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Plasma/potential earth like equivalents
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===What the fuck is CO<sub>2</sub>=== Now, That means that 1251.94 molPlasma + ??? molO<sub>2</sub> ----> ??? molH<sub>2</sub>O + 2,656 molCO<sub>2</sub>. But because we did the above, we can basically summarize that there are potentially 2,646 mol of carbon equivalents in 1251.94 mol of Plasma. Pure hydrocarbon chains exhibit a funny property. By taking the amount of CO<sub>2</sub> produced (and thus, carbon), and dividing it by the moles of hydrocarbon you burnt to get said CO<sub>2</sub> (and assuming you have 100 % total combustion, no carbon monoxide produced), you can find out how many carbons are in a single mole of the Hydrocarbon! Thus, the burning of Hexane is: C<sub>6</sub>H<sub>14</sub> + (19/2)O<sub>2</sub> ---> 6CO<sub>2</sub> + 7H<sub>2</sub>0 So: 12C<sub>6</sub>H<sub>14</sub> + blah --> 72CO<sub>2</sub> + blah 72 / 12 = 6 ! THUUUUUUUS! 2656 / 1251.95 If we divide the two, we get 2.11, meaning that for every 1 mole of plasma, we have 2.11 moles of carbon! And if we use the 2.5 mΒ³, we end up with 10,093 / 4995 = 2.02! Told you it didn't matter. Now, this is all theoretical, and calculations, and I've rounded a lot of the decimals (I ain't working with 24.858849389200102299383838392929292 due to spessmens, 2.858 will suffice), we can thus say, that there are TWO CARBONS IN A PLASMA EQUIVALENT MOLECULE. Plus, y'know, you can't have .11, or .02, of a molecule. Shit just ain't possible. Which means that a plasma equivalent compound has a structure that looks something like: '''C-C,,,,C=C, or Cβ‘C''' With three, two, and one bonding site on each carbon, respectively.
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