rate = Rate(500) # 1500 Hz
    cmd_msg = datatypes.RobotCmd()
    while True:
        # Set default values for timestamp, control mode, joint positions, velocities, torques, Kp, and Kd
        cmd_msg.stamp = time.time_ns()
        cmd_msg.mode = [1.0 for _ in range(motor_number)]
        cmd_msg.q = [1.0 for _ in range(motor_number)]
        cmd_msg.dq = [1.0 for _ in range(motor_number)]
        cmd_msg.tau = [1.0 for _ in range(motor_number)]
        cmd_msg.Kp = [1.0 for _ in range(motor_number)]
        cmd_msg.Kd = [1.0 for _ in range(motor_number)]
        robot.publishRobotCmd(cmd_msg)  # Publish the robot commands
        rate.sleep()  # Control the loop frequency
```



### 4.2.8 subscribeSensorJoy Interface

| Function Name      | **subscribeSensorJoy** |
| ------------------ | ---------------------- |
| Function Prototype | def subscribeSensorJoy(self, callback: Callable[[datatypes.SensorJoy], Any]) |
| Description        | Subscribes to the robot’s remote controller data during real-machine deployment. When data is received, the specified callback function is invoked and provided with a constant pointer to a datatypes.SensorJoy structure for processing. |
| Parameters         | callback: Callback Function for receiving remote controller data with parameter type SensorJoyConstPtr. |
| Return Value       | Success: return True Failure: return False |
| Remarks            | - datatypes.SensorJoy structure prototype defined as follows: |

```python
import sys

class SensorJoy(object):
    __slots__ = ['stamp','axes','buttons']
    def __init__(self):
        self.stamp = 0     # Timestamp corresponding to the sensor input time, in nanoseconds
        self.axes = []     # Values representing controller joystick manipulation
        self.buttons = []  # Values representing controller button operation states
```

Code Example：

```python
import sys
import time
from functools import partial
import limxsdk.robot.Robot as Robot
import limxsdk.robot.RobotType as RobotType
import limxsdk.datatypes as datatypes

class RobotReceiver:
    # Callback function for receiving the remote controller data
    def sensorJoyCallback(self, sensor_joy: datatypes.SensorJoy):
        print("\n------\nsensor_joy:" + \
              "\n  stamp: " + str(sensor_joy.stamp) + \
              "\n  axes: " + str(sensor_joy.axes) + \
              "\n  buttons: " + str(sensor_joy.buttons))

if __name__ == '__main__':
    # Create a Robot instance of type Humanoid
    robot = Robot(RobotType.Humanoid)

    robot_ip = "127.0.0.1"
    # Check whether a command-line argument is provided for the robot’s IP address
    if len(sys.argv) > 1:
        robot_ip = sys.argv[1]

    # Initialize the robot using robot_ip
    if not robot.init(robot_ip):
        sys.exit()

    # Create a RobotReceiver instance to handle callbacks
    receiver = RobotReceiver()

    # Create a partial function for the callback
    sensorJoyCallback = partial(receiver.sensorJoyCallback)

    # Subscribe to the robot's IMU data
    robot.subscribeSensorJoy(sensorJoyCallback)
```



### 4.2.9 subscribeDiagnosticValue Interface

| Function Name      | **subscribeDiagnosticValue** |
| ------------------ | ---------------------------- |
| Function Prototype | def subscribeDiagnosticValue(self, callback: Callable[[datatypes.DiagnosticValue], Any]) |
| Description        | Subscribes to the robot’s diagnostic and status updates. Upon receiving a diagnostic message, the callback function is triggered with a datatypes.DiagnosticValue object, allowing continuous health monitoring and prompt response to detected issues. |
| Parameters         | Callback function for receiving diagnostic data. The parameter type is datatypes.DiagnosticValue, which contains fields such as timestamp, level, name, code, and message. |
| Return Value       | Success: return True Failure: return False |
| Remarks            | - datatypes.DiagnosticValue structure prototype defined as follows: |

```python
import sys

class DiagnosticValue(object):
    __slots__ = ['stamp','level','name','code','message']
    def __init__(self):
        self.stamp = 0 # Timestamp, in nanoseconds
        self.level = 0 # Diagnostic level associated with the diagnostic value - 0: OK, 1: WARN, 2: ERROR
        self.name = '' # Name identifying the diagnostic value
        self.code = 0  # Code corresponding to the diagnostic value
        self.message = ''  # Detailed message related to the diagnostic value
```

Code Example：

```python
import sys
from functools import partial
import limxsdk.robot.Robot as Robot
import limxsdk.robot.RobotType as RobotType
import limxsdk.datatypes as datatypes

class RobotReceiver:
    # Callback function for receiving diagnostic value
    def diagnosticValueCallback(self, diagnostic_value: datatypes.DiagnosticValue):
        print("\n------\ndiagnostic_value:" + \
              "\n  stamp: " + str(diagnostic_value.stamp) + \
              "\n  name: " + diagnostic_value.name + \
              "\n  level: " + str(diagnostic_value.level) + \
              "\n  code: " + str(diagnostic_value.code) + \
              "\n  message: " + diagnostic_value.message)

if __name__ == '__main__':
    # Create a Robot instance of type Humanoid
    robot = Robot(RobotType.Humanoid)

    robot_ip = "127.0.0.1"
    # Check whether a command-line argument is provided for the robot’s IP address
    if len(sys.argv) > 1:
        robot_ip = sys.argv[1]

    # Initialize the robot using robot_ip
    if not robot.init(robot_ip):
        sys.exit()

    # Create a RobotReceiver instance to handle callbacks
    receiver = RobotReceiver()

    # Create a partial function for the callback
    diagnosticValueCallback = partial(receiver.diagnosticValueCallback)

    # Subscribe to the robot's IMU data
    robot.subscribeDiagnosticValue(diagnosticValueCallback)
```



### 4.2.10 publishJsonMessage Interface
| Function Name      | **publishJsonMessage** |
| ------------------ | ---------------------- |
| Function Prototype | def publishJsonMessage(self, json_payload: str) |
| Description        | Sends a JSON-formatted message to the robot following the High-Level Application Protocol Interface. |
| Parameters         | json_payload: A JSON string conforming to the High-Level Application Protocol specification. Example: {"accid": "xxx", "title": "request_xxx", "timestamp": xxx, "guid": "xxx", "data": {}} |
| Return Value       | None |
| Remarks            | Valid only in high-level development mode. |

Code Example：

```python
import sys
import time
import limxsdk.robot.Rate as Rate
import limxsdk.robot.Robot as Robot
import limxsdk.robot.RobotType as RobotType
import limxsdk.datatypes as datatypes

if __name__ == '__main__':
    # Create a Robot instance of type Humanoid
    robot = Robot(RobotType.Humanoid)

    robot_ip = "10.192.1.2"
    # Check whether a command-line argument is provided for the robot’s IP address
    if len(sys.argv) > 1:
        robot_ip = sys.argv[1]

    # Initialize the robot using robot_ip
    if not robot.init(robot_ip):
        sys.exit()
    
    # Set the protocol content to be sent
    json_payload = '''{
        "accid": "HU_D03_01", # Replace with the real robot serial number (SN)
        "title": "request_get_joint_state",
        "timestamp": 1672373633989,
        "guid": "746d937cd8094f6a98c9577aaf213d98",
        "data": {}
    }'''
    
    # Send the JSON protocol.
    robot.publishJsonMessage(json_payload)
    
    # Keep the program running
    try:
        while True:
            time.sleep(1)
    except KeyboardInterrupt:
        print("Program interrupted by the user")
```



### 4.2.11 subscribeJsonMessage Interface
| Function Name      | **subscribeJsonMessage** |
| ------------------ | ------------------------ |
| Function Prototype | def subscribeJsonMessage(self, callback: Callable[[str], Any]) |
| Description        | Registers a callback function to handle responses and notifications from the robot’s High-Level Application Protocol Interface.<br><br>The callback is triggered in the following cases:<br>1. When the robot returns a response to a previously sent JSON command (publishJsonMessage).<br>2. When the robot actively sends an unsolicited notification. |
| Parameters         | callback: callback function<br><br>json_payload includes:<br>- Command response: `{"accid": "xxx", "title": "response_xxx", "timestamp": xxx, "guid": "xxx", "data": {}}`<br>- Notification: `{"accid": "xxx", "title": "notify_xxx", "timestamp": xxx, "guid": "xxx", "data": {}}` |
| Return Value       | None |
| Remarks            | Valid only in high-level development mode |

Code Example：

```python
import sys
import time
from functools import partial
import limxsdk.robot.Robot as Robot
import limxsdk.robot.RobotType as RobotType
import limxsdk.datatypes as datatypes

class RobotReceiver:
    # Handle responses and notifications from the robot’s “High-Level Application Protocol Interface” calls.
    def jsonMessageCallback(self, json_payload: str):
        print("\n------\njson_payload:" + json_payload)

if __name__ == '__main__':
    # Create a Robot instance of type Humanoid
    robot = Robot(RobotType.Humanoid)

    robot_ip = "10.192.1.2"
    # Check whether a command-line argument is provided for the robot’s IP address
    if len(sys.argv) > 1:
        robot_ip = sys.argv[1]

    # Initialize the robot using robot_ip
    if not robot.init(robot_ip):
        sys.exit()

    # Create a RobotReceiver instance to handle callbacks
    receiver = RobotReceiver()

    # Create a partial function for the callback
    jsonMessageCallback = partial(receiver.jsonMessageCallback)

    # Subscribe to the robot's IMU data
    robot.subscribeJsonMessage(jsonMessageCallback)
```



### 4.2.12 Reference Example

Github: `https://github.com/limxdynamics/humanoid-rl-deploy-python`



# 5 Check and Set the Robot Model

When compiling or running RL training, control algorithms and simulation programs, selecting the correct robot model is essential. Check the robot model and set it in the environment variable `ROBOT_TYPE` to ensure the correct model is identified and applied across different tasks.



**Steps to View and Configure the Robot Model:**

1. Connect to the robot’s Wi-Fi hotspot and enter the password: `12345678`

![图片](data:image/webp;base64,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)

2. Open a web browser and navigate to `http://10.192.1.2:8080`. The page displays the SN (serial number) — for example, **HU_D03_03_001** — where **HU_D03_03** represents the robot model, as shown below.

![图片](data:image/webp;base64,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)

3. Set the robot model: Open a Bash terminal and run the following shell command to set the robot model. This ensures that the correct robot model information is recognized during secondary development.

