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2018|0|A047|N170|16|0.75859
2018|0|A047|N171|04|0.82781
2018|0|A047|N171|16|0.75859
2018|0|A047|N172|04|0.82781
2018|0|A047|N172|16|0.75859
2018|0|A047|N178|04|0.82781
2018|0|A047|N178|16|0.75859
2018|0|A047|N179|04|0.82781
2018|0|A047|N179|16|0.75859
2018|0|A047|N390|05|0.83342
2018|0|A047|N390|11|1.13285
2018|0|A090|F050|04|1.13756
2018|0|A090|F051|04|1.13756
2018|0|A090|F058|04|1.13756
2018|0|A090|F059|04|1.13756
2018|0|A090|N170|04|0.95541
2018|0|A090|N171|04|0.95541
2018|0|A090|N172|04|0.95541
2018|0|A090|N178|04|0.95541
2018|0|A090|N179|04|0.95541
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2018|0|A099|F051|04|1.13756
2018|0|A099|F058|04|1.13756
2018|0|A099|F059|04|1.13756
2018|0|A099|N170|04|0.95541
2018|0|A099|N171|04|0.95541
2018|0|A099|N172|04|0.95541
2018|0|A099|N178|04|0.95541
2018|0|A099|N179|04|0.95541
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2018|0|A227|N170|04|0.84441
2018|0|A227|N170|05|0.86273
2018|0|A227|N170|09|0.76185
2018|0|A227|N171|04|0.84441
2018|0|A227|N171|05|0.86273
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2018|0|A227|N178|04|0.84441
2018|0|A227|N178|05|0.86273
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2018|0|A227|N179|05|0.86273
2018|0|A227|N179|09|0.76185
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2018|0|A227|N390|11|0.94697
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2018|0|A227|R571|04|0.67066
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2018|0|A227|R571|11|0.80427
2018|0|A227|R572|04|0.67066
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2018|0|A227|R578|04|0.67066
2018|0|A227|R578|06|0.72847
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2018|0|A227|R578|11|0.80427
2018|0|A227|R579|04|0.67066
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2018|0|A227|R579|07|0.77183
2018|0|A227|R579|11|0.80427
2018|0|A227|Z515|11|0.78557
2018|0|A267|I500|11|1.19053
2018|0|A267|N170|04|0.84441
2018|0|A267|N170|05|0.86273
2018|0|A267|N170|09|0.76185
2018|0|A267|N171|04|0.84441
2018|0|A267|N171|05|0.86273
2018|0|A267|N171|09|0.76185
2018|0|A267|N172|04|0.84441
2018|0|A267|N172|05|0.86273
2018|0|A267|N172|09|0.76185
2018|0|A267|N178|04|0.84441
2018|0|A267|N178|05|0.86273
2018|0|A267|N178|09|0.76185
2018|0|A267|N179|04|0.84441
2018|0|A267|N179|05|0.86273
2018|0|A267|N179|09|0.76185
2018|0|A267|N390|01|0.58232
2018|0|A267|N390|05|0.87922
2018|0|A267|N390|11|0.94697
2018|0|A267|R570|04|0.67066
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2018|0|A267|R571|04|0.67066
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2018|0|A267|R571|11|0.80427
2018|0|A267|R572|04|0.67066
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2018|0|A267|R572|11|0.80427
2018|0|A267|R578|04|0.67066
2018|0|A267|R578|06|0.72847
2018|0|A267|R578|07|0.77183
2018|0|A267|R578|11|0.80427
2018|0|A267|R579|04|0.67066
2018|0|A267|R579|06|0.72847
2018|0|A267|R579|07|0.77183
2018|0|A267|R579|11|0.80427
2018|0|A267|Z515|11|0.78557
2018|0|A327|I500|11|1.19053
2018|0|A327|N170|04|0.84441
2018|0|A327|N170|05|0.86273
2018|0|A327|N170|09|0.76185
2018|0|A327|N171|04|0.84441
2018|0|A327|N171|05|0.86273
2018|0|A327|N171|09|0.76185
2018|0|A327|N172|04|0.84441
2018|0|A327|N172|05|0.86273
2018|0|A327|N172|09|0.76185
2018|0|A327|N178|04|0.84441
2018|0|A327|N178|05|0.86273
2018|0|A327|N178|09|0.76185
2018|0|A327|N179|04|0.84441
2018|0|A327|N179|05|0.86273
2018|0|A327|N179|09|0.76185
2018|0|A327|N390|01|0.58232
2018|0|A327|N390|05|0.87922
2018|0|A327|N390|11|0.94697
2018|0|A327|R570|04|0.67066
2018|0|A327|R570|06|0.72847
2018|0|A327|R570|07|0.77183
2018|0|A327|R570|11|0.80427
2018|0|A327|R571|04|0.67066
2018|0|A327|R571|06|0.72847
2018|0|A327|R571|07|0.77183
2018|0|A327|R571|11|0.80427
2018|0|A327|R572|04|0.67066
2018|0|A327|R572|06|0.72847
2018|0|A327|R572|07|0.77183
2018|0|A327|R572|11|0.80427
2018|0|A327|R578|04|0.67066
2018|0|A327|R578|06|0.72847
2018|0|A327|R578|07|0.77183
2018|0|A327|R578|11|0.80427
2018|0|A327|R579|04|0.67066
2018|0|A327|R579|06|0.72847
2018|0|A327|R579|07|0.77183
2018|0|A327|R579|11|0.80427
2018|0|A327|Z515|11|0.78557
2018|0|A400|I500|11|1.19053
2018|0|A400|N170|04|0.84441
2018|0|A400|N170|05|0.86273
2018|0|A400|N170|09|0.76185
2018|0|A400|N171|04|0.84441
2018|0|A400|N171|05|0.86273
2018|0|A400|N171|09|0.76185
2018|0|A400|N172|04|0.84441
2018|0|A400|N172|05|0.86273
2018|0|A400|N172|09|0.76185
2018|0|A400|N178|04|0.84441
2018|0|A400|N178|05|0.86273
2018|0|A400|N178|09|0.76185
2018|0|A400|N179|04|0.84441
2018|0|A400|N179|05|0.86273
2018|0|A400|N179|09|0.76185
2018|0|A400|N390|01|0.58232
2018|0|A400|N390|05|0.87922
2018|0|A400|N390|11|0.94697
2018|0|A400|R570|04|0.67066
2018|0|A400|R570|06|0.72847
2018|0|A400|R570|07|0.77183
2018|0|A400|R570|11|0.80427
2018|0|A400|R571|04|0.67066
2018|0|A400|R571|06|0.72847
2018|0|A400|R571|07|0.77183
2018|0|A400|R571|11|0.80427
2018|0|A400|R572|04|0.67066
2018|0|A400|R572|06|0.72847
2018|0|A400|R572|07|0.77183
2018|0|A400|R572|11|0.80427
2018|0|A400|R578|04|0.67066
2018|0|A400|R578|06|0.72847
2018|0|A400|R578|07|0.77183
2018|0|A400|R578|11|0.80427
2018|0|A400|R579|04|0.67066
2018|0|A400|R579|06|0.72847
2018|0|A400|R579|07|0.77183
2018|0|A400|R579|11|0.80427
2018|0|A400|Z515|11|0.78557
2018|0|A401|I500|11|1.19053
2018|0|A401|N170|04|0.84441
2018|0|A401|N170|05|0.86273
2018|0|A401|N170|09|0.76185
2018|0|A401|N171|04|0.84441
2018|0|A401|N171|05|0.86273
2018|0|A401|N171|09|0.76185
2018|0|A401|N172|04|0.84441
2018|0|A401|N172|05|0.86273
2018|0|A401|N172|09|0.76185
2018|0|A401|N178|04|0.84441
2018|0|A401|N178|05|0.86273
2018|0|A401|N178|09|0.76185
2018|0|A401|N179|04|0.84441
2018|0|A401|N179|05|0.86273
2018|0|A401|N179|09|0.76185
2018|0|A401|N390|01|0.58232
2018|0|A401|N390|05|0.87922
2018|0|A401|N390|11|0.94697
2018|0|A401|R570|04|0.67066
2018|0|A401|R570|06|0.72847
2018|0|A401|R570|07|0.77183
2018|0|A401|R570|11|0.80427
2018|0|A401|R571|04|0.67066
2018|0|A401|R571|06|0.72847
2018|0|A401|R571|07|0.77183
2018|0|A401|R571|11|0.80427
2018|0|A401|R572|04|0.67066
2018|0|A401|R572|06|0.72847
2018|0|A401|R572|07|0.77183
2018|0|A401|R572|11|0.80427
2018|0|A401|R578|04|0.67066
2018|0|A401|R578|06|0.72847
2018|0|A401|R578|07|0.77183
2018|0|A401|R578|11|0.80427
2018|0|A401|R579|04|0.67066
2018|0|A401|R579|06|0.72847
2018|0|A401|R579|07|0.77183
2018|0|A401|R579|11|0.80427
2018|0|A401|Z515|11|0.78557
2018|0|A4020|I500|11|1.19053
2018|0|A4020|N170|04|0.84441
2018|0|A4020|N170|05|0.86273
2018|0|A4020|N170|09|0.76185
2018|0|A4020|N171|04|0.84441
2018|0|A4020|N171|05|0.86273
2018|0|A4020|N171|09|0.76185
2018|0|A4020|N172|04|0.84441
2018|0|A4020|N172|05|0.86273
2018|0|A4020|N172|09|0.76185
2018|0|A4020|N178|04|0.84441
2018|0|A4020|N178|05|0.86273
2018|0|A4020|N178|09|0.76185
2018|0|A4020|N179|04|0.84441
2018|0|A4020|N179|05|0.86273
2018|0|A4020|N179|09|0.76185
2018|0|A4020|N390|01|0.58232
2018|0|A4020|N390|05|0.87922
2018|0|A4020|N390|11|0.94697
2018|0|A4020|R570|04|0.67066
2018|0|A4020|R570|06|0.72847
2018|0|A4020|R570|07|0.77183
2018|0|A4020|R570|11|0.80427
2018|0|A4020|R571|04|0.67066
2018|0|A4020|R571|06|0.72847
2018|0|A4020|R571|07|0.77183
2018|0|A4020|R571|11|0.80427
2018|0|A4020|R572|04|0.67066
2018|0|A4020|R572|06|0.72847
2018|0|A4020|R572|07|0.77183
2018|0|A4020|R572|11|0.80427
2018|0|A4020|R578|04|0.67066
2018|0|A4020|R578|06|0.72847
2018|0|A4020|R578|07|0.77183
2018|0|A4020|R578|11|0.80427
2018|0|A4020|R579|04|0.67066
2018|0|A4020|R579|06|0.72847
2018|0|A4020|R579|07|0.77183
2018|0|A4020|R579|11|0.80427
2018|0|A4020|Z515|11|0.78557
2018|0|A4021|I500|11|1.19053
2018|0|A4021|N170|04|0.84441
2018|0|A4021|N170|05|0.86273
2018|0|A4021|N170|09|0.76185
2018|0|A4021|N171|04|0.84441
2018|0|A4021|N171|05|0.86273
2018|0|A4021|N171|09|0.76185
2018|0|A4021|N172|04|0.84441
2018|0|A4021|N172|05|0.86273
2018|0|A4021|N172|09|0.76185
2018|0|A4021|N178|04|0.84441
2018|0|A4021|N178|05|0.86273
2018|0|A4021|N178|09|0.76185
2018|0|A4021|N179|04|0.84441
2018|0|A4021|N179|05|0.86273
2018|0|A4021|N179|09|0.76185
2018|0|A4021|N390|01|0.58232
2018|0|A4021|N390|05|0.87922
2018|0|A4021|N390|11|0.94697
2018|0|A4021|R570|04|0.67066
2018|0|A4021|R570|06|0.72847
2018|0|A4021|R570|07|0.77183
2018|0|A4021|R570|11|0.80427
2018|0|A4021|R571|04|0.67066
2018|0|A4021|R571|06|0.72847
2018|0|A4021|R571|07|0.77183
2018|0|A4021|R571|11|0.80427
2018|0|A4021|R572|04|0.67066
2018|0|A4021|R572|06|0.72847
2018|0|A4021|R572|07|0.77183
2018|0|A4021|R572|11|0.80427
2018|0|A4021|R578|04|0.67066
2018|0|A4021|R578|06|0.72847
2018|0|A4021|R578|07|0.77183
2018|0|A4021|R578|11|0.80427
2018|0|A4021|R579|04|0.67066
2018|0|A4021|R579|06|0.72847
2018|0|A4021|R579|07|0.77183
2018|0|A4021|R579|11|0.80427
2018|0|A4021|Z515|11|0.78557
2018|0|A403|I500|11|1.19053
2018|0|A403|N170|04|0.84441
2018|0|A403|N170|05|0.86273
2018|0|A403|N170|09|0.76185
2018|0|A403|N171|04|0.84441
2018|0|A403|N171|05|0.86273
2018|0|A403|N171|09|0.76185
2018|0|A403|N172|04|0.84441
2018|0|A403|N172|05|0.86273
2018|0|A403|N172|09|0.76185
2018|0|A403|N178|04|0.84441
2018|0|A403|N178|05|0.86273
2018|0|A403|N178|09|0.76185
2018|0|A403|N179|04|0.84441
2018|0|A403|N179|05|0.86273
2018|0|A403|N179|09|0.76185
2018|0|A403|N390|01|0.58232
2018|0|A403|N390|05|0.87922
2018|0|A403|N390|11|0.94697
2018|0|A403|R570|04|0.67066
2018|0|A403|R570|06|0.72847
2018|0|A403|R570|07|0.77183
2018|0|A403|R570|11|0.80427
2018|0|A403|R571|04|0.67066
2018|0|A403|R571|06|0.72847
2018|0|A403|R571|07|0.77183
2018|0|A403|R571|11|0.80427
2018|0|A403|R572|04|0.67066
2018|0|A403|R572|06|0.72847
2018|0|A403|R572|07|0.77183
2018|0|A403|R572|11|0.80427
2018|0|A403|R578|04|0.67066
2018|0|A403|R578|06|0.72847
2018|0|A403|R578|07|0.77183
2018|0|A403|R578|11|0.80427
2018|0|A403|R579|04|0.67066
2018|0|A403|R579|06|0.72847
2018|0|A403|R579|07|0.77183
2018|0|A403|R579|11|0.80427
2018|0|A403|Z515|11|0.78557
2018|0|A408|I500|11|1.19053
2018|0|A408|N170|04|0.84441
2018|0|A408|N170|05|0.86273
2018|0|A408|N170|09|0.76185
2018|0|A408|N171|04|0.84441
2018|0|A408|N171|05|0.86273
2018|0|A408|N171|09|0.76185
2018|0|A408|N172|04|0.84441
2018|0|A408|N172|05|0.86273
2018|0|A408|N172|09|0.76185
2018|0|A408|N178|04|0.84441
2018|0|A408|N178|05|0.86273
2018|0|A408|N178|09|0.76185
2018|0|A408|N179|04|0.84441
2018|0|A408|N179|05|0.86273
2018|0|A408|N179|09|0.76185
2018|0|A408|N390|01|0.58232
2018|0|A408|N390|05|0.87922
2018|0|A408|N390|11|0.94697
2018|0|A408|R570|04|0.67066
2018|0|A408|R570|06|0.72847
2018|0|A408|R570|07|0.77183
2018|0|A408|R570|11|0.80427
2018|0|A408|R571|04|0.67066
2018|0|A408|R571|06|0.72847
2018|0|A408|R571|07|0.77183
2018|0|A408|R571|11|0.80427
2018|0|A408|R572|04|0.67066
2018|0|A408|R572|06|0.72847
2018|0|A408|R572|07|0.77183
