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Figure 4: Probability Distribution of Number of GVBs Operating each Weex <br />Name I Number ofGVBs GperagngEach Week <br />Lognormal Distribution <br />Lognormal Distribution <br />1 <br />a <br />a <br />0 <br />CL <br />a <br />P70=740 <br />IL <br />Mean = 452 <br />Median - 4.13 <br />P10 =18.815.9 <br />P90=2.12 <br />Mean =11.656.6 <br />2.00 4.00 6.00 <br />8.00 10.00 1200. 1400 16 <br />W <br />Location -1.10 Mean 452 J Std. rev. 2.21 <br />Figure 5: Probability Distribution of Weekly Production for all Operating GVBs <br />Name Weekly Drained Volumes <br />2P <br />Lognormal Distribution <br />a <br />a <br />IL <br />P10 =18.815.9 <br />Mean =11.656.6 <br />Median = 9.125.0 <br />P90 = 4.294 6 <br />0.0 10,000.0 20,000.0 30,000.0 40,000.0 50,000.0 <br />Location -505.9 T Mean 10,55&.8 T. Std. Dev. 6,540.8 <br />8 <br />pyo = Median, there is a 50 <br />percent probability that 4.13 <br />wells are in service during <br />any given week. <br />pio = There is a 10 percent <br />probability that there are at <br />least 7.4 wells operating <br />during any given week. <br />p90 = There is a 90 percent <br />probability that there are at <br />least 2.12 wells operating <br />during any given week. <br />pyo= Median, there is a 50 <br />percent probability that <br />weekly methane <br />production will be 9,125 <br />scfm. <br />plo = There is a 10 percent <br />probability that weekly <br />methane production will <br />be 18,816 scfm or greater. <br />p90 = There is a 90 percent <br />probability that the <br />weekly methane <br />production will be 4,295 <br />scfm or greater. <br />