```bash
echo 'export ROBOT_TYPE=HU_D03_03' >> ~/.bashrc && source ~/.bashrc
```

# 6 Robot Simulator

**MuJoCo** is a lightweight, high-performance physics simulator designed for multi-joint robots and mechanical systems.
It features an efficient physics engine capable of accurately simulating contact and friction, and can operate independently without relying on ROS.

## 6.1 Running the Simulator

1. Environment Requirements: Python 3.8 or higher is recommended
2. Open a Bash Terminal
3. Download the MuJoCo Simulator Code:

```bash
git clone --recurse git@github.com:limxdynamics/humanoid-mujoco-sim.git
```

4. Install the Motion Control Development Library:
  - Linux x86_64 Environment

```bash
pip install humanoid-mujoco-sim/limxsdk-lowlevel/python3/amd64/limxsdk-*-py3-none-any.whl
```

  - Linux aarch64 Environment

```bash
pip install humanoid-mujoco-sim/limxsdk-lowlevel/python3/aarch64/limxsdk-*-py3-none-any.whl
```

5. Set the Robot Model: Please refer to the “check and set the Robot Model” section to check your robot model. If not yet configured, please follow the steps below:
  - List available robot types using the shell command tree -L 3 -P "meshes" -I "urdf|world|xml|usd" humanoid-mujoco-sim/humanoid-description:

```bash
limx@limx:~$ tree -L 3 -P "meshes" -I "urdf|world|xml|usd" humanoid-mujoco-sim/humanoid-description
humanoid-mujoco-sim/humanoid-description
├── HU_D03_description
│   └── meshes
│       └── HU_D03_03
└── HU_D04_description
    └── meshes
        └── HU_D04_01
```

- For example, to set the robot model type HU_D04_01 (replace with your actual model):

```bash
echo 'export ROBOT_TYPE=HU_D04_01' >> ~/.bashrc && source ~/.bashrc
```

6. Run the MuJoCo simulator：

```bash
python humanoid-mujoco-sim/simulator.py
```

## 6.2 Demonstration Results

> Actual performance may vary depending on your system configuration.
> ![图片](data:image/webp;base64,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)

# 7 RL Algorithm Deployment

## 7.1 Deployment with Standard C++

- **Github Repository:** [https://github.com/limxdynamics/humanoid-rl-deploy-cpp](https://github.com/limxdynamics/humanoid-rl-deploy-cpp)
- A lightweight algorithm framework implemented in standard C++, enabling fast deployment of trained models without requiring ROS1 or ROS2.

## 7.2 Deployment with Python

- **Github Repository:** [https://github.com/limxdynamics/humanoid-rl-deploy-python](https://github.com/limxdynamics/humanoid-rl-deploy-python)
- A Python-based reinforcement learning deployment framework that simplifies the process of deploying trained models on Oli.

## 7.3 Deployment with ROS2

- **Github Repository:** [https://github.com/limxdynamics/humanoid-rl-deploy-ros2](https://github.com/limxdynamics/humanoid-rl-deploy-ros2)
- A reinforcement learning deployment framework based on [ROS2](https://www.ros.org), allowing rapid deployment of trained models on Oli.

## 7.4 Deployment with ROS1

- **Github Repository:** [https://github.com/limxdynamics/humanoid-rl-deploy-ros](https://github.com/limxdynamics/humanoid-rl-deploy-ros)
- A reinforcement learning deployment framework based on [ROS1](https://www.ros.org), enabling efficient deployment of trained models on Oli.

# 8 Logs and Data Packages

- **Automatic Data Recording:** The robot system automatically records essential data, including IMU data (ImuData), state data (/joint/state), control data (/joint/cmd), and runtime logs. These records are critical for motion control analysis and performance evaluation.
- **Accessing and Downloading Data:** The robot stores runtime log data for troubleshooting and performance optimization. To access the data, connect your computer to the robot’s Wi-Fi hotspot, then open a browser at `http://10.192.1.2:8090` to download the desired datasets.

![图片](data:image/webp;base64,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## 8.1 Data Package Visualization and Analysis

* **Downloading Data Packages:&#x20;**&#x41;fter downloading a `.bag` file, you can use PlotJuggler to visualize and analyze the data.**&#x20;**&#x49;f the downloaded file is in `.bag.active` format, run the following shell command to reindex it and generate a new `.bag` file for PlotJuggler to load properly.