2018|0|A408|R572|11|0.80427
2018|0|A408|R578|04|0.67066
2018|0|A408|R578|06|0.72847
2018|0|A408|R578|07|0.77183
2018|0|A408|R578|11|0.80427
2018|0|A408|R579|04|0.67066
2018|0|A408|R579|06|0.72847
2018|0|A408|R579|07|0.77183
2018|0|A408|R579|11|0.80427
2018|0|A408|Z515|11|0.78557
2018|0|A409|I500|11|1.19053
2018|0|A409|N170|04|0.84441
2018|0|A409|N170|05|0.86273
2018|0|A409|N170|09|0.76185
2018|0|A409|N171|04|0.84441
2018|0|A409|N171|05|0.86273
2018|0|A409|N171|09|0.76185
2018|0|A409|N172|04|0.84441
2018|0|A409|N172|05|0.86273
2018|0|A409|N172|09|0.76185
2018|0|A409|N178|04|0.84441
2018|0|A409|N178|05|0.86273
2018|0|A409|N178|09|0.76185
2018|0|A409|N179|04|0.84441
2018|0|A409|N179|05|0.86273
2018|0|A409|N179|09|0.76185
2018|0|A409|N390|01|0.58232
2018|0|A409|N390|05|0.87922
2018|0|A409|N390|11|0.94697
2018|0|A409|R570|04|0.67066
2018|0|A409|R570|06|0.72847
2018|0|A409|R570|07|0.77183
2018|0|A409|R570|11|0.80427
2018|0|A409|R571|04|0.67066
2018|0|A409|R571|06|0.72847
2018|0|A409|R571|07|0.77183
2018|0|A409|R571|11|0.80427
2018|0|A409|R572|04|0.67066
2018|0|A409|R572|06|0.72847
2018|0|A409|R572|07|0.77183
2018|0|A409|R572|11|0.80427
2018|0|A409|R578|04|0.67066
2018|0|A409|R578|06|0.72847
2018|0|A409|R578|07|0.77183
2018|0|A409|R578|11|0.80427
2018|0|A409|R579|04|0.67066
2018|0|A409|R579|06|0.72847
2018|0|A409|R579|07|0.77183
2018|0|A409|R579|11|0.80427
2018|0|A409|Z515|11|0.78557
2018|0|A410|I500|11|1.19053
2018|0|A410|N170|04|0.84441
2018|0|A410|N170|05|0.86273
2018|0|A410|N170|09|0.76185
2018|0|A410|N171|04|0.84441
2018|0|A410|N171|05|0.86273
2018|0|A410|N171|09|0.76185
2018|0|A410|N172|04|0.84441
2018|0|A410|N172|05|0.86273
2018|0|A410|N172|09|0.76185
2018|0|A410|N178|04|0.84441
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2018|0|A413|N178|04|0.84441
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2018|0|A414|N170|09|0.76185
2018|0|A414|N171|04|0.84441
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2018|0|A414|N172|04|0.84441
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2018|0|A414|N178|04|0.84441
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2018|0|A414|N179|09|0.76185
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2018|0|A414|R578|04|0.67066
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2018|0|A414|R579|04|0.67066
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2018|0|A414|Z515|11|0.78557
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2018|0|A4150|N170|04|0.84441
2018|0|A4150|N170|05|0.86273
2018|0|A4150|N170|09|0.76185
2018|0|A4150|N171|04|0.84441
2018|0|A4150|N171|05|0.86273
2018|0|A4150|N171|09|0.76185
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2018|0|A4150|N172|09|0.76185
2018|0|A4150|N178|04|0.84441
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2018|0|A4150|N178|09|0.76185
2018|0|A4150|N179|04|0.84441
2018|0|A4150|N179|05|0.86273
2018|0|A4150|N179|09|0.76185
2018|0|A4150|N390|01|0.58232
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2018|0|A4150|N390|11|0.94697
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2018|0|A4150|R570|06|0.72847
2018|0|A4150|R570|07|0.77183
2018|0|A4150|R570|11|0.80427
2018|0|A4150|R571|04|0.67066
2018|0|A4150|R571|06|0.72847
2018|0|A4150|R571|07|0.77183
2018|0|A4150|R571|11|0.80427
2018|0|A4150|R572|04|0.67066
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2018|0|A4150|R572|11|0.80427
2018|0|A4150|R578|04|0.67066
2018|0|A4150|R578|06|0.72847
2018|0|A4150|R578|07|0.77183
2018|0|A4150|R578|11|0.80427
2018|0|A4150|R579|04|0.67066
2018|0|A4150|R579|06|0.72847
2018|0|A4150|R579|07|0.77183
2018|0|A4150|R579|11|0.80427
2018|0|A4150|Z515|11|0.78557
2018|0|A4151|I500|11|1.19053
2018|0|A4151|N170|04|0.84441
2018|0|A4151|N170|05|0.86273
2018|0|A4151|N170|09|0.76185
2018|0|A4151|N171|04|0.84441
2018|0|A4151|N171|05|0.86273
2018|0|A4151|N171|09|0.76185
2018|0|A4151|N172|04|0.84441
2018|0|A4151|N172|05|0.86273
2018|0|A4151|N172|09|0.76185
2018|0|A4151|N178|04|0.84441
2018|0|A4151|N178|05|0.86273
2018|0|A4151|N178|09|0.76185
2018|0|A4151|N179|04|0.84441
2018|0|A4151|N179|05|0.86273
2018|0|A4151|N179|09|0.76185
2018|0|A4151|N390|01|0.58232
2018|0|A4151|N390|05|0.87922
2018|0|A4151|N390|11|0.94697
2018|0|A4151|R570|04|0.67066
2018|0|A4151|R570|06|0.72847
2018|0|A4151|R570|07|0.77183
2018|0|A4151|R570|11|0.80427
2018|0|A4151|R571|04|0.67066
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2018|0|A4151|R571|11|0.80427
2018|0|A4151|R572|04|0.67066
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2018|0|A4151|R572|07|0.77183
2018|0|A4151|R572|11|0.80427
2018|0|A4151|R578|04|0.67066
2018|0|A4151|R578|06|0.72847
2018|0|A4151|R578|07|0.77183
2018|0|A4151|R578|11|0.80427
2018|0|A4151|R579|04|0.67066
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2018|0|A4151|R579|11|0.80427
2018|0|A4151|Z515|11|0.78557
2018|0|A4152|I500|11|1.19053
2018|0|A4152|N170|04|0.84441
2018|0|A4152|N170|05|0.86273
2018|0|A4152|N170|09|0.76185
2018|0|A4152|N171|04|0.84441
2018|0|A4152|N171|05|0.86273
2018|0|A4152|N171|09|0.76185
2018|0|A4152|N172|04|0.84441
2018|0|A4152|N172|05|0.86273
2018|0|A4152|N172|09|0.76185
2018|0|A4152|N178|04|0.84441
2018|0|A4152|N178|05|0.86273
2018|0|A4152|N178|09|0.76185
2018|0|A4152|N179|04|0.84441
2018|0|A4152|N179|05|0.86273
2018|0|A4152|N179|09|0.76185
2018|0|A4152|N390|01|0.58232
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2018|0|A4152|N390|11|0.94697
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2018|0|A4152|R572|04|0.67066
2018|0|A4152|R572|06|0.72847
2018|0|A4152|R572|07|0.77183
2018|0|A4152|R572|11|0.80427
2018|0|A4152|R578|04|0.67066
2018|0|A4152|R578|06|0.72847
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2018|0|A4152|R579|04|0.67066
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2018|0|A4152|R579|07|0.77183
2018|0|A4152|R579|11|0.80427
2018|0|A4152|Z515|11|0.78557
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2018|0|A4158|N170|04|0.84441
2018|0|A4158|N170|05|0.86273
2018|0|A4158|N170|09|0.76185
2018|0|A4158|N171|04|0.84441
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2018|0|A4158|N171|09|0.76185
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2018|0|A4158|N178|04|0.84441
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2018|0|A4158|N178|09|0.76185
2018|0|A4158|N179|04|0.84441
2018|0|A4158|N179|05|0.86273
2018|0|A4158|N179|09|0.76185
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2018|0|A4158|R572|04|0.67066
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2018|0|A4158|R578|11|0.80427
2018|0|A4158|R579|04|0.67066
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2018|0|A418|N170|05|0.86273
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2018|0|A418|N171|04|0.84441
2018|0|A418|N171|05|0.86273
2018|0|A418|N171|09|0.76185
2018|0|A418|N172|04|0.84441
2018|0|A418|N172|05|0.86273
2018|0|A418|N172|09|0.76185
2018|0|A418|N178|04|0.84441
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2018|0|A418|N178|09|0.76185
2018|0|A418|N179|04|0.84441
2018|0|A418|N179|05|0.86273
2018|0|A418|N179|09|0.76185
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2018|0|A419|N170|05|0.86273
2018|0|A419|N170|09|0.76185
2018|0|A419|N171|04|0.84441
2018|0|A419|N171|05|0.86273
2018|0|A419|N171|09|0.76185
2018|0|A419|N172|04|0.84441
2018|0|A419|N172|05|0.86273
2018|0|A419|N172|09|0.76185
2018|0|A419|N178|04|0.84441
2018|0|A419|N178|05|0.86273
2018|0|A419|N178|09|0.76185
2018|0|A419|N179|04|0.84441
2018|0|A419|N179|05|0.86273
2018|0|A419|N179|09|0.76185
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2018|0|A419|N390|05|0.87922
2018|0|A419|N390|11|0.94697
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2018|0|A419|R571|04|0.67066
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2018|0|A419|R572|04|0.67066
2018|0|A419|R572|06|0.72847
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2018|0|A419|R578|04|0.67066
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2018|0|A419|R579|04|0.67066
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2018|0|A419|R579|07|0.77183
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2018|0|A419|Z515|11|0.78557
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2018|0|A427|N170|04|0.84441
2018|0|A427|N170|05|0.86273
2018|0|A427|N170|09|0.76185
2018|0|A427|N171|04|0.84441
2018|0|A427|N171|05|0.86273
2018|0|A427|N171|09|0.76185
2018|0|A427|N172|04|0.84441
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2018|0|A427|N172|09|0.76185
2018|0|A427|N178|04|0.84441
2018|0|A427|N178|05|0.86273
2018|0|A427|N178|09|0.76185
2018|0|A427|N179|04|0.84441
2018|0|A427|N179|05|0.86273
2018|0|A427|N179|09|0.76185
2018|0|A427|N390|01|0.58232
2018|0|A427|N390|05|0.87922
2018|0|A427|N390|11|0.94697
2018|0|A427|R570|04|0.67066
2018|0|A427|R570|06|0.72847
2018|0|A427|R570|07|0.77183
2018|0|A427|R570|11|0.80427
2018|0|A427|R571|04|0.67066
2018|0|A427|R571|06|0.72847
2018|0|A427|R571|07|0.77183
2018|0|A427|R571|11|0.80427
2018|0|A427|R572|04|0.67066
2018|0|A427|R572|06|0.72847
2018|0|A427|R572|07|0.77183
2018|0|A427|R572|11|0.80427
2018|0|A427|R578|04|0.67066
2018|0|A427|R578|06|0.72847
2018|0|A427|R578|07|0.77183
2018|0|A427|R578|11|0.80427
2018|0|A427|R579|04|0.67066
2018|0|A427|R579|06|0.72847
2018|0|A427|R579|07|0.77183
2018|0|A427|R579|11|0.80427
2018|0|A427|Z515|11|0.78557
2018|0|A490|I500|04|0.82559
2018|0|A491|I500|04|0.82559
2018|0|A492|I500|04|0.82559
2018|0|A493|I500|04|0.82559
2018|0|A498|I500|04|0.82559
2018|0|A499|I500|04|0.82559
2018|0|A5486|I500|11|1.19053
2018|0|A5486|N170|04|0.84441
2018|0|A5486|N170|05|0.86273
2018|0|A5486|N170|09|0.76185
2018|0|A5486|N171|04|0.84441
2018|0|A5486|N171|05|0.86273
2018|0|A5486|N171|09|0.76185
2018|0|A5486|N172|04|0.84441
2018|0|A5486|N172|05|0.86273
2018|0|A5486|N172|09|0.76185
2018|0|A5486|N178|04|0.84441
2018|0|A5486|N178|05|0.86273
2018|0|A5486|N178|09|0.76185
2018|0|A5486|N179|04|0.84441
2018|0|A5486|N179|05|0.86273
2018|0|A5486|N179|09|0.76185
2018|0|A5486|N390|01|0.58232
2018|0|A5486|N390|05|0.87922
2018|0|A5486|N390|11|0.94697
2018|0|A5486|R570|04|0.67066
2018|0|A5486|R570|06|0.72847
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2018|0|A5486|R571|04|0.67066
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2018|0|A5486|R571|11|0.80427
2018|0|A5486|R572|04|0.67066
2018|0|A5486|R572|06|0.72847
2018|0|A5486|R572|07|0.77183
2018|0|A5486|R572|11|0.80427
2018|0|A5486|R578|04|0.67066
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2018|0|A5486|R578|07|0.77183
2018|0|A5486|R578|11|0.80427
2018|0|A5486|R579|04|0.67066
2018|0|A5486|R579|06|0.72847
2018|0|A5486|R579|07|0.77183
2018|0|A5486|R579|11|0.80427
2018|0|A5486|Z515|11|0.78557
2018|0|B012|P580|14|0.53998
