Odredi sva realna rješenja jednadžbe
log2x⋅log4x+log4x⋅log8x+⋯+log22019x⋅log22020x=20192020.\log_2 x \cdot \log_4 x + \log_4 x \cdot \log_8 x + \cdots + \log_{2^{2019}} x \cdot \log_{2^{2020}} x = \frac{2019}{2020}.log2x⋅log4x+log4x⋅log8x+⋯+log22019x⋅log22020x=20202019.