  ```bash
  rosbag reindex your_file.bag.active
  mv your_file.bag.active your_file.bag
  ```

* **Visualization:&#x20;**&#x4C;aunch the PlotJuggler visualization tool using the shell command `rosrun plotjuggler plotjuggler -n`, then load the data packages as shown below:

  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## 8.2 Logs and Diagnostic Trace Data

Structured log and diagnostic trace data are recorded for system monitoring, as shown below. These datasets can be used for troubleshooting and performance optimization when needed.

![图片](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABIgAAAOwCAIAAADawNjaAACAAElEQVR4nOzdB1gTZwMH8PeSkEAYsveSJbMo7q1orXtvrbvuvWfr3uIWreKeqNVPa9046lYcLAVRpgLKEAhkkOS+B07TiIAowYj8f0+fPuTu8r5vLmDun3cc59ajaIlEkvQ68XlkxPXLZ1NTkimKUBRFfmg+Pj4PHz5UdysAAAAAAKCyoGmaEGJhadm2XTsvLy9bW1sOh8NisdhsNovF4kjE4piX0efPnIgMe0RRFIv1g0ey4jCn6dOfAb4Z5S9EfvgvRwAAAAAqG+YCLzkpKWD7dp9atXr06FGtWjU2m83s5bx+lXDu77+eRzypzBeC9AdIZaBezJ+h8v8BAAAA4AdDUdSj4GBCyK+//mpnZ8ds5EQ9i4gKf1yZLwFpmpbL5bSS/I3qbhVUNsxfIKWExWJV5j9MAAAAgB/bwwcPvL29jYyMdHV1KYri3Lh6oTJf/DGpTE7T7u7uI0eNql+/Po/HU3ejoPISi8W3b9/e6u8fERFB5HJkMwAAAIAfFUVR586e9fLy4vP5hBBWakqSupukTkwXmbu7+569e5s1a4ZUBurF4/GaNWu2Z+9ed3d35S5cAAAAAPjxJL1+nZGRIZPJ5HI5q5J/Hc9c+I4cNQqRDL4fPB5v5KhRSGUAAAAAPzyRSCQvwMFAKZqm69evr+5WAHykfv36SGUAAAAAPzaKovLy8mQyGUVRLHU3Rs2YTgl0l8H3hsfjoccMAAAA4Icn/6CyBzOA7xyyGQAAAMAPjKbp93PM1N0S9cNlL3yf8JsJAAAA8MNjUhmCGQAAAAAAgNq8v32XXM5Rd0sAAAAAAAAqMBZFzDVoQ7acEJImo5IlrNIPfSq4p3I+BDMAAAAAAICvYaJB9zAQN9SWMKmMkS5l3czROJqh+Vb6+QXwK1KPGZfLbdykib29fZF7Y2Nirl+/npeX983bBQAAAAAAlVdXA/EgQ5EGVbh7zJAj71BF/IueZFea5sl3n1n+nf6gAgSzxUuWNGzUqIQDgoKC5s2Z8w1bBAAAAAAAldoYE2H7KuISDuBS9AhjoSWX3vJGs4TDmB6zihHMwsLCLly4cOnixSL3tmrVyszc/Js3Cr7Mvn376tSpU61aNXU3pBIxMzNLSUlRdysAAAAAfkBd9MUlpzKFDnqi1xKqhH4z5t5INE1XgFUZ9+7ZU1wqI4RcuHBh396937ZF8GXCw8O3b9+ura2t7oZULoHHjnl5eam7FQAAAAA/GmOOfKCR6L/HVFGRSmnjYCORiUZJq4FUgKGMTZo0GTl6tJ2d3WePjIuN3bRx461bt8qpJeHh4bNmzRo6dGinTp0UG4OCgnbs2JGSkuLs7Dx58mQXF5cin5uWljZr1ixLS8v58+crNl6/ft3f3z8lJcXGxmbChAk+Pj7MkizHjx8/efJkSkqKqalp165du3fvXmSZUql09erVt2/f/t///vfpXoFAsHPnzitXruTm5trb2//222+1atX69LATJ04cP378zZs3tra2gwcPbtiwIbM9Ojraz88vMjLS1NR06NChLVu2ZLbHxsauXLkyMjJSX1+/T58+ym0r+VRcvnzZxcXF2tr6c6f5B7Rp06aqVau2a9dOseXMmTMxMTFjx44t76o5HI6GhkZ51wIAAACq0r5Dh6DLl3Nzc4vcy+fzW/7886mirv2gODdv3y5ye8P69ctSbE9DCU8xr4xi6c/bK75xWhh0RHGAlm8vXqMO7xYNILScGdPYTV+09a1WkaUxqSz/4q0sbSpvk6ZMEYlEOwMCPntkq1atJk2ZUh7BTCAQHDly5PDhw2LxR52VoaGhCxYs6NSpU6NGjfbt2zdlypSDBw/q6uoqHyOTyc6fPx8QEJCWlmZpaanYHhISMnfu3MGDB9epU+fSpUuTJ0/etWtX1apVo6Ojjxw50qtXLxsbm2vXrm3YsMHMzKxx48aFmvTw4cNt27ZFRkZWqVKlyDafO3cuPDx85MiR2traBw8enD179sGDB42NjZWPuXDhwsaNGydPnuzo6Hjx4sU5c+YEBAQ4OjoKBILJkyfb2dktW7bsxo0bixYtMjEx8fb2FggE48aN8/b2Xr9+fXR09IYNGzgcTufOnT97KuRy+ZUrV3r06FHmt6JC0tfXX7FihVAoZHJsYGDgpk2bRowYoe52AQAAwHfnl9atO3bqNHniRIFAUGiXjo7O2vXrRSIRgtmX+jSDFZfWSolFkYbakv8e03LRjVN6I5YSjobwwn5CiKZvT90RS7ID5jOpjNFYO2/bW63ies0qQI+ZqanpzoCAgB07SnPwkKFDy6MNZ86cuXPnzsqVK2fMmKG8PTAw0MHBYdKkSRRFOTs7d+3a9ezZsz179lQ+5sWLFwEBAQMGDLh586by9lOnTrm5uQ0ePJgQ4uHhERwcfOzYsWnTprm4uBw6dIjp5ahbt+7NmzefPHlSKJhJJJLly5c3bdq0bt26RXaXEUK6du3apUsXNptNCLGysho4cGBkZKSxsXF4ePiUKVNmzJjRvHnz27dv165du3379oQQV1fXs2fPPnnyxNHR8cKFC1lZWQsXLjQwMKhdu3ZoaOjhw4e9vb2vXbsmEAhmzZqlra3t6en58uXLwMBAJpiVfCoeP36clpbm6+uruvekIunfv7+Ojo6fn59cLhcKhQEBAZMnT2bOGwAAAICyGdOmrduwYbO//9jRo7OzsxXbdXV1N23ZIhaLZ0ybptYGQj4zDbnyyviEEFFQICEkP5sRQksleiOWZgfMZ0KagiFHbqYhT84rYtAj012WH/nKueUVXo8ePbZv316jRo1C28PCwmrVqkVRFCHEwMDAxcUlNDS00DEuLi5Hjx7t1KkTc5hCdna2cmeXq6trXFwc87Ni7FluARsbm0Jlcrncw4cPjxkzRkur6M7Q/DeVxWJSGTOQkhCiGEYok8mYHywsLJ4+fZqamsqMURQKhe7u7kz3l5OTk4GBASGEoqg6deowrys7O1tDQ0MxT8zV1fXVq1dSqfSzp+Ly5cseHh7mlXiBls6dO8+YMWPTpk0BAQEzZsz4NqnMwsJC8X8AAACoEHJzcyeOHy8Wi7du26avr89sNDQ03Lptm1gsnjh+fHGjHOFbMmIX0e8lCgrM3jZHd+j8/FS2bU6hVMYw5nxmmtl33WP2KeWexzKODS0lFqvo7Jqenm5oaKh4aGxszESg0jz9p59+2rVr16NHj7y9vXNycrKzswv9mdE0vWbNGisrq7Zt25a+SZ8SCATr16/v2LEjM0/Pw8Pj4odlVPr37x8WFjZw4MBmzZrduHFj7Nixrq6uzOsyMjJSlGBiYpKVlSWVSn/66SeRSHT48OFu3brRNJ2amkrTtEgk0tHRKeFUyGSy69evDxgwoJQNhq/m7e29acuWQr8bs+fOnT13ruKh/5Yt+/ftU0frAAAAoFSYbLZpy5Ztf/45dsyY/I/vbdvS09ORyn4Aip6x4nZVsGBWmvlm30yhfrDS69GjR2xs7IQJEyiK0tDQYLFYnp6eir1yuXzFihVPnjzZvHlzWRZvyMzMnDJlirGx8YQJE4rcm5KS0q5dOx6PRwi5ePFiq1at9PT0iivN3d19zJgx27dv9/f3ZwY6K3egFXcq7t+/n5mZ2axZs69+FT+AkydP+vn5DR8+nBCyYsWKvLy88ug0e/HixYRx4xQPbe3spk2fHnjkyL/Xrys2vn79WuX1AgAAgGrl5uaOHzt2/YYNW7Zu5XA4b9++RSr7rqTJirjuVcwrY4YyKuabffzEojtXFIGtggWzUs43+wYMDQ2Vu8hSU1NNTU1L+VwulztnzpwJEyZkZ2draWn17NlTsaw5TdPLli178uTJxo0byzL8TyAQTJgwwdjYeMmSJUWmuzVr1nh4eIwePZoQ0r1794EDBx44cGDUqFGGhoYJCQnKr0tPT4/Dyf896dWrV5cuXZgts2bNogqUfCouX778008/mZiYfPULqej279//559/KuaVMfPNJBJJoemIZScQCB4+fKh4+PDhw2nTp/97/bryRgAAAKgQ8i/kxo/fsGkTIeRHTWXltF7iN5AsYaXKWMZK08w0fXsWmlfGzDdTzmZpMnZKURPMlFWwYPb98PT0DA4OpmmaoqjMzMyoqKgvXd9Cp8DatWtpmmYW4SCEHD58+N69e9u2bSvjpKyFCxfq6uouXbqUy+UWecDLly8VS/9XqVLF0dExOTmZeV1Xr17NzMysUqUKTdP37t1T7s3jcrmWlpZBQUFPnjxZvHgxs7G4UyGRSG7cuPHbb7+V5YVUdBkZGTNmzFAsl9+5c2cNDY2YmBh1twsAAAC+awKBYMigQepuRTn6ZgGsjGswfoom5LZAo4Pi7tIUS7Nhx+xtcxTL5YuCAilC8Rp1EF48qFiY8YagxBlmBRDMvlLPnj3Hjh27adOmBg0a7N+/X0dHp02bNswShXv37t2+fXsJ6y5IJJJnz569fv36n3/+CQ8PnzdvHtOnJJFIdu/e3a1bt+wChBA2m+3g4CASifr169e0adPx48cXV6byiouhoaF37txZtGiRYk0RHR0dCwsL5WNq1659/PhxGxsba2vrkJCQ4ODg6dOnE0J++eWXPXv2zJ8/v3///rdu3Xrx4oWi0qioqJSUlGvXrl2+fLlXr15NmjQp+VTcuXNHKBRW8nGM45SGFzKU72kGAAAAAOWnnOJfYAavld6HW5nR8neLByivjE8IEQYdEV45qtgooanjGZqfLRbB7Ct5eXn9/vvvO3bsOHHihLOz85o1a5gJWiXM6lN48+bN5MmTTU1NfXx8pk6damtry2xnVkfcX4DZoq2tffbs2S9t29OnTwkh8+bNU2xp1KjR0qVLlY+ZOHEin89fu3Ztbm6uubn56NGjmYVGmLF2a9asmTZtmqmp6bx586pXr848Ze7cuVKp1MPDY+XKlbVr1/7sqbh8+XKNGjWU1wUBAAAAAKjoUqWs3WmaI4yF7x9/nMo+3bgzTeut9POLU1A+Hy67v0N/nTwpFosvfVhIsAStWrViczjdu3YtZck+Pj7M3BupVCqVycIjIsrcWPiIUCjs2LHj+PHjO3TooO62VFQe7u4cNptV4CuePqngxuXvMjLKoWkAAAAAld1oU1EHPdFnDzudydvyttjbXBFCBg4eXKNGDS6X+133mK3z8xs1Zkxp7hwdHR29bd26b9IoKJWbN29KpVLFcEf49tb6+am7CQAAAAA/rC1vNF9LqEFGovdjGj8hpqldaVr/e1f0ig+f+q6D2fUC6m4FfI2goKCaNWsq30cbAAAAAOBHcvId74ZAo7uBuJGO1IgtU2xPk7FvCDjHMnip0i8Y9/RdBzOouApNaQMAAAAA+PGkSllb32pte0vMNeRGBSsvpkqplDzW55ed+ASCGQAAAAAAwNejCUnKYyXllamQr1lUAAAAAAAAAFQIwYx8fulKAHXAbyYAAABA5YFgBvBdoygENAAAAIAfX2UPZlQBsVis7oYAfEQsFjO/nOpuCAAAAAB8C5U9mDHZ7Pbt2+puBcBHbt++jVQGAAAAUHlU9mDGdEps9fdHpxl8P8Ri8VZ/f/SYAQAAAFQeCGb5IiIiBg4YcPXqVcQzUC+xWHz16tWBAwZERERQH6i7UQAAAABQ7ir7fcwoimKxWEQufxoRMX7sWLoAcy8CgG+JiV+KMMYq+M1EKgMAAACoJCp7MFNks/8iGY1QBmrDJDH0lQEAAABUErN3CzkncyiWBMGMKF8NMw+RzUAtlJMYUhkAAABAZWDwZiNfwKcoCsHsPVwTAwAAAACAulDoHQIAAAAAAFALG2trPp9PUVRlX5URAAAAAABA7RDMAAAAAAAA1AzBDAAAAAAAQM2w+AeoklwuF4vFUqlU3Q0BAAAANeNwODwej8VCNwBAqeBPBVRGLpfn5OQglQEAAAAhRCqV5uTkyOVydTcEoGJAjxmojFgsLr/CORwOm83GnQzKiKZpmUyG8AwAAN+MWCzW0tJSdysAKgAEM1CZ8rvc5xQop8IrFYqimDOJbAYAAN8GPnEASglDGaECYLPZ6m7CDwXnEwAAAOB7g2AGFQBGMKoWzicAAADA9wbBDAAAAAAAQM0QzAAAAAAAANQMCyrAtyaRSC5cuPD3338TQtq3b9+qVSsul6uSkpOTk48dO/bkyROZTFatWrURI0bo6+urpGQAAABgVve9efMmIaRhw4YYGF9xpU9pXWXaVra5fflVkZKScunSpTt37kRHRxNCnJ2