I want a complete error report on the code below so I can fi...

Prompt

I want a complete error report on the code below so I can fix everything in one pass. TASK Read the code character by character. List every real error: syntax, compile, runtime, logic, type, missing imports, broken references, and any mock / dummy / stub / placeholder / fake / simulated content. Mentally execute the code and include errors that would occur at runtime. SUCCESS Every real error listed exactly once, each tied to a specific location. Nothing invented, nothing skipped, nothing merged. OUTPUT Numbered list, one error per line: #. [line/symbol] — : . Final line: END OF ERROR LIST. CONSTRAINTS Errors only — no fixes, no suggestions, no summary, no commentary. Ambiguities count as errors and must be listed import sympy as sp x, y = sp.symbols('x y') Om = sp.Function('Om')(x, y) H = x*y L = lambda A: sp.expand(x*sp.diff(A,x) - y*sp.diff(A,y)) Psub = H*Om Grem = sp.Rational(3,8)*H*Om**2 f = H**2 + Psub + x g = H**3 + sp.Rational(3,2)*H*Psub + Grem + y br = sp.expand(sp.diff(f,x)*sp.diff(g,y)-sp.diff(f,y)*sp.diff(g,x)) print('GENERAL_BRACKET=', sp.factor(br)) print('RESIDUAL_MINUS_1=', sp.factor(br-1)) # Constant Omega specialization exactly as in attachment w = sp.symbols('w') fc = H**2 + w*H + x gc = H**3 + sp.Rational(3,2)*w*H**2 + sp.Rational(3,8)*w**2*H + y bc = sp.factor(sp.diff(fc,x)*sp.diff(gc,y)-sp.diff(fc,y)*sp.diff(gc,x)) print('CONSTANT_OMEGA_BRACKET=', bc) print('CONSTANT_RESIDUAL=', sp.factor(bc-1)) # Solve the simplest constant-Omega coefficient conditions poly = sp.Poly(sp.expand(bc-1),x,y) print('COEFFICIENTS=', poly.terms()) # Check master identity without x,y linear terms fs = H**2 + sp.Function('fs')(x,y) gr = H**3 + sp.Rational(3,2)*H*sp.Function('fs')(x,y) + sp.Function('gr')(x,y) master = sp.expand(sp.diff(fs,x)*0 + (sp.diff(fs,x)*0)) print('done')