This is Popper's next problem. hakank. ''' Here's a new problem. It has the same structure as the previous one. Please don't output detailed analysis or Python code until I ask for it. Can you figure out the pattern? pos(f([i, f, x, c, d, c],c)). pos(f([g, b, c, d, x, b, i, j],b)). pos(f([b,d,h,j, x, b],b)). pos(f([h,e,g,h,j,c,x,g],g)). pos(f([a,f,k,d,e,x,d,a,b,c],d)). pos(f([a,e,d,x,f,a],f)). pos(f([d,e,f,x,h,c,a],h)). neg(f([c, d, i,j],d)). neg(f([a, j, c,e, b,c,d],b)). neg(f([c,e, i, a, b, b, a],e)). neg(f([c,b,c,d,c,d,c,f],d)). ''' GPT4: ''' Based on the provided positive and negative examples, it appears that the function f returns the element in the input list that comes immediately after the first occurrence of the letter 'x'. Positive examples: pos(f([i, f, x, c, d, c], c)) - 'x' is followed by 'c' pos(f([g, b, c, d, x, b, i, j], b)) - 'x' is followed by 'b' pos(f([b, d, h, j, x, b], b)) - 'x' is followed by 'b' pos(f([h, e, g, h, j, c, x, g], g)) - 'x' is followed by 'g' pos(f([a, f, k, d, e, x, d, a, b, c], d)) - 'x' is followed by 'd' pos(f([a, e, d, x, f, a], f)) - 'x' is followed by 'f' pos(f([d, e, f, x, h, c, a], h)) - 'x' is followed by 'h' Negative examples: neg(f([c, d, i, j], d)) - 'x' not present neg(f([a, j, c, e, b, c, d], b)) - 'x' not present neg(f([c, e, i, a, b, b, a], e)) - 'x' not present neg(f([c, b, c, d, c, d, c, f], d)) - 'x' not present In each positive example, the output matches the element immediately after the first occurrence of 'x' in the input list, while in the negative examples, 'x' is not present in the input list. ''' I then asked for the Python progra (next.py) ''' Here's a Python function that implements the described pattern. The function element_after_x takes an input list and returns the element immediately after the first occurrence of the letter 'x'. [Python program] This Python code defines a function that finds the element immediately after the first occurrence of 'x' in the input list and returns the result. The test cases provided should produce the expected outputs based on the problem's positive examples. ''' Success!