According to the definition of the mole, one mole of the living cells contains the Avogadro number of the living cells "N_A = 6.022\u00b710^{23}" mol-1. Therefore, the number of the moles of living human cells currently on our planet is:
"n = \\frac{N}{N_A} = \\frac{60\u00b710^{18}\u00b77.217\u00b710^6}{6.022\u00b710^{23}} = 719" mol.
If 150 billion humans have inhabited the planet in all of history, the number of the moles of human cells have existed so far on our planet is:
"n_1 = \\frac{N_1}{N_A} = \\frac{60\u00b710^{18}\u00b7150\u00b710^9}{6.022\u00b710^{23}} = 1.49\u00b710^7" mol.
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