How To Use My Codes On (HPHE) And PROVE P Vs NP & Riemann hypothesis (Codes In side) - READ DESCRIPTION - WITH VIDEO

This paper introduces the Hybrid Piecewise Heuristic Equation (HPHE) framework, establishing a mathematical bridge between P and NP. We provide a formal proof of C^1 continuity and present empirical evidence from the 'Evil 50' benchmark tests demonstrating the collapse of NP-complete transition points. Now you need to down load the file Its the one name "how to use my codes" (How to use my codes to break p vs np and Riemann). IF YOU WANT TO HET THE CODE YOI CAN GET IT IN THE PY FIOE BELOW. IN FEW SECONDS IT WILL APPEAR AS A NOTIFICATION PRESS THAT IMMEDIATELY AND OPEN IT TO TO GET THE CODE COPY IT AND SAVE FILE. IF YOU MISS IT YOU MAY HAVE TO DO IT AGAIN. NOW HAVE THE CODE GO TO SAGE MATH CELL ON GOOGLE SO YOU AND CAN RUN AND TEST IT. AND YOU'LL KNOW WHAT TO DO. PLEASE SHARE AND ENJOY. LATER ON IF YOU WANT TO OPEN THE FILE YOU'LL NEED A TEXT EDITOR TO DO SO. SHOULDN'T BE HARD. OR YOU CAN REPEAT THE STEPS AGAIN TO REGAIN THE CODE THAT WAY THANKS. AND YES I KNOW I SAY P COLLAPSE INTO P INSTEAD OF P COLLAPSE INTO NP I WAS JUST EXCITED SORRY.