d69ev36JFC1NT03KqMTMzc+7cuU+fPm3UqNHkyZP19PTKqaLyQ9E0re42fHfS09OPHDkSFRX1/PnzrKwsIyOj9u3bd+nSxdDQ8OXLlwEBAUuWLFF3G79H2dnZJR8glUqDgoJOnTrFZrO7detGCDl+/LhcLu/QoYOvr28J6y5qamp+tvaEhITff//d1NS0devWLBYrKCjozZs3K1eu1NXV/apX84MTiUTqbgIAAFQ8fxegabpDhw7t27cv5bPwWfy9edOjqsH8Qxoe9cqjcIFAsGTJkps3b7LZbBcXF2dnZ0IIc10tk8l8fX1nzJhRHndQmDt3rkwm69mz5+HDhwkhK1asUHkV5cTG2prP51MUpYIes/3797du3drY2FgVDSuV1NTUc+fO9e/fvzwKv3jxop+fn56eXt++fQcMGEAIefv27enTp48cOTJ48OCDBw9mZmaWR70/NrlcfuPGjRMnTggEgg4dOrRu3ZrpJatXr97Zs2cDAwPPnTvXtWvXBg0asFhfOLy29QR6Ym+qdf3Lly9bWVnNnz+fCXhNmzadNWvWoUOHhg8fXl6vCgAAoDKRy+Xnzp3r3LmzXC7/559/2rZt+8Wf2vDBjRs3tm7dGh8fX8IxdnZ2o0ePrl+//jdsV1mJRKIxY8bExMSMHDmya9euyt+tC4XCwMDAgICApKSkzZs3q/xOSHfu3Fm+fHmNGjXy8vJmzpyp2sK/jbKekU2bNgUGBmpqanbv3l1FTfq8K1eu/Pnnn+/evRs7dqxqSz5+/Pj69euHDh3av39/5SXFW7VqtWnTJn9/f9VWV3msW7fu4cOHzZo169GjR5UqVRTbuVxup06dmjZtGhgYuHXr1vv370+aNOnLip7Sj5q2gbDZ3bt3j42NVf4jb9WqVWBgoCpfxn/onFfhoa/5HrUcdDGOAwAAKoeHDx/m5OQ0adKEEHL06NFHjx7VrFlT3Y2qqPz8/BwcHKZMmVLCMQcOHFi3bl3FCmarV6+OiYmZNWtWmzZtCu3S0tIaOHCgjo7O+vXrt27dqvLLeIlEwly9a2holMfd8/r165eQkFDCATY2NgcOHChLFWUKZhs3bjx69Gi/fv2+ZSojhPTo0SM9Pf3AgQM0TY8bN05Vxb569WrTpk1jx47t2bNnoV3v3r27c+eOqiqqbOLj4x8+fDhz5kxPT88iD9DX1x8+fHidOnVWr16dmJhobW39BaX/XIesGk+mbdBZNd7z5zrKe0xMTNLS0op/pvjqgs7LopvMXDW9ubkihEsfb/x1+t0mfrtHeZb0xyGNOPz7H5Gd/X0cdIu6JZgw5tLeXceuhcSl5hJNfXN7j2b9x/5ax6iCfa14/PjxXbt2rV+/3tHRUbHxyZMnO3bsiIuLMzEx6dWrV6tWrb7o6adPnz527FhGRoaFhcXgwYPr1Xs/iOLx48fM+GENDQ1XV9chQ4bY2tp+UckKpSwqLS3t8ePH6enpbDbb3Ny8Ro0aimEVzwqIRCJ9ff2aNWuamJgw2wUCwf3791NSUthstrW1dc2aNRXTI7Ozs4ODg5OTkzkcTtWqVWvUqIFvkQHgh5FTQCAQnD9/vkGDBnw+nxBSt27dCxcuGBgY6OjoaBdQdzMrmNTU1Hnz5tWoUaPkwyZMmPCtWqQCL168uHDhwvDhwxWp7OLFi/7+/gKBYNq0aT///DMhpFu3bklJSX/99VevXr0Un7Bf7ejRo7t27RIIBMxD5veQ+T/zDYKent5vv/3WqVOnMr84Mnv2bIlEUsIBZV804euDmSKVjRgxooyN+AojRoyQSCRHjx4lhKgqmx0+fNjBweHTVEYIWbt2raKvWVUrVVQezBWqjY1NyYdVrVr1KysoyGY5o5dpb5lFPs5mnyV9fWnVPP0qa0b66Kms54sW3N44c8UVzYa9R/RzM9GUZMRFRrF1dSvSZXpUVNTBgwcfPHhQaA5qfHz8H3/84ePjM2zYsHv37q1fv15bW7thw4alfPrp06f//PPPYcOGubm5Xb9+fdGiRUuXLvX29pZKpf7+/t7e3l26dBEIBLt27Zo/f/6OHTs+zTbFlaxQyqJyc3ODgoKsrKxatGghFAqDg4P//fdfJmRGR0cHBwd7enqamppGREQEBQW1a9dOR0dHKpVeunSJz+f7+vpKJJLg4OCrV68yT5HJZFeuXKEoqlGjRkKhkGlerVq1yvYmAACo3+3bt3ft2pWbm8s85HK5AwcOZH5u27bt/Pnzf//9d+Yhn88fOnRo3bp11dfYiurMmTO+vr7Kc66EQuGVK1fatm2rwlrorDTxkxuajYvIJ3lRDymOBsfBq+y1nDp1SktLq0ePHszD5OTkRYsWMT8vWrTIy8vL3NycENKnT5/AwMDz58+XfV7Stm3bOnbs2LhxYyaPubi4EEJcXFx27NiRk5NDCAkKCtqyZYtKgpmHh0fZCynZVwYzJpX16NFDLamMweQxFWazGzduMJPKPrWgQNmrqJwsLS3ZbHZcXNxPP/1UwmExMTFsNtvS0vJr6vi5zgYbMnXiGo11U74om7GtfX6SnFq6wmbdgvbWRfw1yNJDTgTsOn3rWYpE29KzSfehQ9q46LyPcLIXe35rtSe/ELu+G7cPrfah60wW+zgkXaPenBkDmzH/yNZu9PN/Bb59cGT7gUuPnyflaln81HLgqMFNbZikTwuiL+zZefRaSGIW0TFz6zpjaS/23t/GX6qxYt+46vlNk73cO2rUyWqLj0yprUELQo6s2305IuZVag6tZdZiqv+UxtrClxd3Bfx1Ozw+jTZ0rtf5t9HdvKp8RdykaXrNmjWurq6TJ09es2aN8q6//vpLU1NzxowZPB7P29s7MjLyyJEjhYJZCU8/ffp048aNmX8cXVxcwsLCjh8/7u3tzeFwNm3apKGhwRwmEok2b9785s0b5p/v0pSsUEJRkZGRT548ad68uYmJSUpKikQi8fHxYca+5+Tk3L9/XyaTsdns8PBwKysrb29vQoiRkdFff/0VGRlZs2bNxMTEnJwcX19fxSpP165dS01NNTY2jo+Pz87ObtOmjaGhIVPa06dPvby8eDzel59+AIDvyLVr12rVqtWiRQs+n890iykmetja2m7fvp3pTMvNzb148eLVq1cRzL7ChQsX/ve///n5+eno6DCjMyZPnszn81UbzORZ6VlbZ8jfveV3GKa8PS/ibsbSwXq/LVZJMLt37169evUUH39RUVHKe6OiophPdiMjIy8vrzt37pQ9mEkkksaNG3/a8cgkNMb//ve/MtbybXC5vK8JZtu3bz969KiBgYG2tvbOnTtLOHLIkCFlaF6+ksvX1tauUqXK0aNHme9pylhXZmamlZVVGQuBT7FYLBsbm88Gs9jYWBsbm68YAHb//v0DBw68NtZYTSQTx67Q2jQjp4HHokWLXr58SQiZNGnSr7/+6uPjU+RzqSp1Rk1p7D/Jf0GAzdrh3jof5xhRxO6ZM4+J6/Yft8CNn/H45O71U2NyNqzqYV/wd8Oy7TRvbgdrFqE0qlgqDWhkmdpY8/LCLp6J9OlSTe+jkY7CkB0z5p3X7Th8+m+2JPZiwNZlf1DGW4d7cIks7vjvU/5MdO7y68xRVryct9lGFhzyptjXTOdE3/03TKPjrAWNjLliAbcqn046u2TqpsTqA4YvrG6QGXxky5+/r9b9c8EvJl98PimK8vf3Z7FYISEhhXaFhYVVr15d8Q9uzZo19+3bJxQKlb/nK+Hp2dnZygtzubi43L17l/lZEaWY5XY0NTWZkFPKhikrriiapuVyOdPVxjQjISGBWSrqzZs3hoaGbDY7NzdXIBC4ubkxT+dyuSYmJm/fvmX+6SeEKF47s9zRu3fvjI2NU1JSlBtsaWkZHh7+9u3bLxuUCwDw/WnYsOG+ffsaN25c5NBxNputV+Dp06cPHz5UdKZBaVAUJZfLCSHLly+fOHHiqFGjNmzYIJfLJ0yYoK2tvWzZMma1FVXdk4Bt7Wwwb1/GogGElvM7vl8XLS/8TsbSQTp9p2s27aqSWlJTU319fRUPvby8tLS0hEIh89vi6uqq2OXs7Hzx4sWy18jn8ydMmKCpqdmyZcvRo0cz4baclPccM4lE/DXBLCgoiBCSkZGxe/fuko8sezD7bBWKJpU9mGloaDB/ISV49uzZqlWrAgICylhXZePg4MDEpBLExsY6ODh8ReEBAQG1atUaNmxY/oX43We20zZorxr/+++/MzXevn17586dxQWz/PfdpsPM6dETFixb67JhTnOlMEBnXDt4Itayx6ZZ/Vy4hBAfb+OsYbOOBD7oML1eftyiNPSt7KtW/WSOGcu09YSZias2BYzte9KrcctWv/zS1NtCiyKETrty6FSK9+iVI1sbU4S4O2vFPZh89cqzIR4/Se8fORym3XbpwlG1+IqCZMUHswJsM48Gtb2ZoCAN9z/0QKfD6pm9vfLbWs0mO7TPhst3M1q1N/qKf9GLi8dpaWm1a9dWPDQyMqIoKj09vdA3GsU9vXr16tevX2/ZsqWTk1N2dnZWVpZieIxCZGTkyZMnhw0bVuSY4S/K7YWKci3A7DI2Nq5evfq9e/fi4+PZbHZmZibzQcJ8eCjnTD6fn5SURAgxMzOjKCo0NNTb25vNZjM3h8jLy2OepfwU5memKACACq1x48YaGhqrVq0aOHBg06ZNizzm2rVr+/btGzZsmGLaMJSGgYHBu3fvmE+NdevWMdksLy/P1NTUz8+P+ShJT083MDBQVY0arrUN5u3Nz2YFJCE3ck5t1+k/g9+urJfrCiwWS3kWloGBwcqVK/fs2ZOXl9e3b1/lO5hxOByZTFb2Gnft2pWcnMzMSPrjjz+KG1CjEt/pHLNVq1Yx66hs2rSpvL8Svn79egl7ExMTmZao5E4F5ubm8fHxJf+zcuvWrc+GN/iUm5vbzp07maFiRR4glUrDwsK+Ll2np6fXq1fv/coinp7E1pZM28BXWgvkc1/JUPr1Rs/q/WLq+lX/c1z430Q3aczTKIlRk5oOH/7KtDxrufP+eR75Slav2HUpCnAsGo30q98n9sH1y5cv7Jp1eJdX/7nz+nlpxkW9EIsyNvRvs5E5jpZLpezUtDwie/UsKovr7uPF/4rXn0+eHvX8jTTpxLSOH3rr5bI8YvM2XU6Mij7jX4Wm6bJ8dTdixAjms4f5HoTD4RTqFgsJCVm4cGGXLl3atWtXxqaWXJRcLk9PTzcyMrK1tX39+nVubm58fLyHhwfTn1bka6xSpUr9+vUfPHgQGRmp6DpjZsADAPzA6tWrZ2RktGbNmuzs7E9vXHb69Ol//vln1qxZRXapQQnc3Nzu3bvXokULRTYbN24cm81WpDJCyN27d93d3VVYqXI2y/lrs86geSpMZcyYkUI3APD29vbz8/v0SGacVNlrtCjAzCMo72lH5TfHTHHh8TXBzNramlm9cOzYsf7+/szp+PYUqUxV+bBhw4Znz54tcvEPhlQqPXfuHLOkDHwRJjXduXPn04UiGLdu3WKxWCWPdSytD+s05v+/tPPNNF37zRgaNj5gVeAge8WqEkUvL/Fh1YnP5RN2Ffu6HYbWbd/76e5pk/euPlRz52A5TbP0m05e9avrf2GJxTfRzC+0qLjPYhEizZOW5h7wNKEJ26XP8um+/32zRnH1zVWYypiOpvT0dMXDtLQ0mqY/HXNYHH19/fnz5zMdZbq6ur/99pvyQp33799fsmRJ//79y77K62eLioqKSkpK6tSpE4/Hc3Z2fvbsWXBwsHXB7R2ZpUEUR+bm5irSV9WqVe3t7QUCAYfDiYuLCw4OZgY0amlpKZ+WT7vdAAAqNGdnZ09Pz7i4uE93xcXFeXp6IpV9hfbt28+dO3fgwIHM7HotLa0dO3YoH/D69evLly8vWbJEtfW+z2YLf9XpN121qYwQUqdOnePHj+fm5kZHRy9ZsoQZcqLMwsJi9uzZ9vb2wcHBKrkjcVJSEtNjdvLkSeV5ZRXUV64Ux2QzQsjYsWM/PenfQFJSksp77bp16xYbG1vCna8OHTqUmZnZuXNnlVRXqejq6vbq1evIkSPMCjmFCASCY8eO9e7dW2WL7Sqy2cV7Li4upfqGg2Pbccoon6TDe65+uIE4p2o1J27ak0cxee83CMMfPhXrOLtYsgnF4/HoXEHO5zMTpe3s465Pv0l8JWbbOVVlZ7+ME1nY/cfGhE8RtpWTI1/y9GHoR6PfKH1DQ5KVkJD++T5alqGjoxFJiE7Wtv2vaFuLKipeQdTT0/PJkyeKfvzg4GAnJ6cvTSB6enpmZmbM4raKVZISEhKWLl2qkntvlKaod+/eaWpqKiaMMXORBQIBn8/X0dF5/fo1s10ikbx9+1Z5MV+KonR1dcVicWhoqL29PfMba2ZmJhKJFPdmSEpKYrFYZV8CGADg+/H06dMiP0zd3d0jIiLU0aIKr2HDhp6enlOnTn3zpoiZC2lpaVOnTnV3d2/QoEHZ60qf0lqWHKt4qOFa2/Tgs0KprNAxX6ddu3bMqukSiaS41yWVSg8dOsRE0zJWRwgZPHjwhAkTpkyZwmKxZs+eXfYCS9CvX78mJerXr9/XlaxYa/rrl8sv1G+mPGy0vJVHKmMmzEydOnXFihV5eXl9+vRRns0iFAr37Nlz8ODBRYsW4Xrr67Rs2TIiIsLf33/SpEnKAxrz8vK2bNni4uKiPFtUBT5kM+6q8aW8+zvb/Odxo+6MXnZdxNwBmzJs1rfTX9MClyzXHNzOXTvj0YmAM5mug3vU1iKEtq3mxDv179FAT4mbZtZrmUPr+naKVRmjj68+muZYy93OSJslTo/+9+jFVJ5bT1cey7h5r7bH5/y1ZD67X7saVtpyQUpsnlPnZo4cwq/bs5vzpH0r5/J+7VzbVpfOTJZY+za0r9PIa/uWQ6t38rv6mGlKY+OLD4IaHp17Vb+0yX/u6qxeTVwMueKMxDTd+q1rGqt0lf4uXbpcuXJlxYoVHTt2vH///tOnT5l/BKOioubMmdO7d+9u3bqV8HSBQBAbG/vq1auLFy8+f/58woQJdnZ2zK69e/eamJj4+Pi8ePGC2aKvr29kZFTKkpctWxYZGbl582Ztbe3iilJeldHKyurFixePHj2ytbXNy8sLCQnh8XjMn7aHh8fdu3dDQ0ONjY2fPn1KUVS1atWYct69eycQCJKTk1++fFmlShXFdDtbW9vQ0NDbt2/XqFFDKBQ+ffrU2dkZSzICwA/j1atXmZmZzJi6mJiYzZs3UxQ1cuRIR0dHNze3zMzMpKQkdY2fqtCWLFkyderU4cOHDx06tGnTpsyqv1lZWf/++++OHTsMDQ2XLl2qkoqk8ZHytGS2uX0Zj/ksW1vbNm3aBAQEzJ07d9myZfPmzROLxYq9PB5v0aJFCQkJBw8e7Natm5mZWVnqYuTm5q5fv/6zt4NTie90jpmCtbX1xo0bx44de+vWrW/Zj3Tnzh2ZTFYeM9zatWunqam5Zs2aM2fO9OvXz9LSMjU1NSQk5OrVq7m5ubNnzy5u5iuUxsiRIxcvXrxq1aqRI0fq6+sz08O2bNnCrEGk+voKshk9dT1v9YTSjWlkmTQfM/JG6Irn7x9reQ5ZvlTvz12n/ebslGhZejQes3JoBweNgs6sZsMnha/eeWTpLBHXyPGXcY3q2X1Ymj6PVcUg78Y/O84kpefIODrGdu4txo0f2N6aTYhOzdGrlprs3HcuYFlgdp5GFUvnn0e1auqoRxGuc/+lK6vs2n1y74qTmVKeoW2TETXrO1h0mPFH5uaAs5vmHxFTPB0jc3cf52JuU8227jjfT3vvrmMn1gWlCQnf2M6nj9cvNY1VdzoJIXZ2dgsWLNixY8e8efOMjY3Hjx9f3NjUIoWGhq5atcrExMTb23vixInKf7/Pnj1LT08fP368YkuXLl2YBV2+VGmKsrGxqVOnTmRk5LNnzzgcjrGxsa+vL/PvqZOTk1Qqffr0aVhYmIGBga+vr2KJpzt37ggEAgMDAx8fHwcHB8V3N2w2u3nz5g8ePPj333/ZbLazs/O3+YQAAPg2YmJijAocO3bs5MmTzMDF+fPnd+rUqUuXLvr6+rGxsQhmX0FPT8/f33///v1+fn6rVq2ysbGhaToxMZHNZvfp02fIkCEcTpku1BVYxpaiW3+XcID09cv8jzNTFUz6mjRp0rNnzxYvXjxmzJh9+/bduHEjKyuLebH169e/dOlSQECAm5vbmDFjyl7XN1Z+c8w0NLjMNH6quPu0lp5AICjXtSm/faUZGRmHDx+OjIyMiooSCARGRkYdOnTo1KmTkZFROdX4Y2DWqStZbm7uhg0bYmJievXqJZPJAgMDq1WrNmbMmJKHwzE3myrOqFGjatasWdyqLYm7/mpy+jF/88wvvff0j00kEqm7CQAAUDGEh4evXr3ayMhIIBD06tWrWbNmhJArV64EBgbq6uq+fft2+vTpJa9RoXyvFPhURkbGxYsXBQIBIURHR6dFixaqveYU378o2L9c9rrY9bFZ+ib89kP4nUaqpDqBQLB48eJbt25xOBwXFxc3NzexWPz8+fPo6GiZTNaiRYvp06eraiZ28+bNO3To0Lx58+IOCAoKOnPmDLOk/HfLydFJg6tBy+UqCGYAjNIEM2Yc7fXr1w8fPsxisfr06dOwYcPPLvRXcjB7fx+zD/OCCnF1dR1ZtbrFgSDq0qbSNK+SQDADAIDSu3nzZlpamvIgAuZz/8qVKyYmJvXr1y/56QhmlVBSUtKlS5fu3r0bHR3N4XCcnJwaNGjg6+vLrJulKosWLfrs/dDatGkza9YsFVaqcjbW1oaGRlJpHoIZqEwpg9lXKDmYwVdAMAMAgG8GwQygBHa2tvoGBiKhUKUrAwAAAAAAAECpcTQ0aDn99cvlAwAAAAAAQBnJZTKxWERRFIIZVAAYcKtaOJ8AAAAA3wmpVMr8oJpVOAHKlUwmU9WKscCcT3U3AQAAAADyTZs+vUaNGlwuFz1moDLll52kBdDPU3Y0TTMnU90NAQCAygJfrQKUEv5UQGV4PF75XfEjTgAAAFREPB5P3U0AqBgQzEBlWCyWtra2WCxGggIAAAAOh8Pj8VgsjM8CKIlYLM7NzZVKpQhmoEosFktVt3IHAAAAAKg88B0GAAAAAACAmiGYAQAAAAAAqBmCGQAAAAAAgJpxbt68qe42AAAAAAAAVGqchg0bqrsNAAAAAAAAldGtW7eYHzCUEQAAAAAAQM0QzAAAAAAAANQMwQwAAAAAAEDNEMwAAAAAAADUDMEMAAAAAABAzRDMAAAAAAAA1AzBDAAAAAAAQM0QzAAAAAAAANQMwQwAAAAAAEDNEMwAAAAAAADUDMEMAAAAAABAzRDMAAAAAAAA1AzBDAAAAAAAQM0QzAAAAAAAANQMwQwAAAAAAEDNEMwAAAAAAADUDMEMAAAAAABAzRDMAAAAAAAA1Iyj7gYAAAAAAABUUjwej8/nc7lc9JgBAAAAAACoGYIZAAAAAACAmmEoIwAAAAAAgHrExsZyuVwNDQ0EMwAAAAAAAPWwt7f38PDAHDMAAAAAAAD1QzADAAAAAABQMwQzAAAAAAAANUMwAwAAAAAAUDMEMwAAAAAAADVDMAMAAAAAAFAzBDMAAAAAAAA1QzADAAAAAABQMwQzAAAAAAAANUMwAwAAAAAAULNyD2Y5Utnw60+eZ+aUd0UAAAAAAAAVVPkGsxyprNuFe6fikjudvxudhWwGAAAAAABQhHIMZjlSWa9LD9LFeYQQHQ1Oh7N30W8GAAAAAADwqfIKZkxfWZpIcqp1XULI6noedcwM0G8GAAAAAADwqXIJZkwqy5XKzrSpZ67FI4RwWKxdTWs0NDfseA7ZDAAAAAAA4CPlEsz6BwUTQk63rmfI02C20IRmUeTPJtVb25h2OHs3VSQpj3oBAAAAAAAqIk55FNrRzryno5U2h11oO0WIX31PL8N4HhvL9AMAAAAAALxXLgFpcDXbT1OZ8l5dja8JhLKXhyb37vle774Dho2dudT/2K1YgfzDEdKwHSP6zvgrUf7VTf9uyOKOThuw+FKG5MHGgX3/+CdVPS8p9/baIWN2RYhjA6f2Hb0rQkqI5JZfv76LL72jy6+KQuRp5xb0HbD+Xt4XFSsN3zmq7/Rj8T/ArwIAAAAAVALl0mNWnrhevaZ3dWUTeV5Oxuuoh9fObZhz9c7QWeN8rTQIYVk27DfE01qfUk1dojtrx16tsW5GMx0VFVh68vTwsGTrGu5VqNffumoledGhkSy3YQ4cEvZhE8ex5ZAh0mp8VZ2RIqoohKXt0W7IIJ59sUm/LNT4FgMAAAAA/KfCBTNWFRs3Dw9m6lr1Ok1atb7z58INOzeecljczZ7DMnRr0lJlVckSX8SJSQ2VlfcF6JyI0FhD9/5mLKLGYCaLC40QOnd24ZF0xTaW2U8tzMq3isI0bWq1tFFdlR9Vr763GAAAAABASYULZoVwjOsO6Fvv4boL58M6jKjOCtsxZunzX1Yu62r57vzicScsRw1i/b09SNhs3ppfq3Gkbx+e2HfsSmhchoRn7Fin/YD+rZyYjhJZesipfUcuPY7LkPItvXx7D+pey+CB3yC/O3mEbBnS+0CL2f4jvNm5MVcOHfj7blSyQK5lVLV6i179O3oasAiR3PEbsokMmmp9Y+upeI8u9SKOhdT7Y+1A1/cLn8hiDk+fc8V5+vqR1TWVWi6LPjhl7rmqkwMm1NH45GWJI0Of89x/sXvfS0TJU+/t33rocsSbPG1L7zZDR3Zx181vOF1Mk6QRO8ctTWg7venrwGP34t/JdB2bDRzbUfPazv1BEUkCjoVPt9GjfrHnkYII+PLyoYNn7kam5FA6Vp6+vQZ1r2XK/FbIU8LC0uwau+tQSqlJcstv8KbcwVvmtNRLODZz9h2fSd0lZw5ej06XaNnU7zumj2XIvt3/PE7IJEae7YaP6eKmI3/9z+LZgaTX8nltzFmE0Nn3t0xbG1Vn9rLBnnyqcBX0u5CjKw9eDHudq2Hq3rz/8D61jNnytHOLxh3Un1hwouTpjwK377scmiLWtvZpP8BXELAiuO6SFb3s2QW7/tx3KSxZwrf0+rlvfaVBjLL0Jyf3Bl4NjUvNkfMM7au36ju4o2cV2Z3CbzGdfCdw74mbTxPTRZS2iWPt9gMG/Oyoss5BAAAAAIBiVfxFOCidn2q6cbMinyXKlLdyOGySG3Y6SNJywh+TfrFhE1HEgSWrz7xx6Dlj1fpV07tYRu9ftiHoTf7VuyT66PKVZzI8+s1YvHTuIO/s82tXBD6na41cO6w6h/PTkA3b1w704MjTrm9esuOhpu/oxes2rJzezSb++IpVJ+Ok+XWxOWxZ7Pm/X9ca8fuc7r7NG5ml37nx7MO6k7KE+w+SDOs18dAs1G5tS3ef6lWLHHYpfRkSIXP1cuEyD+Vvgg5d5/08duGKhWMa8UIDt/7vubRg8lWxTWKx2bL486cSa0/027Fz3aCqr85tW7jykmbXPzYFbF/Ymvtg/4F/M+iCki+vX7zzoUbTkYv81i4cUVcStHbpwQhRQa10ZnjYKzNPd6PifkfYHLY89eqJUIdhK//cvWWiT/a1gOWL/8rynbYuIGBVb7PIY3suvJITtmWrYd3tYo7vu5EuJ0T09Pj+W9wWQ3t75OedwlXk3g889a7WoNlLlkzrYp14ZsOWi28+miMmf3tpy7pTCbbdZ69cObuPU/T+nbfe0Sw2i8rfdXnL+lOv7XvPXeO3cFQj8T/H7n24K4M87cpWv+OxVl2mLPFbt3JmL/vEY37bb2XSGoXf4oTT6zaez3DrP2v5Or8lk9rqh+1evT9E9BW/kwAAAAAAX6jiBzNCuIZGunRmRtbH61FQFC0WVm07qOVPzvamfJJ17+/LKTYdxgxu5mppaunqO2RQM82wvy/FyIg49MKlROu2w3o3cLW3r9ag79A+jWykbzNYfB1NDkU4mjq6OpocedL1s4+kPr2Ht6tua2psWa3ZoF8ba8dculKQkCiKyDNNmgxpV8PF0cLAsWkT28x7/4YxV/SyhHv3kswaNnEp3C3Gsmg2fPrkji5F9FnKEsMiBA6erlrvH9NCy59Hdq/rbGPjXK9bK3dWakycgCYlNokQWlq1WZcaxlyKY+Tj48DKod3atnbQZlGatjW9LWSJ8a9lhMheXvo7lFVv4JhONe3Nzexrdh3ZvVrq5TP3s/NPpfBp6Asdd0/rkuZ20RLzhl0aWGqyWHpeNatpinPtfDt76HOIhllNH3vyKi4xvy0cq9a/dbUMO3T4YfrL03uC6ObDensx3VCFqpCLuLX6Dvb1tLep6t12SGc32bNb95VXPZGn3r8RIfPsOqiVu5W5XfX2I3pUk+Qw77o87f6NCKln5wEtXC2MzR3r9+5bT1fy/heCpVtnyMJlswc1d7ezMLd2bdyxiZ0oIuSljHA+eosJZeo7fsmSaX0buNiYW9h5tmxXzzgzIuyjvA8AAAAAUD4q+lDGAnKZjLCLWIGfbeNUlcf8KEuMjs0zquNh8SFmcJ3cnTiXo19kyTRiYnM17e3N3z+fbd9q1MSCn3KVipLEvUykLes5KtaI0LB3sqWuxsVnyd10859l4eTwfh/LsnGzaieO/vs416ceX554/36ydeNGVb/gRMvTwsOSLWt4KDrT2FYu78dcEoqno8MlbyQSuqQmOec3w8DCXLNgF6WppUmxzCzN3792LS0tIpHkEUJnxbx4Q1Xt4Kr9vgiWQTU3i7yg5/Gyxh7yqJBnLLffHEpsOKVlbqHPnLj8WtjGlmZcxSNKnieREsIlhGPddliXe/N2LHgqlDee3MfrfX2SQlVQmk6u9u8fsPTs7A3pG6+S5cRKcWKSE5OIaQt73ffN5btXr8a7nlywKykxiTZqYvNhF8faqaomiX//XvM1Mq8dP7TjeVJapjCPlktypHITySfrSlI8PvXm0qED/jEpGVkiKS0VZct1xZ8eBwAAAACgct8omNHleHVLC5JTsilDY8NPkhmlqcl7f6FOC3OFsrfnFg648N/z5FLaJjNLKswV0lwet+Q6xLlCeX7Y+K9sniaPogVCESH5wYzwNHkfdrGM6zf3OrzzxsPsug0y7t9PcWja0OoLeiZpQURorKFnf7P/nsPm/Pc+UYT6fJMKmsH6UACV/wyl5FowPe39SaGlL3eM6hfwX+0yKdsiW06ksWERIueu1XglN5bN+uiVsdlspTqUcKybNHM+9meYccem7h9i4CdVUFraWizlV0MkH+UiWiQUk/zEpyhVR1eTSn6/S0S4irebENZ/773k2eHFyy9oNBs0sI+7uZ4mKyNozdwTn74UWvBgx8K1wSbthvw20NlEh0viTy5cfq/klw8AAAAAoBrfIpjZ6Wg9Ss1sZG5YLqXL0x/ceSYzbeVlXkT4UVyn51/zc0zrj5/ezkbpMEpD10TjHV+LiISiEm94RfH4fDb9VihUbCkINZQm/7+U8F8UoarUal5r3+bbjzJt395/U+3n+iZfMmJU/CzkuaZ7a/vPvDUlNimrVDVRfG0+xfHovXhITeX8RWkZasiTw8LS7Rq5q2gVeTr70eG/nltXd02/dOB8s3ntrTmEfFoFLRaJyUcPeFo8pQZQXJ4GLRH9l9WkOTki+sMuLhGLxIpd8twPu6TRt28l6zebN9jXvWA4qSwzT1zUm50XcfPuO5uOs/o2tC14u6QJeUL0lgEAAADAt/EtgtkwV7s/gp+9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)