2018|0|B012|P581|14|0.53998
2018|0|B012|P582|14|0.53998
2018|0|B012|P583|14|0.53998
2018|0|B012|P584|14|0.53998
2018|0|B012|P585|14|0.53998
2018|0|B012|P588|14|0.53998
2018|0|B012|P589|14|0.53998
2018|0|B012|P590|14|0.53998
2018|0|B012|P591|14|0.53998
2018|0|B012|P592|14|0.53998
2018|0|B012|P593|14|0.53998
2018|0|B012|P598|14|0.53998
2018|0|B012|P599|14|0.53998
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2018|0|C170|C221|06|1.3126
2018|0|C170|C222|06|1.3126
2018|0|C170|C223|06|1.3126
2018|0|C170|C224|06|1.3126
2018|0|C170|C227|06|1.3126
2018|0|C170|C229|06|1.3126
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2018|0|C170|C775|12|0.8061
2018|0|C170|C778|12|0.8061
2018|0|C170|C779|12|0.8061
2018|0|C170|C786|06|0.82178
2018|0|C170|C787|06|1.3126
2018|0|C170|D134|06|1.3126
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2018|0|C171|C227|06|1.3126
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2018|0|C171|D134|06|1.3126
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2018|0|C172|D134|06|1.3126
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2018|0|C173|C224|06|1.3126
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2018|0|C173|C775|12|0.8061
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2018|0|C173|C779|12|0.8061
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2018|0|C173|D134|06|1.3126
2018|0|C178|C220|06|1.3126
2018|0|C178|C221|06|1.3126
2018|0|C178|C222|06|1.3126
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2018|0|C178|C224|06|1.3126
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2018|0|C178|C775|12|0.8061
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2018|0|C178|D134|06|1.3126
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2018|0|C179|D134|06|1.3126
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2018|0|C180|C221|06|1.3126
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2018|0|C180|C223|06|1.3126
2018|0|C180|C224|06|1.3126
2018|0|C180|C227|06|1.3126
2018|0|C180|C229|06|1.3126
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2018|0|C180|C775|12|0.8061
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2018|0|C180|C779|12|0.8061
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2018|0|C180|D134|06|1.3126
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2018|0|C181|C221|06|1.3126
2018|0|C181|C222|06|1.3126
2018|0|C181|C223|06|1.3126
2018|0|C181|C224|06|1.3126
2018|0|C181|C227|06|1.3126
2018|0|C181|C229|06|1.3126
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2018|0|C181|C771|12|0.8061
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2018|0|C181|C774|12|0.8061
2018|0|C181|C775|12|0.8061
2018|0|C181|C778|12|0.8061
2018|0|C181|C779|12|0.8061
2018|0|C181|C786|06|0.82178
2018|0|C181|C787|06|1.3126
2018|0|C181|D134|06|1.3126
2018|0|C182|C220|06|1.3126
2018|0|C182|C221|06|1.3126
2018|0|C182|C222|06|1.3126
2018|0|C182|C223|06|1.3126
2018|0|C182|C224|06|1.3126
2018|0|C182|C227|06|1.3126
2018|0|C182|C229|06|1.3126
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2018|0|C182|C771|12|0.8061
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2018|0|C182|C775|12|0.8061
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2018|0|C182|C779|12|0.8061
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2018|0|C182|D134|06|1.3126
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2018|0|C183|C775|12|0.8061
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2018|0|C183|C779|12|0.8061
2018|0|C183|C786|06|0.82178
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2018|0|C183|D134|06|1.3126
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2018|0|C184|C221|06|1.3126
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2018|0|C184|C224|06|1.3126
2018|0|C184|C227|06|1.3126
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2018|0|C184|C775|12|0.8061
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2018|0|C184|C779|12|0.8061
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2018|0|C184|D134|06|1.3126
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2018|0|C211|D134|06|1.3126
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2018|0|C212|C221|06|1.3126
2018|0|C212|C222|06|1.3126
2018|0|C212|C223|06|1.3126
2018|0|C212|C224|06|1.3126
2018|0|C212|C227|06|1.3126
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2018|0|C212|C772|12|0.8061
2018|0|C212|C773|12|0.8061
2018|0|C212|C774|12|0.8061
2018|0|C212|C775|12|0.8061
2018|0|C212|C778|12|0.8061
2018|0|C212|C779|12|0.8061
2018|0|C212|C786|06|0.82178
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2018|0|C218|C222|06|1.3126
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2018|0|C218|C774|12|0.8061
2018|0|C218|C775|12|0.8061
2018|0|C218|C778|12|0.8061
2018|0|C218|C779|12|0.8061
2018|0|C218|C786|06|0.82178
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2018|0|C218|D134|06|1.3126
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2018|0|C220|C3430|06|0.82033
2018|0|C220|C3431|06|0.82033
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2018|0|C220|C3499|06|0.82033
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2018|0|C220|C450|06|0.82033
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2018|0|C220|C783|06|0.82033
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2018|0|C220|C785|06|1.3126
2018|0|C220|C786|06|0.93965
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2018|0|C220|D011|06|1.3126
2018|0|C220|D012|06|1.3126
2018|0|C220|D013|06|1.3126
2018|0|C220|D014|06|1.3126
2018|0|C220|D022|06|0.82033
2018|0|C220|D143|06|0.82033
2018|0|C220|Z515|06|0.81819
2018|0|C220|Z515|11|0.78817
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2018|0|C221|C3401|06|0.82033
2018|0|C221|C3409|06|0.82033
2018|0|C221|C3410|06|0.82033
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2018|0|C221|C342|06|0.82033
2018|0|C221|C3430|06|0.82033
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2018|0|C221|C3499|06|0.82033
2018|0|C221|C398|06|0.82033
2018|0|C221|C450|06|0.82033
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2018|0|C221|C7800|06|0.82033
2018|0|C221|C7801|06|0.82033
2018|0|C221|C7809|06|0.82033
2018|0|C221|C781|06|0.82033
2018|0|C221|C782|06|0.82033
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2018|0|C221|C785|06|1.3126
2018|0|C221|C786|06|0.93965
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2018|0|C221|D011|06|1.3126
2018|0|C221|D012|06|1.3126
2018|0|C221|D013|06|1.3126
2018|0|C221|D014|06|1.3126
2018|0|C221|D022|06|0.82033
2018|0|C221|D143|06|0.82033
2018|0|C221|Z515|06|0.81819
2018|0|C221|Z515|11|0.78817
2018|0|C222|C3400|06|0.82033
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2018|0|C222|C3409|06|0.82033
2018|0|C222|C3410|06|0.82033
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2018|0|C222|C342|06|0.82033
2018|0|C222|C3430|06|0.82033
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2018|0|C222|C3480|06|0.82033
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2018|0|C222|C781|06|0.82033
2018|0|C222|C782|06|0.82033
2018|0|C222|C783|06|0.82033
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2018|0|C222|C785|06|1.3126
2018|0|C222|C786|06|0.93965
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2018|0|C222|D011|06|1.3126
2018|0|C222|D012|06|1.3126
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2018|0|C222|D014|06|1.3126
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2018|0|C222|D143|06|0.82033
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2018|0|C222|Z515|11|0.78817
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2018|0|C223|C3401|06|0.82033
2018|0|C223|C3409|06|0.82033
2018|0|C223|C3410|06|0.82033
2018|0|C223|C3411|06|0.82033
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2018|0|C223|C342|06|0.82033
2018|0|C223|C3430|06|0.82033
2018|0|C223|C3431|06|0.82033
2018|0|C223|C3439|06|0.82033
2018|0|C223|C3480|06|0.82033
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2018|0|C223|C3499|06|0.82033
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2018|0|C223|C781|06|0.82033
2018|0|C223|C782|06|0.82033
2018|0|C223|C783|06|0.82033
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2018|0|C223|C785|06|1.3126
2018|0|C223|C786|06|0.93965
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2018|0|C223|D014|06|1.3126
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2018|0|C224|C342|06|0.82033
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2018|0|C224|C3499|06|0.82033
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2018|0|C224|C782|06|0.82033
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2018|0|C224|C785|06|1.3126
2018|0|C224|C786|06|0.93965
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2018|0|C224|D011|06|1.3126
2018|0|C224|D012|06|1.3126
2018|0|C224|D013|06|1.3126
2018|0|C224|D014|06|1.3126
2018|0|C224|D022|06|0.82033
2018|0|C224|D143|06|0.82033
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2018|0|C224|Z515|11|0.78817
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2018|0|C227|C785|06|1.3126
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2018|0|C227|D011|06|1.3126
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2018|0|C227|D022|06|0.82033
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2018|0|C3400|C795|20|0.89828
2018|0|C3400|D134|06|0.82033
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2018|0|C3401|C787|06|0.82033
2018|0|C3401|C795|20|0.89828
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2018|0|C3409|C787|06|0.82033
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2018|0|C3409|D134|06|0.82033
2018|0|C3409|Z515|07|0.80485
2018|0|C3410|C787|06|0.82033
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2018|0|C3411|Z515|07|0.80485
2018|0|C3419|C787|06|0.82033
2018|0|C3419|C795|20|0.89828
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2018|0|C342|C787|06|0.82033
2018|0|C342|C795|20|0.89828
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2018|0|C3430|C787|06|0.82033
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2018|0|C3431|C787|06|0.82033
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2018|0|C3439|C787|06|0.82033
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2018|0|C3480|C787|06|0.82033
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2018|0|C3499|C787|06|0.82033
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2018|0|C3499|D134|06|0.82033
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2018|0|C518|C786|06|0.82045
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2018|0|C530|C786|06|0.82045
2018|0|C531|C786|06|0.82045
2018|0|C538|C786|06|0.82045
2018|0|C539|C786|06|0.82045
2018|0|C540|C786|06|0.82045
2018|0|C541|C786|06|0.82045
2018|0|C542|C786|06|0.82045
