Number of Packages of Information which are processed in a Second by the Fundamental Particles (strings) of a Human Body

The fundamental particle (string) gets a package of complete information of its quantum state via inside of its sub-particle (sub-string) from dimension of information. This package is processed by sub-particle in each Planck time [Gholibeigian, APS 2015, abstract {\#}L1.027]. On the other hand, a 70 kg human's body would have approximately 7*10$^{\mathrm{27}}$~atoms. Of that, 4.7*10$^{\mathrm{27}}$~would be hydrogen atoms. Another 1.8*10$^{\mathrm{27}}$~would be oxygen and there are 7.0*10$^{\mathrm{26}}$~carbon atoms. If we add that all up, total is 2.3*10$^{\mathrm{28}}$ protons, 1.8*10$^{\mathrm{28}}$ neutrons, and 2.3*10$^{\mathrm{28\thinspace \thinspace }}$ electrons. Each proton and neutron has 6 fundamental particles. So the total number of packages of information which are processed by each of us in a second becomes: $I=[6\times (2.3+1.8)\times 10^{28}+2.3\times 10^{28}]\times 10^{44}=2.69\times 10^{73}packages$ The processed information carry by fundamental particles. Based on Shanon equation,$I=-S$, this number can be equal to the increased entropy of each of us per second too.