# 9 Robot Software Upgrade

You can upgrade the robot software via the web management interface using a locally downloaded software package. The steps are as follows:

1. **Connect to Wi-Fi:&#x20;**

   * Connect to your robot's Wi-Fi hotspot, password: `12345678`

   ![图片](data:image/png;base64,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)

2. **Access The Management Page:&#x20;**

   * Open a browser and enter [http://10.192.1.2:8080](http://10.192.1.2:8080/) to access the robot management interface

3. **Select and Upgrade Software：**

   * Navigate to "Version Management" -> "Browse" -> "Upgrade"

   * After the upgrade is complete, the robot's main control computer will restart automatically.

![图片](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABQAAAAMnCAIAAADu/2gUAACAAElEQVR4nOzdB3gUZeI/8PedmW1JNptk03sv1NBFQUApYgULWLCcd6d3XtE7T+/Ofnd/7/T0zsad3M+OBcEGqIAgEKW3kAQhoQQCaaSQ7CbbZ+Z9/8/uhDWEEIpIy/fz+ODu1HcmG9jvvE3Kz8sjp4oxZjabvV6vLMuUUlEUKaWnfDTojAWc7VIAAAAAQK/AOb9h6rUWS7iqKoScxFd6zpnJZCop/W7//gPXXnOlx+OmVDjZU+v1uo8/XTh0cGFGRnpjY6PFYjnBWBHYV19dU1NbW7+jfCfn/KROHUQp9Xg8E8aPy83J9no9J3UJnHCdKLXa7J8t+EI7lNfry8vNykhPXb9xi9UatWtXZW5uVmSEZfOWEqPR4PXJ8XEx2Znpq9duzM3J3LvvQGhISHJygs3WVld/UKfTnfJVwImgQwYNOsU9KZVlOSkpqb293elwUEFoa2tTZBk/rh+OEmIK8cOnHwAAAADODKfTxRijlJzUF1BKCOPcoNdLkuR0uQRKT/b7K/XnWBIaGuL1+hRFFkWRMXaCB9H2lSRRFCW9XneSZz7yUJS63W6tYu9k7wDnRBCE0NCQ4KFkP8VoNKgq0+skn6wwphoMBs45pVRVVW2tLMuSJHHOFUUVBEGSRHz//7HRwYWFp7hn4OcaHx/vdDrb2tqoIIwbNy4+Pt7/M0M98A/BuUBpSWlpaUkJMjAAAAAAnBmCIATqXU/hyyf1R1bORVE8pd39R1BVVStAICKe3L78sFM6dQfOiSie+h3gnHduv0kDAg8U/H8KgkACTwpopw20MKwVO/gCfmzSD9yfUioIgtvtfujhh++5997TVCogPp/vnp//fMP69WFhYWgLDQAAAAA/th/+nVNV1bNbgB+C0tNZgGAgPyLlHrlB8M/OL+DHdhoCMGNMJ0lXXnkl51yWZe3xBvwQiqIYjcaxY8euXL48PDwcARgAAAAAAOAE9VCPf8wA3KXf+XGfSbDAsw1JkhCAT4uOZ0JnuxgAAAAAAADnBRr4TyWEESJqHdSP2qb7AMw593g8wdeSJOl0x+xTfmrN5M8RWpuEs12KbpybpQIAAAAAADgHCYR4OZE5NYvcQHmbSn2chgi8S1ztPgAbjcb8/HxBFDljoii2tLTU1dcLJ9kzO9jbW2sBr3UED64N9vYONvfv6Bre6fXRhwq+DfYsDx4teIoup+t8QG1V50Od3ZwZjN+d7wYAAAAAAMAZcO4PvtU58fWwmUCIi9E0g3pzlK+/SdYR3qqKS9r0X9p1NFAbHNy5awAWBMHR3n79DTf06dPH6XQKgsA5DwkJee211w7s3280Gk/wBnXOmcEs2jnvdQ57wXSqDanVw6E6b9/5RnQ5RefXwYN3yczaQFNer9dsNp/IFf0Yur0bJ04bVg6xGQAAAAAAjkuLD1rE01KVoijnbKDQSuXz+bS3PTRJFghxc9rfpDyd5EjgLq9kJIKYIruGRjv7mszPHTSxTiOQCV3OIctyckqKqqrLv/561apVq1etWrlyZfGWLRnp6Xq9/sQfD1BKq6qqtHbULpdr9erVLS0tnatnDx06dPDgQW3jTZs2VVRUaGcvLi7eunWrtjyYWisrKzsPBFVeXr5+/XpZloOZtqmpadWqVXa7nVLq8/nWrFnT0NCg3bJNmzZt375d26ympmbdunXaKO2EkIULF5aVlZ3FEecaGxu1u+FwOOx2+wmO/6b1tVZkecaMGbGxsV2qxwEAAAAAALpgjJlMJkEQtHGLtal8TCaTNhHx2S5dV1o29Hg8cXFxycnJKampxyqk1uk3VOAPxrniRLUtua+PEa+j3RuZYI9Iuj7UcV2E7GY0mJfEhPj4zqdRFOWJp56yRkVFR0cnJCTExMTk5OSEms2TJ09utdnKd+wwmUzBXMoYM5vNPp/P5XbffscdFotFW+Xz+T755JNZs2ZdeumlJpPp5Zdfbmxs/PbbbwsLC41GI6W0rKzsL3/5iyRJ/fr1+/DDDysrK0sCc9663e41a9aUlZUdPHiwb9++Wlfk119//f3337/mmmu0mcHq6uqKior27NlTUlIycODAAwcOOJ3O2bNn6/X6RYsWDR48+M0336ypqSkqKho0aNDnn39eX19fVlamjav86quvtrS0bNu2bejQobIsL1iw4MorrzSZTGe++bH29GXp0qWrVq1KSUn597//nZOTExkZqeVhLdOWlJSsXLnSbDZ3mVJM9vmcLldbW9t1U6YUFxfX1tYKgiAd+4kIAAAAAAD0ZlqejI+Pv+cXv9haXOzxeJxO5+AhQ26aNm39unVnIA1pNc8nXtvMGAsNDR0zZszwESPMZnN4eHh9fb2qqkfvLhDiZHS0Wb45ytfudJsn3aYvGMYaD4T//GmlYpNqa7QaxK/a9J23P+I0BoNBr9P96/nnH3/ssQXz569evXrmK6/86eGHV61alZCQoFW6HvfaVFUdPHhwv379RFGsra1tb2+///774+LiNm/erM3xExERMWHCBIPBQAjZsmXLjBkzbrrppqKiopycnHvvvXfMmDGNjY3BLrsjR47Mz8/3+XxaBXJ8fPzdd989bdo0u93udruXLVvmdDo550OGDImKiqqpqWloaLj//vszMzO3bNmiKEpKSkpmZqbBYFi/fv2gQYMeeOCBPXv2eDyeyspKi8USFRV1VsbBEgSBMTZ16lSDwXDbbbfNmDEjOzv76M7PXWhPKOISEsaPHz/piitSUlIuvuSSSVdc0adPH/bDZl0DAAAAAIALFefcaDTu27dv/dq1jz/5pCRJQ4YMufOuu+Z9+KGiKD92e1JKqdvtttvtbW1tdrtdS3Y9bC8IgtPpLCwsHDpsWGlpaf/+/b0eT8+7JOmYyBkNCXO+94wQarG+tMI55zmlsowbQqMENVLiCu9oBd21DzDnXFVVi8ViNpsvu/zy3Nzcd999t6GhwWAwOByOEwyKISEhOTk5oihSSr1eb1hYGCEkPDzc5XJpR0hNTY2Pj29qaiKEXH311W+88UZ7e3toaCghZMeOHStXrvzNb35DCBFFMSQkpLCwcNGiRcF7pzWffvPNN2+55ZaIiIh7773X4/HodLrZs2fHxsZqu2inc7vdOTk5ixcv1hJ4ZWVldHS0Vjyfz1dcXNy/f/+zNRC0dtL9+/c3NTWNGzduw4YNqampRqPxuDsyxiwWS0FBgdfns0ZHZ2ZmWq3WvZWVu3buJGgIDQAAAAAA3WGMhYWFLV68WFXVl195pb29/blnn62trQ0NDf1RO4Rqlc99+/aNslpVRRElaX9VVV1dnU6n66HpNedcp9OtXr36g/ffHzRoEGNMUZRjbkyIl1FCKfd5pdzBNMTsWb9IP+QyuW4vYapKBB8jwuHA180o0FrDY0rIrFdfVRQlLCxMEASv13viF6m17/UFREVFNTc32+32qqqqiRMn1tfXWywWURTdbrd2wWPGjOnTp89LL700YcKE5ubmefPm/epXv7JYLG6322azJSQkuN1u7SGBx+Ox2WyRkZGvvfbalClTsrOztSU7d+4UBOHJJ5984oknmpubtR2rqqqGDh26bNmy3/3ud8XFxYsWLcrPz9++fXtLS4vH4xEEoaqq6sorrzyLYy9TSrdt2zZmzJhhw4bNmTOnuro6Nze35w69nHO9Xr+zomJbaanT6YyKipr9zjuVlZVms9lgNJJzr+0+AAAAAACcI1RVjYqKWv71106ns7GxsbamJsxsVn/8lqScc3N4eExMjOzz6fT6hoYGfrzIrdPpDh06NG369H79+lmt1o0bN2otqLvfmJIdHtHJqMhU3ZDxnlXzveuXmH/2V5reT7974y4lslUVjLQjLHVTAxwaGhpltXo8Hm3MZxo4U1RUlMfjOalBsOLi4jjnVqt1zJgx//znPwsKCgYNGjRz5sybbropJCQkPDxcS3qbN29esmTJ6NGjR44cuXr1arvdPnfu3OTk5IEDBy5atOhXv/qVIAixsbEmk2nv3r1FRUXjx49vaGj49ttvN2/ePGnSpM8+++zmm2+uqKh45plnsrOzR4wY4fV6n3vuuYyMjFGjRgmC8Morr+h0uuuuuy4jI2Pbtm3PP//89OnTa2trw8LCIiIiztYIUtoP7+qrr9aeF9xyyy3a8uMWRsvAJpNJp9cLghAaFhYZGanT6c7WOF4AAAAAAHC+UFU13GLZtGmTJEmhYWFnJv3q9fq1a9bIsqz1aTWZTAaDoYdoqY3X9d133+3atUuv17tcrh5SEiPERPl2t/SFTTfDyloWvKqqKo2Itb/3bKjJ5JRC3j+oJ+T72YDp4MLC4M5ai+V7fvGLwYMHOxwOURQJ5/7/AsMO/2fmzPLycpPJFJyGV5blxMRER3t786FDXy1blpqaeqw8qaqq/2jd0Rqda4Nxa/2HvV6vJEl6vb6Hm+h2u0VR1HoRa7xeb/Bt59MpiqI1xtbeyrKs0+lefPHFYcOGXXLJJWd3COXOw4l1LoaiKJIkvf3WW088/nhCQkK31f2c87j4+JZDh7RP0pktOAAAAAAAnK+08HUmB3/uXH8bnJTnuLRCHjev0UAMFgn5TazrKosvRAzkLCoc8NAXG02rHPoQgQdrC6UuJ9Dr9a/9738hISGdM5XW/FhVVaPReAo1jZxzURSP1dVWkiTtLmgXFuzE29MVUtp5G+32aU8RtIcKwdNxzrXjB99qbc0vvfTSgoKCE6lx/VEFb8gpFINSWldTI0oS0i8AAAAAAJy4M9969NTOeIKjRvPA2M4KIc82hH7VZhhgUkIEXicL65y6RlnonH677wOs1+uP7vErCMJxuyn3UO7jdrX9IUE0eOTOJ+py0i4LBw8efMqnO2OO+1xEdzIzMwMAAAAAAFyQeKAG2ER5iUva7JKEw02jQ49Mv8ccBKvbOHqsrOUP3JSKgXl9znBN+ik7uy2fj4tzzhg7VqPxzpudqRIBAAAAAACcu7RoFCJwSrVevIRxcnS9czcB+GRRShVVtbe1Jaek/PCjnRnHzZZnl06nI4S0tLSc4+UEAAAAAAA4d7BgFD5GXeEPDcBa31pK6b//9a9HHn00ISHhBBtqw7Fot3Tjxo2ffvKJxWI5AyOzAQAAAAAA9AZ00MCBp7hnYBTohIQEh8PhdDq9Xm9ISIjRaGScI/7+QJRSu90eHNnrbBcHAAAAAADgQiCdciNbSikLjLesCQ8PVxTF5XKRQCXmaS5mrxKoPzeZTFQQjjtDNAAAAAAAAJwg2tjY+EP27zyFFFo+n16o+wUAAAAAADiNKFIWAAAAAAAA9AYSAvAZ4PV6FUU5wY3Pr58Iqv0BAAAA4IIkSZLBYDjbpYDTTEKA+bEpiuLz+U7wPvNAt2pJOg3TU50BiqIw9FIGAAAAgAuRz+cTRVGboBQuGOdc0GKMcc4FQaCUahMCne0S/VDdRkTGWPDSOl8jpVSv13fZONjF+ly7ITqdzuv1nu1SAAAAAAB06NKa8kS+PGtDGgmCcNyj9VLaTTiZGKIlIC2/aONGnczZOu75jxR8jh+Af0joOql9tY2Dd4cxdlJ36nyhXVdYWJjP55MkiTHm8XiCV9rN7WJMH2h6od2fE69MBgAAAADoVbTKJBqgqipjTFXVnnfhnOsC3G73mSrmmda57k2jJYsTjRUnmT4657hTSC4nu0twSObOegiSxw/APyRunWz6VVV1+/btra2tqampGRkZNpstPDz8QorBnHOTyaQoyjfffFNWVmaxWC699NKMjAyXy9Xt4yUuCKJOd6CqasnSpS6X69JLLx08eHCnDMwZ45QKlBLtxy50ueGBFd8fjTHe8TP5sUK09vnTfp06Dw8ePF/nB2zar6L2ttuNg9t03v3o39jOT4m6PDHqYRUAAAAAXEgopV6vt6GhoaamZseOHVdddZU2V+uxtuecM8YMBkNVVdWOHTsmTpzYQ1Xwee3oKzrR78OMEUGQd5dwp01fOFZ72/Me2g3ctWvXV199VVdXZzKZhgwZMnnyZO0Lf8/nVVVVEITNmzcvXbp06tSpBQUFjLHjztp