2018|0|C543|C786|06|0.82045
2018|0|C548|C786|06|0.82045
2018|0|C549|C786|06|0.82045
2018|0|C55|C786|06|0.82045
2018|0|C560|C786|06|0.82045
2018|0|C561|C786|06|0.82045
2018|0|C569|C786|06|0.82045
2018|0|C5700|C786|06|0.82045
2018|0|C5701|C786|06|0.82045
2018|0|C5709|C786|06|0.82045
2018|0|C571|C786|06|0.82045
2018|0|C572|C786|06|0.82045
2018|0|C573|C786|06|0.82045
2018|0|C574|C786|06|0.82045
2018|0|C577|C786|06|0.82045
2018|0|C578|C786|06|0.82045
2018|0|C579|C786|06|0.82045
2018|0|C58|C786|06|0.82045
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2018|0|C770|C785|12|0.8061
2018|0|C770|D010|12|0.8061
2018|0|C770|D011|12|0.8061
2018|0|C770|D012|12|0.8061
2018|0|C770|D013|12|0.8061
2018|0|C770|D014|12|0.8061
2018|0|C770|E835|10|0.84794
2018|0|C771|C784|12|0.8061
2018|0|C771|C785|12|0.8061
2018|0|C771|D010|12|0.8061
2018|0|C771|D011|12|0.8061
2018|0|C771|D012|12|0.8061
2018|0|C771|D013|12|0.8061
2018|0|C771|D014|12|0.8061
2018|0|C771|E835|10|0.84794
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2018|0|C772|C785|12|0.8061
2018|0|C772|D010|12|0.8061
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2018|0|C772|D012|12|0.8061
2018|0|C772|D013|12|0.8061
2018|0|C772|D014|12|0.8061
2018|0|C772|E835|10|0.84794
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2018|0|C773|C785|12|0.8061
2018|0|C773|D010|12|0.8061
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2018|0|C773|D012|12|0.8061
2018|0|C773|D013|12|0.8061
2018|0|C773|D014|12|0.8061
2018|0|C773|E835|10|0.84794
2018|0|C774|C784|12|0.8061
2018|0|C774|C785|12|0.8061
2018|0|C774|D010|12|0.8061
2018|0|C774|D011|12|0.8061
2018|0|C774|D012|12|0.8061
2018|0|C774|D013|12|0.8061
2018|0|C774|D014|12|0.8061
2018|0|C774|E835|10|0.84794
2018|0|C775|C784|12|0.8061
2018|0|C775|C785|12|0.8061
2018|0|C775|D010|12|0.8061
2018|0|C775|D011|12|0.8061
2018|0|C775|D012|12|0.8061
2018|0|C775|D013|12|0.8061
2018|0|C775|D014|12|0.8061
2018|0|C775|E835|10|0.84794
2018|0|C778|C784|12|0.8061
2018|0|C778|C785|12|0.8061
2018|0|C778|D010|12|0.8061
2018|0|C778|D011|12|0.8061
2018|0|C778|D012|12|0.8061
2018|0|C778|D013|12|0.8061
2018|0|C778|D014|12|0.8061
2018|0|C778|E835|10|0.84794
2018|0|C779|C784|12|0.8061
2018|0|C779|C785|12|0.8061
2018|0|C779|D010|12|0.8061
2018|0|C779|D011|12|0.8061
2018|0|C779|D012|12|0.8061
2018|0|C779|D013|12|0.8061
2018|0|C779|D014|12|0.8061
2018|0|C779|E835|10|0.84794
2018|0|C7800|C787|06|0.82033
2018|0|C7800|C795|20|0.89828
2018|0|C7800|D134|06|0.82033
2018|0|C7800|Z515|07|0.80485
2018|0|C7801|C787|06|0.82033
2018|0|C7801|C795|20|0.89828
2018|0|C7801|D134|06|0.82033
2018|0|C7801|Z515|07|0.80485
2018|0|C7809|C787|06|0.82033
2018|0|C7809|C795|20|0.89828
2018|0|C7809|D134|06|0.82033
2018|0|C7809|Z515|07|0.80485
2018|0|C781|C787|06|0.82033
2018|0|C781|C795|20|0.89828
2018|0|C781|D134|06|0.82033
2018|0|C781|Z515|07|0.80485
2018|0|C782|C787|06|0.82033
2018|0|C782|C795|20|0.89828
2018|0|C782|D134|06|0.82033
2018|0|C782|Z515|07|0.80485
2018|0|C783|C787|06|0.82033
2018|0|C783|C795|20|0.89828
2018|0|C783|D134|06|0.82033
2018|0|C783|Z515|07|0.80485
2018|0|C784|C786|06|0.82178
2018|0|C784|C787|06|1.3126
2018|0|C784|D134|06|1.3126
2018|0|C785|C786|06|0.82178
2018|0|C785|C787|06|1.3126
2018|0|C785|D134|06|1.3126
2018|0|C786|C787|06|0.93965
2018|0|C786|C796|06|0.82045
2018|0|C786|D010|06|0.82178
2018|0|C786|D011|06|0.82178
2018|0|C786|D012|06|0.82178
2018|0|C786|D013|06|0.82178
2018|0|C786|D014|06|0.82178
2018|0|C786|D060|06|0.82045
2018|0|C786|D061|06|0.82045
2018|0|C786|D067|06|0.82045
2018|0|C786|D069|06|0.82045
2018|0|C786|D070|06|0.82045
2018|0|C786|D071|06|0.82045
2018|0|C786|D072|06|0.82045
2018|0|C786|D073|06|0.82045
2018|0|C786|D134|06|0.93965
2018|0|C786|K913|06|0.80264
2018|0|C786|Z515|06|0.78598
2018|0|C787|D010|06|1.3126
2018|0|C787|D011|06|1.3126
2018|0|C787|D012|06|1.3126
2018|0|C787|D013|06|1.3126
2018|0|C787|D014|06|1.3126
2018|0|C787|D022|06|0.82033
2018|0|C787|D143|06|0.82033
2018|0|C787|Z515|06|0.81819
2018|0|C787|Z515|11|0.78817
2018|0|C795|D022|20|0.89828
2018|0|C795|D143|20|0.89828
2018|0|D010|D134|06|1.3126
2018|0|D011|D134|06|1.3126
2018|0|D012|D134|06|1.3126
2018|0|D013|D134|06|1.3126
2018|0|D014|D134|06|1.3126
2018|0|D022|D134|06|0.82033
2018|0|D022|Z515|07|0.80485
2018|0|D134|D143|06|0.82033
2018|0|D134|Z515|06|0.81819
2018|0|D134|Z515|11|0.78817
2018|0|D143|Z515|07|0.80485
2018|0|D500|F050|11|1.96641
2018|0|D500|F051|11|1.96641
2018|0|D500|F058|11|1.96641
2018|0|D500|F059|11|1.96641
2018|0|D500|I500|11|0.61776
2018|0|D500|N170|11|0.76298
2018|0|D500|N171|11|0.76298
2018|0|D500|N172|11|0.76298
2018|0|D500|N178|11|0.76298
2018|0|D500|N179|11|0.76298
2018|0|D501|F050|11|1.96641
2018|0|D501|F051|11|1.96641
2018|0|D501|F058|11|1.96641
2018|0|D501|F059|11|1.96641
2018|0|D501|I500|11|0.61776
2018|0|D501|N170|11|0.76298
2018|0|D501|N171|11|0.76298
2018|0|D501|N172|11|0.76298
2018|0|D501|N178|11|0.76298
2018|0|D501|N179|11|0.76298
2018|0|D508|F050|11|1.96641
2018|0|D508|F051|11|1.96641
2018|0|D508|F058|11|1.96641
2018|0|D508|F059|11|1.96641
2018|0|D508|I500|11|0.61776
2018|0|D508|N170|11|0.76298
2018|0|D508|N171|11|0.76298
2018|0|D508|N172|11|0.76298
2018|0|D508|N178|11|0.76298
2018|0|D508|N179|11|0.76298
2018|0|D509|F050|11|1.96641
2018|0|D509|F051|11|1.96641
2018|0|D509|F058|11|1.96641
2018|0|D509|F059|11|1.96641
2018|0|D509|I500|11|0.61776
2018|0|D509|N170|11|0.76298
2018|0|D509|N171|11|0.76298
2018|0|D509|N172|11|0.76298
2018|0|D509|N178|11|0.76298
2018|0|D509|N179|11|0.76298
2018|0|D600|E871|19|0.78768
2018|0|D600|E876|07|0.82784
2018|0|D600|F050|19|0.92211
2018|0|D600|F051|19|0.92211
2018|0|D600|F058|19|0.92211
2018|0|D600|F059|19|0.92211
2018|0|D600|I100|06|0.822
2018|0|D600|I210|19|1.19304
2018|0|D600|I211|19|1.19304
2018|0|D600|I212|19|1.19304
2018|0|D600|I213|19|1.19304
2018|0|D600|I214|19|1.19304
2018|0|D600|I219|19|1.19304
2018|0|D600|I220|19|1.19304
2018|0|D600|I221|19|1.19304
2018|0|D600|I228|19|1.19304
2018|0|D600|I229|19|1.19304
2018|0|D600|I4800|06|0.79389
2018|0|D600|I4801|06|0.79389
2018|0|D600|I4802|06|0.79389
2018|0|D600|I483|06|0.79389
2018|0|D600|I484|06|0.79389
2018|0|D600|I4890|06|0.79389
2018|0|D600|I4891|06|0.79389
2018|0|D600|I500|11|0.87965
2018|0|D600|I500|19|0.78588
2018|0|D600|J13|11|0.75712
2018|0|D600|J14|11|0.75712
2018|0|D600|J150|11|0.75712
2018|0|D600|J151|11|0.75712
2018|0|D600|J152|11|0.75712
2018|0|D600|J153|11|0.75712
2018|0|D600|J154|11|0.75712
2018|0|D600|J155|11|0.75712
2018|0|D600|J156|11|0.75712
2018|0|D600|J157|11|0.75712
2018|0|D600|J158|11|0.75712
2018|0|D600|J159|11|0.75712
2018|0|D600|J160|11|0.75712
2018|0|D600|J168|11|0.75712
2018|0|D600|J178|11|0.75712
2018|0|D600|J180|11|0.75712
2018|0|D600|J181|11|0.75712
2018|0|D600|J182|11|0.75712
2018|0|D600|J188|11|0.75712
2018|0|D600|J189|11|0.75712
2018|0|D600|K913|06|1.19141
2018|0|D600|N170|06|1.19491
2018|0|D600|N170|10|0.77877
2018|0|D600|N170|11|0.85878
2018|0|D600|N170|15|1.01558
2018|0|D600|N170|19|0.94655
2018|0|D600|N171|06|1.19491
2018|0|D600|N171|10|0.77877
2018|0|D600|N171|11|0.85878
2018|0|D600|N171|15|1.01558
2018|0|D600|N171|19|0.94655
2018|0|D600|N172|06|1.19491
2018|0|D600|N172|10|0.77877
2018|0|D600|N172|11|0.85878
2018|0|D600|N172|15|1.01558
2018|0|D600|N172|19|0.94655
2018|0|D600|N178|06|1.19491
2018|0|D600|N178|10|0.77877
2018|0|D600|N178|11|0.85878
2018|0|D600|N178|15|1.01558
2018|0|D600|N178|19|0.94655
2018|0|D600|N179|06|1.19491
2018|0|D600|N179|10|0.77877
2018|0|D600|N179|11|0.85878
2018|0|D600|N179|15|1.01558
2018|0|D600|N179|19|0.94655
2018|0|D600|N390|07|0.8308
2018|0|D600|N390|19|0.80215
2018|0|D600|N390|20|0.82168
2018|0|D600|R000|19|0.84622
2018|0|D600|S72000|19|0.87989
2018|0|D600|S72001|19|0.87989
2018|0|D600|S72010|19|0.87989
2018|0|D600|S72011|19|0.87989
2018|0|D600|S72080|19|0.87989
2018|0|D600|S72081|19|0.87989
2018|0|D600|S72090|19|0.87989
2018|0|D600|S72091|19|0.87989
2018|0|D600|S72100|19|0.87989
2018|0|D600|S72101|19|0.87989
2018|0|D600|S72190|19|0.87989
2018|0|D600|S72191|19|0.87989
2018|0|D600|S72200|19|0.87989
2018|0|D600|S72201|19|0.87989
2018|0|D600|S72300|19|0.87989
2018|0|D600|S72301|19|0.87989
2018|0|D600|S72400|19|0.87989
2018|0|D600|S72401|19|0.87989
2018|0|D600|S72410|19|0.87989
2018|0|D600|S72411|19|0.87989
2018|0|D600|S72420|19|0.87989
2018|0|D600|S72421|19|0.87989
2018|0|D600|S72490|19|0.87989
2018|0|D600|S72491|19|0.87989
2018|0|D600|S72700|19|0.87989
2018|0|D600|S72701|19|0.87989
2018|0|D600|S72800|19|0.87989
2018|0|D600|S72801|19|0.87989
2018|0|D600|S72900|19|0.87989
2018|0|D600|S72901|19|0.87989
2018|0|D600|T810|06|0.79389
2018|0|D600|Z501|19|0.77832
2018|0|D600|Z515|06|0.79389
2018|0|D601|E871|19|0.78768
2018|0|D601|E876|07|0.82784
2018|0|D601|F050|19|0.92211
2018|0|D601|F051|19|0.92211
2018|0|D601|F058|19|0.92211
2018|0|D601|F059|19|0.92211
2018|0|D601|I100|06|0.822
2018|0|D601|I210|19|1.19304
2018|0|D601|I211|19|1.19304
2018|0|D601|I212|19|1.19304
2018|0|D601|I213|19|1.19304
2018|0|D601|I214|19|1.19304
2018|0|D601|I219|19|1.19304
2018|0|D601|I220|19|1.19304
2018|0|D601|I221|19|1.19304
2018|0|D601|I228|19|1.19304
2018|0|D601|I229|19|1.19304
2018|0|D601|I4800|06|0.79389
2018|0|D601|I4801|06|0.79389
2018|0|D601|I4802|06|0.79389
2018|0|D601|I483|06|0.79389
2018|0|D601|I484|06|0.79389
2018|0|D601|I4890|06|0.79389
2018|0|D601|I4891|06|0.79389
2018|0|D601|I500|11|0.87965
2018|0|D601|I500|19|0.78588
2018|0|D601|J13|11|0.75712
2018|0|D601|J14|11|0.75712
2018|0|D601|J150|11|0.75712
2018|0|D601|J151|11|0.75712
2018|0|D601|J152|11|0.75712
2018|0|D601|J153|11|0.75712
2018|0|D601|J154|11|0.75712
2018|0|D601|J155|11|0.75712
2018|0|D601|J156|11|0.75712
2018|0|D601|J157|11|0.75712
2018|0|D601|J158|11|0.75712
2018|0|D601|J159|11|0.75712
2018|0|D601|J160|11|0.75712
2018|0|D601|J168|11|0.75712
2018|0|D601|J178|11|0.75712
2018|0|D601|J180|11|0.75712
2018|0|D601|J181|11|0.75712
2018|0|D601|J182|11|0.75712
2018|0|D601|J188|11|0.75712
2018|0|D601|J189|11|0.75712
2018|0|D601|K913|06|1.19141
2018|0|D601|N170|06|1.19491
2018|0|D601|N170|10|0.77877
2018|0|D601|N170|11|0.85878
2018|0|D601|N170|15|1.01558
2018|0|D601|N170|19|0.94655
2018|0|D601|N171|06|1.19491
2018|0|D601|N171|10|0.77877
2018|0|D601|N171|11|0.85878
2018|0|D601|N171|15|1.01558
2018|0|D601|N171|19|0.94655
2018|0|D601|N172|06|1.19491
2018|0|D601|N172|10|0.77877
2018|0|D601|N172|11|0.85878
2018|0|D601|N172|15|1.01558
2018|0|D601|N172|19|0.94655
2018|0|D601|N178|06|1.19491
2018|0|D601|N178|10|0.77877
2018|0|D601|N178|11|0.85878
2018|0|D601|N178|15|1.01558
2018|0|D601|N178|19|0.94655
2018|0|D601|N179|06|1.19491
2018|0|D601|N179|10|0.77877
2018|0|D601|N179|11|0.85878
2018|0|D601|N179|15|1.01558
2018|0|D601|N179|19|0.94655
2018|0|D601|N390|07|0.8308
2018|0|D601|N390|19|0.80215
