Here is the solution with git
and gh
commands !
create an issue
gh issue create
get the ISSUE_NUMBER
A disciplined, evidence-first workflow for autonomous code agents
The Cursor Operational Doctrine (file core.md
) encodes the agent’s always-on principles—reconnaissance before action, empirical validation over conjecture, strict command-execution hygiene, and zero-assumption stewardship.
好的,请接受我的服务。作为宗师级专利工程师,我将您提供的创意火花,构筑成一份严谨、深入且富有远见的《专利交底书》。 | |
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# **专利交底书:一种基于多传感器的智能盆栽自动养护仪及控制方法** | |
## **1. 发明名称** | |
一种基于多传感器的智能盆栽自动养护仪及控制方法 | |
## **2. 技术领域** |
Hope this will save you hours of research on how to use your browser (Chrome/Chromium/Firefox) to load PIV card using Smart Card reader (SCR3310) to do Single Sign-On such as login.gov.
$ sudo apt install libpam-sss
$ sudo apt install opensc-pkcs11
I wrote an in-depth research prompt to conduct a GPT-Deep-Research on the Manus topic, seeking to replicate it with currently available open source tools. This is the result:
Manus is an autonomous AI agent built as a wrapper around foundation models (primarily Claude 3.5/3.7 and Alibaba's Qwen). It operates in a cloud-based virtual computing environment with full access to tools like web browsers, shell commands, and code execution. The system's key innovation is using executable Python code as its action mechanism ("CodeAct" approach), allowing it to perform complex operations autonomously. The architecture consists of an iterative agent loop (analyze → plan → execute → observe), with specialized modules for planning, knowledge retrieval, and memory management. Manus uses file-based memory to track progress and store information across operations. The system can be replicated using open-source components including CodeActAgent (a fine-tuned Mistral model), Docker for sandbox
#include <nytl/vec.hpp> | |
#include <nytl/vecOps.hpp> | |
#include <vector> | |
#include <limits> | |
using Polygon = std::vector<nytl::Vec2f>; | |
/// Returns whether the two given convex polygons intersect using the | |
/// separating axis theorem. The given polygons can be in clockwise or |