7Ekk+4PgBuLq6Oi4u7uh2ucfFGKupqUlJSTlugbR7UVVVNXv27LS0NIvFsmfPnra2turq6ueff/5kz3vO4pzr9fodO3YsXrw4ISFh6tSpdXV18+bNS0pKuuaaa/R6/RGNpRkneh1ZXUJtjjWirW9+QUZ21pw5c+Li4hISEhRF8d9VKhoMImGKT+E6vZ4SLvtkdjjmiYKgKgonVBQ7Pqb6w534OVNlRT0cCKkg0EA21n4TOCf+SK09uem0PNgSu2vK7kyn0xmNRrfbrSiKJEnax0YO0A5iMBh0Op3L5WKMmUwm7RfS4/FIAdrHxuv1ahtrVeVer1fL/Jxzg8GgNRPQjql94nU6nfYRUhRFFEWt/byiKNrzvC6rtF8ttGYBAAAAuJBoX/wOHjw4d+5cSqnD4XjmmWdGjhx54403+ny+bjOtNsYVpbSoqKixsTEhIeHiiy/2er2yLF8w3xW1b8KLFi0qLS01mUza12BRFFVVnTFjRnx8/HFCKaWEM9ZcxxqrycBLyfFipna0FStWfPjhhzNmzJg+fbrNZlu4cOHGjRsff/zx40ZZbYMVK1ZMnDjxiy++6NOnT8+7aKdrbm7esWNHcEtVVWNiYgoKCo51aeJTTz3Vw0HLy8sdDkdCQsKpVV7XBcTHxx93Y6fTOXPmzOnTp48fPz4/P1+n0z344IOEkBkzZpzsec81qqpqeVUURafT+f7771977bUTJ040Go3JyckXXXTR5s2b6+vrBwwY4PV6BUHoGAGLUsIYjbKIX6zpn5CaPP6ScLO5paVFEITExERF9lGdnrXu++9/37Lkjogzi9uKFq7Z5+yTlaKTOgjU8/FbbwtphYkWg6yoep24c/3St9+f+83aEik6NT0u8vCG/l8AvcHgfyUKoihJImWM+LMrZzq9PnAoIkg67cgiJazT3widW5UIgmCz2f73v/+ZzeaUlJSDBw++8cYba9euTUlJiYiI0CJxZWXlW2+9lZubGxkZuW7dunfffXf37t0DBgyorq5+9913v/nmG7PZnJSUpCiKlnLfeuuttra2vLw8r9drNBq3bt06Z86cdevWJSYmWq1W7WO5d+/eioqK9vb22NhYm81WXFxcV1dntVpFUSwvL9+9e7fX642JiWlpadm6devBgwetVuv5MswYAAAAAJwIrTFpVFRUWlpaYmLi7bffvmXLluuvv95qtXLOVVXtEme0L67ffffd0qVLjUbj9OnT586d6/F43G53REREMDAHviEfJ7ady2igWmvOnDnTpk0bO3bsgAEDRowYUVhYWFNTc+jQoby8vJ67nXKvm+r06sEq7nbocgdzn5tKxxwSTAucLS0ts2bNeuqpp3Jycl5++WWLxXLbbbdt3LjRZrPl5+drdbzd7ksIWRig1+unTp26Zs2aFStWOByO3NzcHlI6pdRms+3evdvn87ndbo/H43A4jEZjUlLSsSq6uw/AWu3/zp077XZ7//79tQinKIqqqsdNDj6fT5ZlbXur1VpfX9/U1BQTE3OsumntLmzYsEGSpMsvv1yrKnQ4HOPGjbvxxhutVmvPpzv3BQOwVg9ZWVk5btw4r9erqqrX6w0JCXE6nV6vt6CgQOsM/P0d5lwMNTUUJK2498+ZUTHunKSv5i80WyxZWVmqogg6HbPXzX79v8XV8pjRQ2vXL9pis4wemLRk7tsffbGsul3XJzd11advLF63Q5XMORnJkmf/M8+8Ovim30+7vL851Gxk9kXzP1latM6pi8pOjt69aembb3+wzyH46ndsPaDmpYd8+N4n1qyC3Svnvf7BQqc+zsrqP5r3yYayvdGpWZEhImMdfQE6B2DG2JIlSzZu3JiTk5OdnT1z5syCgoLk5OQvvvhi3LhxjDGbzbZo0aIdO3aMHj1aVdVZs2Y99NBD5eXlNTU12dnZSUlJERERCxYsmDhxotfr1ev1RUVFq1atslqthYWFXq9XFEWbzTZ06NCmpqbS0tKCgoLy8nKDwVBeXj5q1Kjt27ebzeby8vLU1FTOeUNDgyiKBw4cGDlyZElJSUxMTFlZWUZGhizL9fX1qampHbXoAAAAAHChEATB6XR++eWXlZWVFotl1KhRL730UkhISHJycueRdLR2hbNnz25sbMzKyho2bJjVarVYLA6HY8mSJbGxscHtz/cArH1dr6ioyMnJmT9//qhRoyoqKkpKSpKTk91ud15e3jGbfAe+7vu2Fsm7igVLNFVktalG3lOmy+hDePe9grUsvWrVKkrpuHHj5syZ8+ijj9bW1k6fPj0lJWXx4sXjxo07ViTUgtIrr7wyduzYW2+9VRCEESNGpKWlLVmyZOzYsT18aQ82Mo0OsFqt0dHRMTExZrP5WHt1n78ppS6Xq6KiglK6bdu2srKybdu2lZaWlpeX93BzteC+e/fukpISba/S0lJK6Z49e2w2W+dOmEdzu91RUVFaGBYEITs7e8yYMc3Nzcfttn4eUVXVbDaLolhbW6u1DdbuyYEDBxISEo7um04FQfZ45s35sP2BmxzrSj3vLcocMbhkS/Ge3bv1egPnxOvx5lw89aq+4hsfLKWWWGtEaPnqz77ZS6ZPv6F27ScriqvCo5MnXz/9smG5TJW5Ie6K8SNKl81dWVITHWVeOff1lTsdabHk7Vlv7a3e/sHH3wy76uZJI/u31FTsrm7l3Ld923aP17V+Q3Hfy6aP6aOf9cr/XBHJvHrVf95dIog6zrv5uTDGZsyYMXLkSK0tt81mGxLg8Xja2toYY2az+Z577snKypJlWReoUS4vLxdFsbq6OikpqX///tXV1QMHDtQ+Sx6P55prrrnqqquCHxuv19uvX7+MjIzm5uYBAwbo9fqoqKjw8HCdTrdx40aDwWAymWRZTkxMTEpKamtri4iIUFV18+bNFotFFEVZlpOTk1NSUpxOZ7BJNgAAAABcGLTxYjMyMgwGwwcffHDDDTeUl5fv3Llz06ZNR0/LwhgbM2aMyWQaOnRodHS0y+UaMmRIdHR0nz59srKytIaZZ+k6TjOtFWpaWlpmZub999//6aefjho1yul0HifYBy5fP2gcd7a5Fv6fe8U8Ze9248grCaE9j4nlcrnCwsIIITfccMMjjzzy4IMPSpIUGhqqKErPfY91Ot2dd95ZV1e3cOFC7W1KSorZbD7uBdpsti1btpSUlGzdurWkpGTLli179+7tYQTvbqpztVQWFhY2YMCAQ4cODR48+AR//Nr19O3bV3urBemtW7f269cvKirqWDXX2sFTUlKWLVt25ZVXBnfcuXPn8uXLL7744nNt7p9TpvVMSExM3LFjR15ensvlMhgM7e3tjY2NkyZNOvrXTBAEh8cjETrj5lu81/voM+9cn5u74GLhYF19dk4O4UQUicPhuez6nytvvPj2/H3j7iio3FeTPfDqzIzswXmxeytrDIIhMS0zLFT0er0yN46fdu/YtvpP3n3j5dpaS5PDHJpkjoqfcdsIX325JyJnbGEOIcQoijqdSRAiLOZQSrghLCI9MyuMfldv96aFmOOGTSyIzVNVVaDdfCS0JhbBp2vajFZaH+DQ0FCdTud0OhVFkWWZMRYWFvbrX/+6oqJi8+bNo0aNIoR88MEHoijefvvtTqczIiLC4XBoMVg7WkhIiNa+4PXXX+/bt++ECROcTmdubu7+/fsNBkNBQcG2bdtaW1uDw2uJotjS0mIJVJhv27atra1N+2Brj1QEQbiQnq0AAAAAAOc8JCTk9ddf93q9N95447/+9S9ZlseMGVNeXr5///7U1NTg11RtuKzCwsLW1tY5c+bcd999JpOpqqrq66+/fuCBB7SOeBdGANFqZa1Wa1FR0YQJE+Lj47Ozs00m08aNG2+99daeR0vmXjcVxZCrf8pszay9JXT6A4Qx7nFRY0i322t3LCkpae/e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# 10 Developer Computer

The developer computer is primarily used for developing robot-related algorithms and applications. It can be accessed via the robot’s onboard Wi-Fi network. The steps are as follows:

1. **Connect to Wi-Fi:&#x20;**

   * Connect to your robot's Wi-Fi hotspot, password: `12345678`

   ![图片](data:image/png;base64,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)

2. **SSH Login：**

   * IP Address: `10.192.1.3`

   * Password: `123456`

   * Use the following command in the terminal (fingerprint confirmation needed on first login)

     ```python
     ssh guest@10.192.1.3
     ```

   * System Configuration:&#x20;

     * Operating System: Ubuntu 22.04 （Jetpack 6.2.1）

     * ROS2: ROS2 Humble (default installation)

     * ROS1: ROS1 Noetic (Docker-based environment), to enter the ROS1 Docker environment:&#x20;

       ```python
       sudo docker exec -it ros_noetic /bin/bash
       ```



# 11 RealSense Camera Data Acquisition

**Note:**

1. The camera driver starts automatically at power-on. Disable camera driver auto-start before acquiring camera data to prevent interference. (Supported in main controller software V2.0.33 or later.)
2. Disabling camera driver auto-start will prevent the provided data acquisition kit from functioning.

## 11.1 Disable Camera Auto-Start

1. Enter `10.192.1.2:8080` in a web browser to access the interface:

   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2. Set to disable and save:

   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)

## 11.2 Camera Data Acquisition

1. **Log in to the Developer Computer：**

   * Please follow the procedures described in the *“Developer Computer”* section to log in to the computer

2. **Launch the Realsense ROS Node to Acquire Camera Data：**

   * launch instructions address: <https://github.com/IntelRealSense/realsense-ros>

   * The computer is preinstalled with the RealSense Camera SDK:

     * version: v2.56.3, Official download link: <https://github.com/IntelRealSense/librealsense/releases/tag/v2.56.3>. You may develop your own applications based on this official SDK to acquire camera data.

3. **Example Code Description：**

* **Camera Naming Convention:**

  * **Default Naming:&#x20;**&#x54;he script automatically assigns topic name prefixes for multiple cameras using the format *“camera”* followed by an index (e.g., *camera0*, *camera1*).

  * **Custom Naming:&#x20;**&#x54;he script can be modified to assign topic prefixes based on the camera's Serial Number instead of using the default *“camera + counter”* naming scheme.



**The following code example demonstrates how to acquire data from multiple cameras:&#x20;**

1. Log in to the Developer PC via SSH.

2. Log in to the ROS 1 Environment.

   ```shell
   sudo docker exec -it ros_noetic /bin/bash
   ```

3. Save the script below as: `rs_camera.sh`

   ```bash
   #!/bin/bash