2018|0|D601|N390|20|0.82168
2018|0|D601|R000|19|0.84622
2018|0|D601|S72000|19|0.87989
2018|0|D601|S72001|19|0.87989
2018|0|D601|S72010|19|0.87989
2018|0|D601|S72011|19|0.87989
2018|0|D601|S72080|19|0.87989
2018|0|D601|S72081|19|0.87989
2018|0|D601|S72090|19|0.87989
2018|0|D601|S72091|19|0.87989
2018|0|D601|S72100|19|0.87989
2018|0|D601|S72101|19|0.87989
2018|0|D601|S72190|19|0.87989
2018|0|D601|S72191|19|0.87989
2018|0|D601|S72200|19|0.87989
2018|0|D601|S72201|19|0.87989
2018|0|D601|S72300|19|0.87989
2018|0|D601|S72301|19|0.87989
2018|0|D601|S72400|19|0.87989
2018|0|D601|S72401|19|0.87989
2018|0|D601|S72410|19|0.87989
2018|0|D601|S72411|19|0.87989
2018|0|D601|S72420|19|0.87989
2018|0|D601|S72421|19|0.87989
2018|0|D601|S72490|19|0.87989
2018|0|D601|S72491|19|0.87989
2018|0|D601|S72700|19|0.87989
2018|0|D601|S72701|19|0.87989
2018|0|D601|S72800|19|0.87989
2018|0|D601|S72801|19|0.87989
2018|0|D601|S72900|19|0.87989
2018|0|D601|S72901|19|0.87989
2018|0|D601|T810|06|0.79389
2018|0|D601|Z501|19|0.77832
2018|0|D601|Z515|06|0.79389
2018|0|D608|E871|19|0.78768
2018|0|D608|E876|07|0.82784
2018|0|D608|F050|19|0.92211
2018|0|D608|F051|19|0.92211
2018|0|D608|F058|19|0.92211
2018|0|D608|F059|19|0.92211
2018|0|D608|I100|06|0.822
2018|0|D608|I210|19|1.19304
2018|0|D608|I211|19|1.19304
2018|0|D608|I212|19|1.19304
2018|0|D608|I213|19|1.19304
2018|0|D608|I214|19|1.19304
2018|0|D608|I219|19|1.19304
2018|0|D608|I220|19|1.19304
2018|0|D608|I221|19|1.19304
2018|0|D608|I228|19|1.19304
2018|0|D608|I229|19|1.19304
2018|0|D608|I4800|06|0.79389
2018|0|D608|I4801|06|0.79389
2018|0|D608|I4802|06|0.79389
2018|0|D608|I483|06|0.79389
2018|0|D608|I484|06|0.79389
2018|0|D608|I4890|06|0.79389
2018|0|D608|I4891|06|0.79389
2018|0|D608|I500|11|0.87965
2018|0|D608|I500|19|0.78588
2018|0|D608|J13|11|0.75712
2018|0|D608|J14|11|0.75712
2018|0|D608|J150|11|0.75712
2018|0|D608|J151|11|0.75712
2018|0|D608|J152|11|0.75712
2018|0|D608|J153|11|0.75712
2018|0|D608|J154|11|0.75712
2018|0|D608|J155|11|0.75712
2018|0|D608|J156|11|0.75712
2018|0|D608|J157|11|0.75712
2018|0|D608|J158|11|0.75712
2018|0|D608|J159|11|0.75712
2018|0|D608|J160|11|0.75712
2018|0|D608|J168|11|0.75712
2018|0|D608|J178|11|0.75712
2018|0|D608|J180|11|0.75712
2018|0|D608|J181|11|0.75712
2018|0|D608|J182|11|0.75712
2018|0|D608|J188|11|0.75712
2018|0|D608|J189|11|0.75712
2018|0|D608|K913|06|1.19141
2018|0|D608|N170|06|1.19491
2018|0|D608|N170|10|0.77877
2018|0|D608|N170|11|0.85878
2018|0|D608|N170|15|1.01558
2018|0|D608|N170|19|0.94655
2018|0|D608|N171|06|1.19491
2018|0|D608|N171|10|0.77877
2018|0|D608|N171|11|0.85878
2018|0|D608|N171|15|1.01558
2018|0|D608|N171|19|0.94655
2018|0|D608|N172|06|1.19491
2018|0|D608|N172|10|0.77877
2018|0|D608|N172|11|0.85878
2018|0|D608|N172|15|1.01558
2018|0|D608|N172|19|0.94655
2018|0|D608|N178|06|1.19491
2018|0|D608|N178|10|0.77877
2018|0|D608|N178|11|0.85878
2018|0|D608|N178|15|1.01558
2018|0|D608|N178|19|0.94655
2018|0|D608|N179|06|1.19491
2018|0|D608|N179|10|0.77877
2018|0|D608|N179|11|0.85878
2018|0|D608|N179|15|1.01558
2018|0|D608|N179|19|0.94655
2018|0|D608|N390|07|0.8308
2018|0|D608|N390|19|0.80215
2018|0|D608|N390|20|0.82168
2018|0|D608|R000|19|0.84622
2018|0|D608|S72000|19|0.87989
2018|0|D608|S72001|19|0.87989
2018|0|D608|S72010|19|0.87989
2018|0|D608|S72011|19|0.87989
2018|0|D608|S72080|19|0.87989
2018|0|D608|S72081|19|0.87989
2018|0|D608|S72090|19|0.87989
2018|0|D608|S72091|19|0.87989
2018|0|D608|S72100|19|0.87989
2018|0|D608|S72101|19|0.87989
2018|0|D608|S72190|19|0.87989
2018|0|D608|S72191|19|0.87989
2018|0|D608|S72200|19|0.87989
2018|0|D608|S72201|19|0.87989
2018|0|D608|S72300|19|0.87989
2018|0|D608|S72301|19|0.87989
2018|0|D608|S72400|19|0.87989
2018|0|D608|S72401|19|0.87989
2018|0|D608|S72410|19|0.87989
2018|0|D608|S72411|19|0.87989
2018|0|D608|S72420|19|0.87989
2018|0|D608|S72421|19|0.87989
2018|0|D608|S72490|19|0.87989
2018|0|D608|S72491|19|0.87989
2018|0|D608|S72700|19|0.87989
2018|0|D608|S72701|19|0.87989
2018|0|D608|S72800|19|0.87989
2018|0|D608|S72801|19|0.87989
2018|0|D608|S72900|19|0.87989
2018|0|D608|S72901|19|0.87989
2018|0|D608|T810|06|0.79389
2018|0|D608|Z501|19|0.77832
2018|0|D608|Z515|06|0.79389
2018|0|D609|E871|19|0.78768
2018|0|D609|E876|07|0.82784
2018|0|D609|F050|19|0.92211
2018|0|D609|F051|19|0.92211
2018|0|D609|F058|19|0.92211
2018|0|D609|F059|19|0.92211
2018|0|D609|I100|06|0.822
2018|0|D609|I210|19|1.19304
2018|0|D609|I211|19|1.19304
2018|0|D609|I212|19|1.19304
2018|0|D609|I213|19|1.19304
2018|0|D609|I214|19|1.19304
2018|0|D609|I219|19|1.19304
2018|0|D609|I220|19|1.19304
2018|0|D609|I221|19|1.19304
2018|0|D609|I228|19|1.19304
2018|0|D609|I229|19|1.19304
2018|0|D609|I4800|06|0.79389
2018|0|D609|I4801|06|0.79389
2018|0|D609|I4802|06|0.79389
2018|0|D609|I483|06|0.79389
2018|0|D609|I484|06|0.79389
2018|0|D609|I4890|06|0.79389
2018|0|D609|I4891|06|0.79389
2018|0|D609|I500|11|0.87965
2018|0|D609|I500|19|0.78588
2018|0|D609|J13|11|0.75712
2018|0|D609|J14|11|0.75712
2018|0|D609|J150|11|0.75712
2018|0|D609|J151|11|0.75712
2018|0|D609|J152|11|0.75712
2018|0|D609|J153|11|0.75712
2018|0|D609|J154|11|0.75712
2018|0|D609|J155|11|0.75712
2018|0|D609|J156|11|0.75712
2018|0|D609|J157|11|0.75712
2018|0|D609|J158|11|0.75712
2018|0|D609|J159|11|0.75712
2018|0|D609|J160|11|0.75712
2018|0|D609|J168|11|0.75712
2018|0|D609|J178|11|0.75712
2018|0|D609|J180|11|0.75712
2018|0|D609|J181|11|0.75712
2018|0|D609|J182|11|0.75712
2018|0|D609|J188|11|0.75712
2018|0|D609|J189|11|0.75712
2018|0|D609|K913|06|1.19141
2018|0|D609|N170|06|1.19491
2018|0|D609|N170|10|0.77877
2018|0|D609|N170|11|0.85878
2018|0|D609|N170|15|1.01558
2018|0|D609|N170|19|0.94655
2018|0|D609|N171|06|1.19491
2018|0|D609|N171|10|0.77877
2018|0|D609|N171|11|0.85878
2018|0|D609|N171|15|1.01558
2018|0|D609|N171|19|0.94655
2018|0|D609|N172|06|1.19491
2018|0|D609|N172|10|0.77877
2018|0|D609|N172|11|0.85878
2018|0|D609|N172|15|1.01558
2018|0|D609|N172|19|0.94655
2018|0|D609|N178|06|1.19491
2018|0|D609|N178|10|0.77877
2018|0|D609|N178|11|0.85878
2018|0|D609|N178|15|1.01558
2018|0|D609|N178|19|0.94655
2018|0|D609|N179|06|1.19491
2018|0|D609|N179|10|0.77877
2018|0|D609|N179|11|0.85878
2018|0|D609|N179|15|1.01558
2018|0|D609|N179|19|0.94655
2018|0|D609|N390|07|0.8308
2018|0|D609|N390|19|0.80215
2018|0|D609|N390|20|0.82168
2018|0|D609|R000|19|0.84622
2018|0|D609|S72000|19|0.87989
2018|0|D609|S72001|19|0.87989
2018|0|D609|S72010|19|0.87989
2018|0|D609|S72011|19|0.87989
2018|0|D609|S72080|19|0.87989
2018|0|D609|S72081|19|0.87989
2018|0|D609|S72090|19|0.87989
2018|0|D609|S72091|19|0.87989
2018|0|D609|S72100|19|0.87989
2018|0|D609|S72101|19|0.87989
2018|0|D609|S72190|19|0.87989
2018|0|D609|S72191|19|0.87989
2018|0|D609|S72200|19|0.87989
2018|0|D609|S72201|19|0.87989
2018|0|D609|S72300|19|0.87989
2018|0|D609|S72301|19|0.87989
2018|0|D609|S72400|19|0.87989
2018|0|D609|S72401|19|0.87989
2018|0|D609|S72410|19|0.87989
2018|0|D609|S72411|19|0.87989
2018|0|D609|S72420|19|0.87989
2018|0|D609|S72421|19|0.87989
2018|0|D609|S72490|19|0.87989
2018|0|D609|S72491|19|0.87989
2018|0|D609|S72700|19|0.87989
2018|0|D609|S72701|19|0.87989
2018|0|D609|S72800|19|0.87989
2018|0|D609|S72801|19|0.87989
2018|0|D609|S72900|19|0.87989
2018|0|D609|S72901|19|0.87989
2018|0|D609|T810|06|0.79389
2018|0|D609|Z501|19|0.77832
2018|0|D609|Z515|06|0.79389
2018|0|D640|E871|19|0.78768
2018|0|D640|E876|07|0.82784
2018|0|D640|F050|19|0.92211
2018|0|D640|F051|19|0.92211
2018|0|D640|F058|19|0.92211
2018|0|D640|F059|19|0.92211
2018|0|D640|I100|06|0.822
2018|0|D640|I210|19|1.19304
2018|0|D640|I211|19|1.19304
2018|0|D640|I212|19|1.19304
2018|0|D640|I213|19|1.19304
2018|0|D640|I214|19|1.19304
2018|0|D640|I219|19|1.19304
2018|0|D640|I220|19|1.19304
2018|0|D640|I221|19|1.19304
2018|0|D640|I228|19|1.19304
2018|0|D640|I229|19|1.19304
2018|0|D640|I4800|06|0.79389
2018|0|D640|I4801|06|0.79389
2018|0|D640|I4802|06|0.79389
2018|0|D640|I483|06|0.79389
2018|0|D640|I484|06|0.79389
2018|0|D640|I4890|06|0.79389
2018|0|D640|I4891|06|0.79389
2018|0|D640|I500|11|0.87965
2018|0|D640|I500|19|0.78588
2018|0|D640|J13|11|0.75712
2018|0|D640|J14|11|0.75712
2018|0|D640|J150|11|0.75712
2018|0|D640|J151|11|0.75712
2018|0|D640|J152|11|0.75712
2018|0|D640|J153|11|0.75712
2018|0|D640|J154|11|0.75712
2018|0|D640|J155|11|0.75712
2018|0|D640|J156|11|0.75712
2018|0|D640|J157|11|0.75712
2018|0|D640|J158|11|0.75712
2018|0|D640|J159|11|0.75712
2018|0|D640|J160|11|0.75712
2018|0|D640|J168|11|0.75712
2018|0|D640|J178|11|0.75712
2018|0|D640|J180|11|0.75712
2018|0|D640|J181|11|0.75712
2018|0|D640|J182|11|0.75712
2018|0|D640|J188|11|0.75712
2018|0|D640|J189|11|0.75712
2018|0|D640|K913|06|1.19141
2018|0|D640|N170|06|1.19491
2018|0|D640|N170|10|0.77877
2018|0|D640|N170|11|0.85878
2018|0|D640|N170|15|1.01558
2018|0|D640|N170|19|0.94655
2018|0|D640|N171|06|1.19491
2018|0|D640|N171|10|0.77877
2018|0|D640|N171|11|0.85878
2018|0|D640|N171|15|1.01558
2018|0|D640|N171|19|0.94655
2018|0|D640|N172|06|1.19491
2018|0|D640|N172|10|0.77877
2018|0|D640|N172|11|0.85878
2018|0|D640|N172|15|1.01558
2018|0|D640|N172|19|0.94655
2018|0|D640|N178|06|1.19491
2018|0|D640|N178|10|0.77877
2018|0|D640|N178|11|0.85878
2018|0|D640|N178|15|1.01558
2018|0|D640|N178|19|0.94655
2018|0|D640|N179|06|1.19491
2018|0|D640|N179|10|0.77877
2018|0|D640|N179|11|0.85878
2018|0|D640|N179|15|1.01558
2018|0|D640|N179|19|0.94655
2018|0|D640|N390|07|0.8308
2018|0|D640|N390|19|0.80215
2018|0|D640|N390|20|0.82168
2018|0|D640|R000|19|0.84622
2018|0|D640|S72000|19|0.87989
2018|0|D640|S72001|19|0.87989
2018|0|D640|S72010|19|0.87989
2018|0|D640|S72011|19|0.87989
2018|0|D640|S72080|19|0.87989
2018|0|D640|S72081|19|0.87989
2018|0|D640|S72090|19|0.87989
2018|0|D640|S72091|19|0.87989
2018|0|D640|S72100|19|0.87989
2018|0|D640|S72101|19|0.87989
2018|0|D640|S72190|19|0.87989
2018|0|D640|S72191|19|0.87989
2018|0|D640|S72200|19|0.87989
2018|0|D640|S72201|19|0.87989
2018|0|D640|S72300|19|0.87989
2018|0|D640|S72301|19|0.87989
2018|0|D640|S72400|19|0.87989
2018|0|D640|S72401|19|0.87989
2018|0|D640|S72410|19|0.87989
2018|0|D640|S72411|19|0.87989
2018|0|D640|S72420|19|0.87989
2018|0|D640|S72421|19|0.87989
2018|0|D640|S72490|19|0.87989
2018|0|D640|S72491|19|0.87989
2018|0|D640|S72700|19|0.87989
2018|0|D640|S72701|19|0.87989
2018|0|D640|S72800|19|0.87989
2018|0|D640|S72801|19|0.87989
2018|0|D640|S72900|19|0.87989
2018|0|D640|S72901|19|0.87989
2018|0|D640|T810|06|0.79389
2018|0|D640|Z501|19|0.77832
2018|0|D640|Z515|06|0.79389
2018|0|D641|E871|19|0.78768
2018|0|D641|E876|07|0.82784
2018|0|D641|F050|19|0.92211
2018|0|D641|F051|19|0.92211
2018|0|D641|F058|19|0.92211
2018|0|D641|F059|19|0.92211
2018|0|D641|I100|06|0.822
2018|0|D641|I210|19|1.19304
2018|0|D641|I211|19|1.19304
2018|0|D641|I212|19|1.19304
