tl;dr

1. Find Elliptic Curve parameters from given points on the curve
2. Find x-coordinate of 2*P, given y-coordinate of 2*P
3. Invert 2 over mod (P.order()) and multiply the result with 2*P to get P
4. Submit ASIS{P.x} as the flag

tl;dr

1. Extract data from given images using binwalk
2. Tranform given diophantine equation into a cubic curve and retrieve EC parameters
3. Solve ECDLP given in extracted data using Pohlig Hellman Algorithm