   source /opt/ros/noetic/setup.bash

   # Function to detect connected RealSense cameras
   detect_cameras() {
       # List all connected RealSense cameras, excluding ASIC Serial Number
       serial_numbers=($(rs-enumerate-devices | grep "Serial Number" | grep -v "Asic" | awk '{print $NF}'))
       echo "${serial_numbers[@]}"
   }

   # Loop to check for the launch flag file and connected cameras
   while true; do
       serial_numbers=($(detect_cameras))

       # Check if any cameras were found
       if [ ${#serial_numbers[@]} -gt 0 ]; then
           echo "Detected ${#serial_numbers[@]} cameras."
           break  # Exit the loop if cameras are detected
       else
           echo "No RealSense cameras detected. Retrying in 5 seconds..."
           sleep 5  # Wait for a while before retrying
       fi
   done

   # Automatically start a ROS node for each detected camera
   if [ ${#serial_numbers[@]} -gt 0 ]; then
       for i in "${!serial_numbers[@]}"; do
           serial=${serial_numbers[$i]}
           
           # Default camera naming using index (camera0, camera1, ...)
           # Customize camera naming by modifying the code below
           camera_topic="camera$i"

           # Example: Custom camera naming based on serial number
           # Uncomment and replace with your actual serial numbers
           # if [[ "$serial" == "0123456789" ]]; then
           #     camera_topic="head"  # Name specific camera as "head"
           # elif [[ "$serial" == "9876543210" ]]; then
           #     camera_topic="chest" # Name another camera as "chest"
           # fi
           
           echo "Starting ROS node for camera $serial (topic prefix: $camera_topic)..."
           roslaunch realsense2_camera rs_camera.launch \
               serial_no:=$serial \
               camera:=$camera_topic \
               enable_pointcloud:=True \
               enable_accel:=True \
               enable_gyro:=True \
               enable_sync:=True \
               unite_imu_method:=linear_interpolation &
           sleep 10  # Optional: wait a bit before starting the next camera
       done

       # Wait for all background processes to finish
       wait
   else
       echo "No cameras to start."
   fi

   ```

4. Execute the script in the terminal to launch the camera node

   ```shell
   /bin/bash rs_camera.sh
   ```

5. In another terminal, use `rostopic list` to verify the results

   ```shell
   rostopic list
   ```