![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlLHU5O4s8XcGoEAcqTGYZl6nT5Mo1zQ0l_vQd1CGIjcD5sJgr9bDym7ttuaYiTLP1IE79nLmeTdasSWy6pfL8iRxx8qcffx6DFP2KzHtFSMQF2gBS3TLHjb_gBsDlay43z7lJkKlGbqY/s320/fig1.jpg)
Let's calculate the mean of C for experiment 1: 62. Therefore, we can divide all the values relative to experiment 1 by 62. At the same time, we will divide experiment 2 by 72.6 and experiment 3 by 83.6, obtaining the normalized database in figure, when N indicates the normalization:
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9aGusEW3pDgPWjAAlaiakyO3_8voKyi4asVhH8SqRtxFKD_hU0zTMJ3FI7hcZMowIAW8Fr25JEmyXatrKlXM5lFZc4rNDGsJP5eNLKZ9f0fn0e4KP4O6a4a_r9OUdP4SeQ5BEJmj-zFQ/s320/Immagine.jpg)
We have some obvious consequences: the mean of CN is 1 for each experiment. The mean of CN1-CN2-CN3-CN4 indicates a relative fractional increase of effect. We will use the normalized data in further simulations.
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