346 Are the Androids Dreaming Yet? Sa IE HS —lsohenyay: 4) em cent | Sins lite = ain renin, LN ee ae Via ie we Nene ATA) Or pe OV ae . eee [a cee? Ti a f erat iz a Lists ss : ne | toe Ee i ee fy cc Le — 7 | | ae = « - gee rer | ee, oe | og rk Ss ae = —_— | | = Ve ae f Po lineeiaael 1 ge ae Re eS ee a i 4g ee. 4 = é F—— i Sein ae = He wecr “3 —= a, xe) ee _-! <q Bu x aS am < ¢ i Zp > «iit Yao y | Wee Wf | Ke. Sr, if, te a | ‘a int . pe ite , Pe wee, | if in wR ae ' > 5 ee yp SNR a OU i yon 0 - 3 é me M. C. Escher’s Waterfall (Impossible Shapes) friend the puzzle and they will spend hours trying to solve it! It can’t be done because the puzzle is put together wrong. And in this matter nature is also put together wrong! With as few as 33 measurements it is impossible to construct a consistent three-dimensional shape that has 1s and Os obeying the 101 rule in every place. The only way to complete such a shape is with a measurement that is both simultaneously zero and one: a paradox. We know what happens when we generate paradoxes. It means one of the original assumptions is false and, in this instance, the falsehood is that a particle has a definite spin before we measure it. It HOUSE_OVERSIGHT_016036