2018|0|D641|I213|19|1.19304
2018|0|D641|I214|19|1.19304
2018|0|D641|I219|19|1.19304
2018|0|D641|I220|19|1.19304
2018|0|D641|I221|19|1.19304
2018|0|D641|I228|19|1.19304
2018|0|D641|I229|19|1.19304
2018|0|D641|I4800|06|0.79389
2018|0|D641|I4801|06|0.79389
2018|0|D641|I4802|06|0.79389
2018|0|D641|I483|06|0.79389
2018|0|D641|I484|06|0.79389
2018|0|D641|I4890|06|0.79389
2018|0|D641|I4891|06|0.79389
2018|0|D641|I500|11|0.87965
2018|0|D641|I500|19|0.78588
2018|0|D641|J13|11|0.75712
2018|0|D641|J14|11|0.75712
2018|0|D641|J150|11|0.75712
2018|0|D641|J151|11|0.75712
2018|0|D641|J152|11|0.75712
2018|0|D641|J153|11|0.75712
2018|0|D641|J154|11|0.75712
2018|0|D641|J155|11|0.75712
2018|0|D641|J156|11|0.75712
2018|0|D641|J157|11|0.75712
2018|0|D641|J158|11|0.75712
2018|0|D641|J159|11|0.75712
2018|0|D641|J160|11|0.75712
2018|0|D641|J168|11|0.75712
2018|0|D641|J178|11|0.75712
2018|0|D641|J180|11|0.75712
2018|0|D641|J181|11|0.75712
2018|0|D641|J182|11|0.75712
2018|0|D641|J188|11|0.75712
2018|0|D641|J189|11|0.75712
2018|0|D641|K913|06|1.19141
2018|0|D641|N170|06|1.19491
2018|0|D641|N170|10|0.77877
2018|0|D641|N170|11|0.85878
2018|0|D641|N170|15|1.01558
2018|0|D641|N170|19|0.94655
2018|0|D641|N171|06|1.19491
2018|0|D641|N171|10|0.77877
2018|0|D641|N171|11|0.85878
2018|0|D641|N171|15|1.01558
2018|0|D641|N171|19|0.94655
2018|0|D641|N172|06|1.19491
2018|0|D641|N172|10|0.77877
2018|0|D641|N172|11|0.85878
2018|0|D641|N172|15|1.01558
2018|0|D641|N172|19|0.94655
2018|0|D641|N178|06|1.19491
2018|0|D641|N178|10|0.77877
2018|0|D641|N178|11|0.85878
2018|0|D641|N178|15|1.01558
2018|0|D641|N178|19|0.94655
2018|0|D641|N179|06|1.19491
2018|0|D641|N179|10|0.77877
2018|0|D641|N179|11|0.85878
2018|0|D641|N179|15|1.01558
2018|0|D641|N179|19|0.94655
2018|0|D641|N390|07|0.8308
2018|0|D641|N390|19|0.80215
2018|0|D641|N390|20|0.82168
2018|0|D641|R000|19|0.84622
2018|0|D641|S72000|19|0.87989
2018|0|D641|S72001|19|0.87989
2018|0|D641|S72010|19|0.87989
2018|0|D641|S72011|19|0.87989
2018|0|D641|S72080|19|0.87989
2018|0|D641|S72081|19|0.87989
2018|0|D641|S72090|19|0.87989
2018|0|D641|S72091|19|0.87989
2018|0|D641|S72100|19|0.87989
2018|0|D641|S72101|19|0.87989
2018|0|D641|S72190|19|0.87989
2018|0|D641|S72191|19|0.87989
2018|0|D641|S72200|19|0.87989
2018|0|D641|S72201|19|0.87989
2018|0|D641|S72300|19|0.87989
2018|0|D641|S72301|19|0.87989
2018|0|D641|S72400|19|0.87989
2018|0|D641|S72401|19|0.87989
2018|0|D641|S72410|19|0.87989
2018|0|D641|S72411|19|0.87989
2018|0|D641|S72420|19|0.87989
2018|0|D641|S72421|19|0.87989
2018|0|D641|S72490|19|0.87989
2018|0|D641|S72491|19|0.87989
2018|0|D641|S72700|19|0.87989
2018|0|D641|S72701|19|0.87989
2018|0|D641|S72800|19|0.87989
2018|0|D641|S72801|19|0.87989
2018|0|D641|S72900|19|0.87989
2018|0|D641|S72901|19|0.87989
2018|0|D641|T810|06|0.79389
2018|0|D641|Z501|19|0.77832
2018|0|D641|Z515|06|0.79389
2018|0|D642|E871|19|0.78768
2018|0|D642|E876|07|0.82784
2018|0|D642|F050|19|0.92211
2018|0|D642|F051|19|0.92211
2018|0|D642|F058|19|0.92211
2018|0|D642|F059|19|0.92211
2018|0|D642|I100|06|0.822
2018|0|D642|I210|19|1.19304
2018|0|D642|I211|19|1.19304
2018|0|D642|I212|19|1.19304
2018|0|D642|I213|19|1.19304
2018|0|D642|I214|19|1.19304
2018|0|D642|I219|19|1.19304
2018|0|D642|I220|19|1.19304
2018|0|D642|I221|19|1.19304
2018|0|D642|I228|19|1.19304
2018|0|D642|I229|19|1.19304
2018|0|D642|I4800|06|0.79389
2018|0|D642|I4801|06|0.79389
2018|0|D642|I4802|06|0.79389
2018|0|D642|I483|06|0.79389
2018|0|D642|I484|06|0.79389
2018|0|D642|I4890|06|0.79389
2018|0|D642|I4891|06|0.79389
2018|0|D642|I500|11|0.87965
2018|0|D642|I500|19|0.78588
2018|0|D642|J13|11|0.75712
2018|0|D642|J14|11|0.75712
2018|0|D642|J150|11|0.75712
2018|0|D642|J151|11|0.75712
2018|0|D642|J152|11|0.75712
2018|0|D642|J153|11|0.75712
2018|0|D642|J154|11|0.75712
2018|0|D642|J155|11|0.75712
2018|0|D642|J156|11|0.75712
2018|0|D642|J157|11|0.75712
2018|0|D642|J158|11|0.75712
2018|0|D642|J159|11|0.75712
2018|0|D642|J160|11|0.75712
2018|0|D642|J168|11|0.75712
2018|0|D642|J178|11|0.75712
2018|0|D642|J180|11|0.75712
2018|0|D642|J181|11|0.75712
2018|0|D642|J182|11|0.75712
2018|0|D642|J188|11|0.75712
2018|0|D642|J189|11|0.75712
2018|0|D642|K913|06|1.19141
2018|0|D642|N170|06|1.19491
2018|0|D642|N170|10|0.77877
2018|0|D642|N170|11|0.85878
2018|0|D642|N170|15|1.01558
2018|0|D642|N170|19|0.94655
2018|0|D642|N171|06|1.19491
2018|0|D642|N171|10|0.77877
2018|0|D642|N171|11|0.85878
2018|0|D642|N171|15|1.01558
2018|0|D642|N171|19|0.94655
2018|0|D642|N172|06|1.19491
2018|0|D642|N172|10|0.77877
2018|0|D642|N172|11|0.85878
2018|0|D642|N172|15|1.01558
2018|0|D642|N172|19|0.94655
2018|0|D642|N178|06|1.19491
2018|0|D642|N178|10|0.77877
2018|0|D642|N178|11|0.85878
2018|0|D642|N178|15|1.01558
2018|0|D642|N178|19|0.94655
2018|0|D642|N179|06|1.19491
2018|0|D642|N179|10|0.77877
2018|0|D642|N179|11|0.85878
2018|0|D642|N179|15|1.01558
2018|0|D642|N179|19|0.94655
2018|0|D642|N390|07|0.8308
2018|0|D642|N390|19|0.80215
2018|0|D642|N390|20|0.82168
2018|0|D642|R000|19|0.84622
2018|0|D642|S72000|19|0.87989
2018|0|D642|S72001|19|0.87989
2018|0|D642|S72010|19|0.87989
2018|0|D642|S72011|19|0.87989
2018|0|D642|S72080|19|0.87989
2018|0|D642|S72081|19|0.87989
2018|0|D642|S72090|19|0.87989
2018|0|D642|S72091|19|0.87989
2018|0|D642|S72100|19|0.87989
2018|0|D642|S72101|19|0.87989
2018|0|D642|S72190|19|0.87989
2018|0|D642|S72191|19|0.87989
2018|0|D642|S72200|19|0.87989
2018|0|D642|S72201|19|0.87989
2018|0|D642|S72300|19|0.87989
2018|0|D642|S72301|19|0.87989
2018|0|D642|S72400|19|0.87989
2018|0|D642|S72401|19|0.87989
2018|0|D642|S72410|19|0.87989
2018|0|D642|S72411|19|0.87989
2018|0|D642|S72420|19|0.87989
2018|0|D642|S72421|19|0.87989
2018|0|D642|S72490|19|0.87989
2018|0|D642|S72491|19|0.87989
2018|0|D642|S72700|19|0.87989
2018|0|D642|S72701|19|0.87989
2018|0|D642|S72800|19|0.87989
2018|0|D642|S72801|19|0.87989
2018|0|D642|S72900|19|0.87989
2018|0|D642|S72901|19|0.87989
2018|0|D642|T810|06|0.79389
2018|0|D642|Z501|19|0.77832
2018|0|D642|Z515|06|0.79389
2018|0|D643|E871|19|0.78768
2018|0|D643|E876|07|0.82784
2018|0|D643|F050|19|0.92211
2018|0|D643|F051|19|0.92211
2018|0|D643|F058|19|0.92211
2018|0|D643|F059|19|0.92211
2018|0|D643|I100|06|0.822
2018|0|D643|I210|19|1.19304
2018|0|D643|I211|19|1.19304
2018|0|D643|I212|19|1.19304
2018|0|D643|I213|19|1.19304
2018|0|D643|I214|19|1.19304
2018|0|D643|I219|19|1.19304
2018|0|D643|I220|19|1.19304
2018|0|D643|I221|19|1.19304
2018|0|D643|I228|19|1.19304
2018|0|D643|I229|19|1.19304
2018|0|D643|I4800|06|0.79389
2018|0|D643|I4801|06|0.79389
2018|0|D643|I4802|06|0.79389
2018|0|D643|I483|06|0.79389
2018|0|D643|I484|06|0.79389
2018|0|D643|I4890|06|0.79389
2018|0|D643|I4891|06|0.79389
2018|0|D643|I500|11|0.87965
2018|0|D643|I500|19|0.78588
2018|0|D643|J13|11|0.75712
2018|0|D643|J14|11|0.75712
2018|0|D643|J150|11|0.75712
2018|0|D643|J151|11|0.75712
2018|0|D643|J152|11|0.75712
2018|0|D643|J153|11|0.75712
2018|0|D643|J154|11|0.75712
2018|0|D643|J155|11|0.75712
2018|0|D643|J156|11|0.75712
2018|0|D643|J157|11|0.75712
2018|0|D643|J158|11|0.75712
2018|0|D643|J159|11|0.75712
2018|0|D643|J160|11|0.75712
2018|0|D643|J168|11|0.75712
2018|0|D643|J178|11|0.75712
2018|0|D643|J180|11|0.75712
2018|0|D643|J181|11|0.75712
2018|0|D643|J182|11|0.75712
2018|0|D643|J188|11|0.75712
2018|0|D643|J189|11|0.75712
2018|0|D643|K913|06|1.19141
2018|0|D643|N170|06|1.19491
2018|0|D643|N170|10|0.77877
2018|0|D643|N170|11|0.85878
2018|0|D643|N170|15|1.01558
2018|0|D643|N170|19|0.94655
2018|0|D643|N171|06|1.19491
2018|0|D643|N171|10|0.77877
2018|0|D643|N171|11|0.85878
2018|0|D643|N171|15|1.01558
2018|0|D643|N171|19|0.94655
2018|0|D643|N172|06|1.19491
2018|0|D643|N172|10|0.77877
2018|0|D643|N172|11|0.85878
2018|0|D643|N172|15|1.01558
2018|0|D643|N172|19|0.94655
2018|0|D643|N178|06|1.19491
2018|0|D643|N178|10|0.77877
2018|0|D643|N178|11|0.85878
2018|0|D643|N178|15|1.01558
2018|0|D643|N178|19|0.94655
2018|0|D643|N179|06|1.19491
2018|0|D643|N179|10|0.77877
2018|0|D643|N179|11|0.85878
2018|0|D643|N179|15|1.01558
2018|0|D643|N179|19|0.94655
2018|0|D643|N390|07|0.8308
2018|0|D643|N390|19|0.80215
2018|0|D643|N390|20|0.82168
2018|0|D643|R000|19|0.84622
2018|0|D643|S72000|19|0.87989
2018|0|D643|S72001|19|0.87989
2018|0|D643|S72010|19|0.87989
2018|0|D643|S72011|19|0.87989
2018|0|D643|S72080|19|0.87989
2018|0|D643|S72081|19|0.87989
2018|0|D643|S72090|19|0.87989
2018|0|D643|S72091|19|0.87989
2018|0|D643|S72100|19|0.87989
2018|0|D643|S72101|19|0.87989
2018|0|D643|S72190|19|0.87989
2018|0|D643|S72191|19|0.87989
2018|0|D643|S72200|19|0.87989
2018|0|D643|S72201|19|0.87989
2018|0|D643|S72300|19|0.87989
2018|0|D643|S72301|19|0.87989
2018|0|D643|S72400|19|0.87989
2018|0|D643|S72401|19|0.87989
2018|0|D643|S72410|19|0.87989
2018|0|D643|S72411|19|0.87989
2018|0|D643|S72420|19|0.87989
2018|0|D643|S72421|19|0.87989
2018|0|D643|S72490|19|0.87989
2018|0|D643|S72491|19|0.87989
2018|0|D643|S72700|19|0.87989
2018|0|D643|S72701|19|0.87989
2018|0|D643|S72800|19|0.87989
2018|0|D643|S72801|19|0.87989
2018|0|D643|S72900|19|0.87989
2018|0|D643|S72901|19|0.87989
2018|0|D643|T810|06|0.79389
2018|0|D643|Z501|19|0.77832
2018|0|D643|Z515|06|0.79389
2018|0|D644|E871|19|0.78768
2018|0|D644|E876|07|0.82784
2018|0|D644|F050|19|0.92211
2018|0|D644|F051|19|0.92211
2018|0|D644|F058|19|0.92211
2018|0|D644|F059|19|0.92211
2018|0|D644|I100|06|0.822
2018|0|D644|I210|19|1.19304
2018|0|D644|I211|19|1.19304
2018|0|D644|I212|19|1.19304
2018|0|D644|I213|19|1.19304
2018|0|D644|I214|19|1.19304
2018|0|D644|I219|19|1.19304
2018|0|D644|I220|19|1.19304
2018|0|D644|I221|19|1.19304
2018|0|D644|I228|19|1.19304
2018|0|D644|I229|19|1.19304
2018|0|D644|I4800|06|0.79389
2018|0|D644|I4801|06|0.79389
2018|0|D644|I4802|06|0.79389
2018|0|D644|I483|06|0.79389
2018|0|D644|I484|06|0.79389
2018|0|D644|I4890|06|0.79389
2018|0|D644|I4891|06|0.79389
2018|0|D644|I500|11|0.87965
2018|0|D644|I500|19|0.78588
2018|0|D644|J13|11|0.75712
2018|0|D644|J14|11|0.75712
2018|0|D644|J150|11|0.75712
2018|0|D644|J151|11|0.75712
2018|0|D644|J152|11|0.75712
2018|0|D644|J153|11|0.75712
2018|0|D644|J154|11|0.75712
2018|0|D644|J155|11|0.75712
2018|0|D644|J156|11|0.75712
2018|0|D644|J157|11|0.75712
2018|0|D644|J158|11|0.75712
2018|0|D644|J159|11|0.75712
2018|0|D644|J160|11|0.75712
2018|0|D644|J168|11|0.75712
2018|0|D644|J178|11|0.75712
2018|0|D644|J180|11|0.75712
2018|0|D644|J181|11|0.75712
2018|0|D644|J182|11|0.75712
2018|0|D644|J188|11|0.75712
2018|0|D644|J189|11|0.75712
2018|0|D644|K913|06|1.19141
2018|0|D644|N170|06|1.19491
2018|0|D644|N170|10|0.77877
2018|0|D644|N170|11|0.85878
2018|0|D644|N170|15|1.01558
2018|0|D644|N170|19|0.94655
2018|0|D644|N171|06|1.19491
2018|0|D644|N171|10|0.77877
2018|0|D644|N171|11|0.85878
2018|0|D644|N171|15|1.01558
