BLUEPRINT:0,23,1120,1802,0,0,0,0,637801013272518333,0.9.24.11286,Excess%20H2%20to%20Deuteron%20Fuel%20Rods,Very%20compact%2C%20can%20be%20placed%20near%20poles.%20%20Four-stacked%20for%20max%20fractionation%20rate%20when%20H2%20is%20present.%20%20Deut%20buffered%20or%20exported%20when%20fuel%20rods%20are%20not%20needed.%20%20Both%20h2%20input%20and%20fuel%20rod%20output%20can%20be%20proliferated%20if%20desired."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"04C6C7E7691F817D4E57E04F4DF9A0A8