BLUEPRINT:0,21,6002,1120,0,0,0,0,637771290746349793,0.8.23.9989,Energy%20Matrix%20-%203%20High,Input%3A%2060%20Crude%20Oil%20%2F%20minute.%0AOutput%3A%2030%20Energy%20Matrix%20%2B%2030%20Hydrogen%20%2F%20minute.%0AExcess%20Hydrogen%20due%20to%20use%20of%20X-Ray%20Cracking."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"0B6DA74DC9DE816667CEE2B4907D06FC