2018|0|D644|N171|19|0.94655
2018|0|D644|N172|06|1.19491
2018|0|D644|N172|10|0.77877
2018|0|D644|N172|11|0.85878
2018|0|D644|N172|15|1.01558
2018|0|D644|N172|19|0.94655
2018|0|D644|N178|06|1.19491
2018|0|D644|N178|10|0.77877
2018|0|D644|N178|11|0.85878
2018|0|D644|N178|15|1.01558
2018|0|D644|N178|19|0.94655
2018|0|D644|N179|06|1.19491
2018|0|D644|N179|10|0.77877
2018|0|D644|N179|11|0.85878
2018|0|D644|N179|15|1.01558
2018|0|D644|N179|19|0.94655
2018|0|D644|N390|07|0.8308
2018|0|D644|N390|19|0.80215
2018|0|D644|N390|20|0.82168
2018|0|D644|R000|19|0.84622
2018|0|D644|S72000|19|0.87989
2018|0|D644|S72001|19|0.87989
2018|0|D644|S72010|19|0.87989
2018|0|D644|S72011|19|0.87989
2018|0|D644|S72080|19|0.87989
2018|0|D644|S72081|19|0.87989
2018|0|D644|S72090|19|0.87989
2018|0|D644|S72091|19|0.87989
2018|0|D644|S72100|19|0.87989
2018|0|D644|S72101|19|0.87989
2018|0|D644|S72190|19|0.87989
2018|0|D644|S72191|19|0.87989
2018|0|D644|S72200|19|0.87989
2018|0|D644|S72201|19|0.87989
2018|0|D644|S72300|19|0.87989
2018|0|D644|S72301|19|0.87989
2018|0|D644|S72400|19|0.87989
2018|0|D644|S72401|19|0.87989
2018|0|D644|S72410|19|0.87989
2018|0|D644|S72411|19|0.87989
2018|0|D644|S72420|19|0.87989
2018|0|D644|S72421|19|0.87989
2018|0|D644|S72490|19|0.87989
2018|0|D644|S72491|19|0.87989
2018|0|D644|S72700|19|0.87989
2018|0|D644|S72701|19|0.87989
2018|0|D644|S72800|19|0.87989
2018|0|D644|S72801|19|0.87989
2018|0|D644|S72900|19|0.87989
2018|0|D644|S72901|19|0.87989
2018|0|D644|T810|06|0.79389
2018|0|D644|Z501|19|0.77832
2018|0|D644|Z515|06|0.79389
2018|0|D648|E871|19|0.78768
2018|0|D648|E876|07|0.82784
2018|0|D648|F050|19|0.92211
2018|0|D648|F051|19|0.92211
2018|0|D648|F058|19|0.92211
2018|0|D648|F059|19|0.92211
2018|0|D648|I100|06|0.822
2018|0|D648|I210|19|1.19304
2018|0|D648|I211|19|1.19304
2018|0|D648|I212|19|1.19304
2018|0|D648|I213|19|1.19304
2018|0|D648|I214|19|1.19304
2018|0|D648|I219|19|1.19304
2018|0|D648|I220|19|1.19304
2018|0|D648|I221|19|1.19304
2018|0|D648|I228|19|1.19304
2018|0|D648|I229|19|1.19304
2018|0|D648|I4800|06|0.79389
2018|0|D648|I4801|06|0.79389
2018|0|D648|I4802|06|0.79389
2018|0|D648|I483|06|0.79389
2018|0|D648|I484|06|0.79389
2018|0|D648|I4890|06|0.79389
2018|0|D648|I4891|06|0.79389
2018|0|D648|I500|11|0.87965
2018|0|D648|I500|19|0.78588
2018|0|D648|J13|11|0.75712
2018|0|D648|J14|11|0.75712
2018|0|D648|J150|11|0.75712
2018|0|D648|J151|11|0.75712
2018|0|D648|J152|11|0.75712
2018|0|D648|J153|11|0.75712
2018|0|D648|J154|11|0.75712
2018|0|D648|J155|11|0.75712
2018|0|D648|J156|11|0.75712
2018|0|D648|J157|11|0.75712
2018|0|D648|J158|11|0.75712
2018|0|D648|J159|11|0.75712
2018|0|D648|J160|11|0.75712
2018|0|D648|J168|11|0.75712
2018|0|D648|J178|11|0.75712
2018|0|D648|J180|11|0.75712
2018|0|D648|J181|11|0.75712
2018|0|D648|J182|11|0.75712
2018|0|D648|J188|11|0.75712
2018|0|D648|J189|11|0.75712
2018|0|D648|K913|06|1.19141
2018|0|D648|N170|06|1.19491
2018|0|D648|N170|10|0.77877
2018|0|D648|N170|11|0.85878
2018|0|D648|N170|15|1.01558
2018|0|D648|N170|19|0.94655
2018|0|D648|N171|06|1.19491
2018|0|D648|N171|10|0.77877
2018|0|D648|N171|11|0.85878
2018|0|D648|N171|15|1.01558
2018|0|D648|N171|19|0.94655
2018|0|D648|N172|06|1.19491
2018|0|D648|N172|10|0.77877
2018|0|D648|N172|11|0.85878
2018|0|D648|N172|15|1.01558
2018|0|D648|N172|19|0.94655
2018|0|D648|N178|06|1.19491
2018|0|D648|N178|10|0.77877
2018|0|D648|N178|11|0.85878
2018|0|D648|N178|15|1.01558
2018|0|D648|N178|19|0.94655
2018|0|D648|N179|06|1.19491
2018|0|D648|N179|10|0.77877
2018|0|D648|N179|11|0.85878
2018|0|D648|N179|15|1.01558
2018|0|D648|N179|19|0.94655
2018|0|D648|N390|07|0.8308
2018|0|D648|N390|19|0.80215
2018|0|D648|N390|20|0.82168
2018|0|D648|R000|19|0.84622
2018|0|D648|S72000|19|0.87989
2018|0|D648|S72001|19|0.87989
2018|0|D648|S72010|19|0.87989
2018|0|D648|S72011|19|0.87989
2018|0|D648|S72080|19|0.87989
2018|0|D648|S72081|19|0.87989
2018|0|D648|S72090|19|0.87989
2018|0|D648|S72091|19|0.87989
2018|0|D648|S72100|19|0.87989
2018|0|D648|S72101|19|0.87989
2018|0|D648|S72190|19|0.87989
2018|0|D648|S72191|19|0.87989
2018|0|D648|S72200|19|0.87989
2018|0|D648|S72201|19|0.87989
2018|0|D648|S72300|19|0.87989
2018|0|D648|S72301|19|0.87989
2018|0|D648|S72400|19|0.87989
2018|0|D648|S72401|19|0.87989
2018|0|D648|S72410|19|0.87989
2018|0|D648|S72411|19|0.87989
2018|0|D648|S72420|19|0.87989
2018|0|D648|S72421|19|0.87989
2018|0|D648|S72490|19|0.87989
2018|0|D648|S72491|19|0.87989
2018|0|D648|S72700|19|0.87989
2018|0|D648|S72701|19|0.87989
2018|0|D648|S72800|19|0.87989
2018|0|D648|S72801|19|0.87989
2018|0|D648|S72900|19|0.87989
2018|0|D648|S72901|19|0.87989
2018|0|D648|T810|06|0.79389
2018|0|D648|Z501|19|0.77832
2018|0|D648|Z515|06|0.79389
2018|0|D649|E871|19|0.78768
2018|0|D649|E876|07|0.82784
2018|0|D649|F050|19|0.92211
2018|0|D649|F051|19|0.92211
2018|0|D649|F058|19|0.92211
2018|0|D649|F059|19|0.92211
2018|0|D649|I100|06|0.822
2018|0|D649|I210|19|1.19304
2018|0|D649|I211|19|1.19304
2018|0|D649|I212|19|1.19304
2018|0|D649|I213|19|1.19304
2018|0|D649|I214|19|1.19304
2018|0|D649|I219|19|1.19304
2018|0|D649|I220|19|1.19304
2018|0|D649|I221|19|1.19304
2018|0|D649|I228|19|1.19304
2018|0|D649|I229|19|1.19304
2018|0|D649|I4800|06|0.79389
2018|0|D649|I4801|06|0.79389
2018|0|D649|I4802|06|0.79389
2018|0|D649|I483|06|0.79389
2018|0|D649|I484|06|0.79389
2018|0|D649|I4890|06|0.79389
2018|0|D649|I4891|06|0.79389
2018|0|D649|I500|11|0.87965
2018|0|D649|I500|19|0.78588
2018|0|D649|J13|11|0.75712
2018|0|D649|J14|11|0.75712
2018|0|D649|J150|11|0.75712
2018|0|D649|J151|11|0.75712
2018|0|D649|J152|11|0.75712
2018|0|D649|J153|11|0.75712
2018|0|D649|J154|11|0.75712
2018|0|D649|J155|11|0.75712
2018|0|D649|J156|11|0.75712
2018|0|D649|J157|11|0.75712
2018|0|D649|J158|11|0.75712
2018|0|D649|J159|11|0.75712
2018|0|D649|J160|11|0.75712
2018|0|D649|J168|11|0.75712
2018|0|D649|J178|11|0.75712
2018|0|D649|J180|11|0.75712
2018|0|D649|J181|11|0.75712
2018|0|D649|J182|11|0.75712
2018|0|D649|J188|11|0.75712
2018|0|D649|J189|11|0.75712
2018|0|D649|K913|06|1.19141
2018|0|D649|N170|06|1.19491
2018|0|D649|N170|10|0.77877
2018|0|D649|N170|11|0.85878
2018|0|D649|N170|15|1.01558
2018|0|D649|N170|19|0.94655
2018|0|D649|N171|06|1.19491
2018|0|D649|N171|10|0.77877
2018|0|D649|N171|11|0.85878
2018|0|D649|N171|15|1.01558
2018|0|D649|N171|19|0.94655
2018|0|D649|N172|06|1.19491
2018|0|D649|N172|10|0.77877
2018|0|D649|N172|11|0.85878
2018|0|D649|N172|15|1.01558
2018|0|D649|N172|19|0.94655
2018|0|D649|N178|06|1.19491
2018|0|D649|N178|10|0.77877
2018|0|D649|N178|11|0.85878
2018|0|D649|N178|15|1.01558
2018|0|D649|N178|19|0.94655
2018|0|D649|N179|06|1.19491
2018|0|D649|N179|10|0.77877
2018|0|D649|N179|11|0.85878
2018|0|D649|N179|15|1.01558
2018|0|D649|N179|19|0.94655
2018|0|D649|N390|07|0.8308
2018|0|D649|N390|19|0.80215
2018|0|D649|N390|20|0.82168
2018|0|D649|R000|19|0.84622
2018|0|D649|S72000|19|0.87989
2018|0|D649|S72001|19|0.87989
2018|0|D649|S72010|19|0.87989
2018|0|D649|S72011|19|0.87989
2018|0|D649|S72080|19|0.87989
2018|0|D649|S72081|19|0.87989
2018|0|D649|S72090|19|0.87989
2018|0|D649|S72091|19|0.87989
2018|0|D649|S72100|19|0.87989
2018|0|D649|S72101|19|0.87989
2018|0|D649|S72190|19|0.87989
2018|0|D649|S72191|19|0.87989
2018|0|D649|S72200|19|0.87989
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2018|0|D649|S72800|19|0.87989
2018|0|D649|S72801|19|0.87989
2018|0|D649|S72900|19|0.87989
2018|0|D649|S72901|19|0.87989
2018|0|D649|T810|06|0.79389
2018|0|D649|Z501|19|0.77832
2018|0|D649|Z515|06|0.79389
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2018|0|D6938|P598|14|0.80145
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2018|0|D6938|P704|14|1.01577
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2018|0|D696|P704|14|1.01577
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2018|0|D700|N171|16|0.77459
2018|0|D700|N172|16|0.77459
2018|0|D700|N178|16|0.77459
2018|0|D700|N179|16|0.77459
2018|0|D720|N170|16|0.77459
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2018|0|D721|N178|16|0.77459
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2018|0|D729|N172|16|0.77459
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2018|0|D729|N179|16|0.77459
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2018|0|E1028|N179|09|0.76185
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2018|0|E1052|Z501|01|0.77453
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2018|0|E1063|E1320|05|0.7849
2018|0|E1063|E1323|05|0.7849
2018|0|E1063|E1328|05|0.7849
2018|0|E1063|E1420|05|0.7849
2018|0|E1063|E1423|05|0.7849
2018|0|E1063|E1428|05|0.7849
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2018|0|E1063|F051|11|0.83466
2018|0|E1063|F058|11|0.83466
2018|0|E1063|F059|11|0.83466
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2018|0|E1063|N171|04|0.92601
2018|0|E1063|N171|05|0.78174
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2018|0|E1063|N172|05|0.78174
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2018|0|E1063|N179|04|0.92601
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2018|0|E1064|E1120|05|0.81121
2018|0|E1064|E1123|05|0.81121
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2018|0|E1064|N170|19|0.7546
2018|0|E1064|N171|04|0.8937
2018|0|E1064|N171|05|1.28034
2018|0|E1064|N171|19|0.7546
2018|0|E1064|N172|04|0.8937
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2018|0|E1064|N172|19|0.7546
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2018|0|E1064|N178|19|0.7546
2018|0|E1064|N179|04|0.8937
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2018|0|E1120|E1363|05|0.7849
2018|0|E1120|E1364|05|0.7849
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2018|0|E1370|N179|05|0.74182
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2018|0|E1371|N172|05|0.74182
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2018|0|E1378|N172|05|0.74182
2018|0|E1378|N178|05|0.74182
2018|0|E1378|N179|05|0.74182
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2018|0|E139|I4801|04|0.8251
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2018|0|E1420|J189|05|0.80731
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2018|0|E1420|N170|09|0.76185
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2018|0|E1420|N171|09|0.76185
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2018|0|E1420|N172|09|0.76185
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2018|0|E1420|N178|09|0.76185
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2018|0|E1420|N179|09|0.76185
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2018|0|E1423|N178|09|0.76185
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2018|0|E1423|N179|09|0.76185
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2018|0|E1428|J14|05|0.80731
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2018|0|E1428|N170|09|0.76185
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2018|0|E1428|N172|09|0.76185
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2018|0|E1428|N179|09|0.76185
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2018|0|E1451|Z501|01|0.77453
2018|0|E1452|Z501|01|0.77453
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2018|0|E1463|F058|11|0.83466
2018|0|E1463|F059|11|0.83466
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2018|0|E1463|N171|04|0.92601
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2018|0|E1463|N179|04|0.92601
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2018|0|E1464|E1478|05|0.81121
2018|0|E1464|F050|05|0.81121
2018|0|E1464|F050|20|0.78719
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2018|0|E1464|J189|05|0.81121
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2018|0|E1464|J441|05|1.16541
2018|0|E1464|J448|05|1.16541
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2018|0|E1464|J9601|05|0.81121
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2018|0|E1464|L0330|05|0.81121
2018|0|E1464|L0331|05|0.81121
2018|0|E1464|L0332|05|0.81121
2018|0|E1464|L0333|05|0.81121
2018|0|E1464|L0334|05|0.81121
2018|0|E1464|L0335|05|0.81121
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2018|0|E1464|L0339|05|0.81121
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2018|0|E1464|L039|05|0.81121
2018|0|E1464|N170|04|0.8937
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2018|0|E1464|N170|19|0.7546
2018|0|E1464|N171|04|0.8937
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2018|0|E1464|N171|19|0.7546
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2018|0|E1464|N172|19|0.7546
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2018|0|E1464|N178|19|0.7546
2018|0|E1464|N179|04|0.8937
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2018|0|E1464|N179|19|0.7546
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2018|0|E835|N171|11|1.28854
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2018|0|E868|N171|16|0.75133
2018|0|E868|N172|16|0.75133
2018|0|E868|N178|16|0.75133
2018|0|E868|N179|16|0.75133
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2018|0|E870|E876|16|1.14784
2018|0|E870|F050|04|0.86024
2018|0|E870|F051|04|0.86024
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2018|0|E870|J9601|04|1.14796
2018|0|E870|J9609|04|1.14796
2018|0|E870|J9610|04|1.14796
2018|0|E870|J9611|04|1.14796
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2018|0|E870|N172|04|0.81069
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2018|0|E870|Z515|04|0.7044
2018|0|E871|E875|06|0.82458
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2018|0|E871|F051|01|0.7369
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2018|0|E871|F051|20|0.81206
2018|0|E871|F058|01|0.7369
2018|0|E871|F058|11|0.80244
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2018|0|E871|F058|20|0.81206
2018|0|E871|F059|01|0.7369
2018|0|E871|F059|11|0.80244
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2018|0|E871|F059|20|0.81206
2018|0|E871|I100|20|0.81807
2018|0|E871|I500|11|0.73824
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2018|0|E871|N170|11|0.81951
2018|0|E871|N170|19|0.90828
2018|0|E871|N171|06|0.78163
2018|0|E871|N171|11|0.81951
2018|0|E871|N171|19|0.90828
2018|0|E871|N172|06|0.78163
2018|0|E871|N172|11|0.81951
2018|0|E871|N172|19|0.90828
2018|0|E871|N178|06|0.78163
2018|0|E871|N178|11|0.81951
2018|0|E871|N178|19|0.90828
2018|0|E871|N179|06|0.78163
2018|0|E871|N179|11|0.81951
2018|0|E871|N179|19|0.90828
2018|0|E871|N390|11|0.7533
2018|0|E871|N390|19|0.87376
2018|0|E871|Z515|11|1.26432
2018|0|E872|F050|04|0.74597
2018|0|E872|F051|04|0.74597
2018|0|E872|F058|04|0.74597
2018|0|E872|F059|04|0.74597
2018|0|E872|J13|04|1.29728
2018|0|E872|J14|04|1.29728
2018|0|E872|J150|04|1.29728
2018|0|E872|J151|04|1.29728
2018|0|E872|J152|04|1.29728
2018|0|E872|J153|04|1.29728
2018|0|E872|J154|04|1.29728
2018|0|E872|J155|04|1.29728
2018|0|E872|J156|04|1.29728
2018|0|E872|J157|04|1.29728
2018|0|E872|J158|04|1.29728
2018|0|E872|J159|04|1.29728
2018|0|E872|J160|04|1.29728
2018|0|E872|J168|04|1.29728
2018|0|E872|J178|04|1.29728
2018|0|E872|J180|04|1.29728
2018|0|E872|J181|04|1.29728
2018|0|E872|J182|04|1.29728
2018|0|E872|J188|04|1.29728
2018|0|E872|J189|04|1.29728
2018|0|E875|F050|19|1.31498
2018|0|E875|F051|19|1.31498
2018|0|E875|F058|19|1.31498
2018|0|E875|F059|19|1.31498
2018|0|E875|I100|04|0.82105
2018|0|E875|I500|04|0.90738
2018|0|E875|I500|05|0.79936
2018|0|E875|J440|05|0.90198
2018|0|E875|J441|05|0.90198
2018|0|E875|J448|05|0.90198
2018|0|E875|N170|05|0.97782
2018|0|E875|N170|06|0.80416
2018|0|E875|N170|09|0.76185
2018|0|E875|N170|19|0.77726
2018|0|E875|N171|05|0.97782
2018|0|E875|N171|06|0.80416
2018|0|E875|N171|09|0.76185
2018|0|E875|N171|19|0.77726
2018|0|E875|N172|05|0.97782
2018|0|E875|N172|06|0.80416
2018|0|E875|N172|09|0.76185
2018|0|E875|N172|19|0.77726
2018|0|E875|N178|05|0.97782
2018|0|E875|N178|06|0.80416
2018|0|E875|N178|09|0.76185
2018|0|E875|N178|19|0.77726
2018|0|E875|N179|05|0.97782
2018|0|E875|N179|06|0.80416
2018|0|E875|N179|09|0.76185
2018|0|E875|N179|19|0.77726
2018|0|E875|N390|06|0.99317
2018|0|E876|F050|16|0.85461
2018|0|E876|F051|16|0.85461
2018|0|E876|F058|16|0.85461
2018|0|E876|F059|16|0.85461
2018|0|E876|I500|16|0.81513
2018|0|E876|N170|07|0.8827
2018|0|E876|N170|20|0.85779
2018|0|E876|N171|07|0.8827
2018|0|E876|N171|20|0.85779
2018|0|E876|N172|07|0.8827
2018|0|E876|N172|20|0.85779
2018|0|E876|N178|07|0.8827
2018|0|E876|N178|20|0.85779
2018|0|E876|N179|07|0.8827
2018|0|E876|N179|20|0.85779
2018|0|E876|N390|20|0.85779
2018|0|E876|R570|16|0.81513
2018|0|E876|R571|16|0.81513
2018|0|E876|R572|16|0.81513
2018|0|E876|R578|16|0.81513
2018|0|E876|R579|16|0.81513
2018|0|E877|I500|04|0.7426
2018|0|F010|F050|04|0.76534
2018|0|F010|F050|11|0.74084
2018|0|F010|F050|19|0.77065
2018|0|F010|F050|20|0.72953
2018|0|F010|F051|04|0.76534
2018|0|F010|F051|11|0.74084
2018|0|F010|F051|19|0.77065
2018|0|F010|F051|20|0.72953
2018|0|F010|F058|04|0.76534
2018|0|F010|F058|11|0.74084
2018|0|F010|F058|19|0.77065
2018|0|F010|F058|20|0.72953
2018|0|F010|F059|04|0.76534
2018|0|F010|F059|11|0.74084
2018|0|F010|F059|19|0.77065
2018|0|F010|F059|20|0.72953
2018|0|F010|N390|04|0.81695
2018|0|F010|N390|19|0.85626
2018|0|F011|F050|04|0.76534
2018|0|F011|F050|11|0.74084
2018|0|F011|F050|19|0.77065
2018|0|F011|F050|20|0.72953
2018|0|F011|F051|04|0.76534
2018|0|F011|F051|11|0.74084
2018|0|F011|F051|19|0.77065
2018|0|F011|F051|20|0.72953
2018|0|F011|F058|04|0.76534
2018|0|F011|F058|11|0.74084
2018|0|F011|F058|19|0.77065
2018|0|F011|F058|20|0.72953
2018|0|F011|F059|04|0.76534
2018|0|F011|F059|11|0.74084
2018|0|F011|F059|19|0.77065
2018|0|F011|F059|20|0.72953
2018|0|F011|N390|04|0.81695
2018|0|F011|N390|19|0.85626
2018|0|F012|F050|04|0.76534
2018|0|F012|F050|11|0.74084
2018|0|F012|F050|19|0.77065
2018|0|F012|F050|20|0.72953
2018|0|F012|F051|04|0.76534
2018|0|F012|F051|11|0.74084
2018|0|F012|F051|19|0.77065
2018|0|F012|F051|20|0.72953
2018|0|F012|F058|04|0.76534
2018|0|F012|F058|11|0.74084
2018|0|F012|F058|19|0.77065
2018|0|F012|F058|20|0.72953
2018|0|F012|F059|04|0.76534
2018|0|F012|F059|11|0.74084
2018|0|F012|F059|19|0.77065
2018|0|F012|F059|20|0.72953
2018|0|F012|N390|04|0.81695
2018|0|F012|N390|19|0.85626
2018|0|F013|F050|04|0.76534
2018|0|F013|F050|11|0.74084
2018|0|F013|F050|19|0.77065
2018|0|F013|F050|20|0.72953
2018|0|F013|F051|04|0.76534
2018|0|F013|F051|11|0.74084
2018|0|F013|F051|19|0.77065
2018|0|F013|F051|20|0.72953
2018|0|F013|F058|04|0.76534
2018|0|F013|F058|11|0.74084
2018|0|F013|F058|19|0.77065
2018|0|F013|F058|20|0.72953
2018|0|F013|F059|04|0.76534
2018|0|F013|F059|11|0.74084
2018|0|F013|F059|19|0.77065
2018|0|F013|F059|20|0.72953
2018|0|F013|N390|04|0.81695
2018|0|F013|N390|19|0.85626
2018|0|F018|F050|04|0.76534
2018|0|F018|F050|11|0.74084
2018|0|F018|F050|19|0.77065
2018|0|F018|F050|20|0.72953
2018|0|F018|F051|04|0.76534
2018|0|F018|F051|11|0.74084
2018|0|F018|F051|19|0.77065
2018|0|F018|F051|20|0.72953
2018|0|F018|F058|04|0.76534
2018|0|F018|F058|11|0.74084
2018|0|F018|F058|19|0.77065
2018|0|F018|F058|20|0.72953
2018|0|F018|F059|04|0.76534
2018|0|F018|F059|11|0.74084
2018|0|F018|F059|19|0.77065
2018|0|F018|F059|20|0.72953
2018|0|F018|N390|04|0.81695
2018|0|F018|N390|19|0.85626
2018|0|F019|F050|04|0.76534
2018|0|F019|F050|11|0.74084
2018|0|F019|F050|19|0.77065
2018|0|F019|F050|20|0.72953
2018|0|F019|F051|04|0.76534
2018|0|F019|F051|11|0.74084
2018|0|F019|F051|19|0.77065
2018|0|F019|F051|20|0.72953
2018|0|F019|F058|04|0.76534
2018|0|F019|F058|11|0.74084
2018|0|F019|F058|19|0.77065
2018|0|F019|F058|20|0.72953
2018|0|F019|F059|04|0.76534
2018|0|F019|F059|11|0.74084
2018|0|F019|F059|19|0.77065
2018|0|F019|F059|20|0.72953
2018|0|F019|N390|04|0.81695
2018|0|F019|N390|19|0.85626
2018|0|F050|F060|19|0.67639
2018|0|F050|F061|19|0.67639
2018|0|F050|F062|19|0.67639
2018|0|F050|F063|19|0.67639
2018|0|F050|F064|19|0.67639
2018|0|F050|F065|19|0.67639
2018|0|F050|F066|19|0.67639
2018|0|F050|F067|19|0.67639
2018|0|F050|F068|19|0.67639
2018|0|F050|G300|04|0.76534
2018|0|F050|G300|11|0.74084
2018|0|F050|G300|19|0.77065
2018|0|F050|G300|20|0.72953
2018|0|F050|G301|04|0.76534
2018|0|F050|G301|11|0.74084
2018|0|F050|G301|19|0.77065
2018|0|F050|G301|20|0.72953
2018|0|F050|G3080|04|0.76534
2018|0|F050|G3080|11|0.74084
2018|0|F050|G3080|19|0.77065
2018|0|F050|G3080|20|0.72953
2018|0|F050|G3081|04|0.76534
2018|0|F050|G3081|11|0.74084
2018|0|F050|G3081|19|0.77065
2018|0|F050|G3081|20|0.72953
2018|0|F050|G3082|04|0.76534
2018|0|F050|G3082|11|0.74084
2018|0|F050|G3082|19|0.77065
2018|0|F050|G3082|20|0.72953
2018|0|F050|G3088|04|0.76534
2018|0|F050|G3088|11|0.74084
2018|0|F050|G3088|19|0.77065
2018|0|F050|G3088|20|0.72953
2018|0|F050|G309|04|0.76534
2018|0|F050|G309|11|0.74084
2018|0|F050|G309|19|0.77065
2018|0|F050|G309|20|0.72953
2018|0|F050|I100|04|0.82042
2018|0|F050|I100|06|0.78021
2018|0|F050|I210|04|0.84107
2018|0|F050|I210|11|0.70812
2018|0|F050|I211|04|0.84107
2018|0|F050|I211|11|0.70812
2018|0|F050|I212|04|0.84107
2018|0|F050|I212|11|0.70812
2018|0|F050|I213|04|0.84107
2018|0|F050|I213|11|0.70812
2018|0|F050|I214|04|0.84107
2018|0|F050|I214|11|0.70812
2018|0|F050|I219|04|0.84107
2018|0|F050|I219|11|0.70812
2018|0|F050|I220|04|0.84107
2018|0|F050|I220|11|0.70812
2018|0|F050|I221|04|0.84107
2018|0|F050|I221|11|0.70812
2018|0|F050|I228|04|0.84107
2018|0|F050|I228|11|0.70812
2018|0|F050|I229|04|0.84107
2018|0|F050|I229|11|0.70812
2018|0|F050|I4800|04|0.91178
2018|0|F050|I4800|20|0.80851
2018|0|F050|I4801|04|0.91178
2018|0|F050|I4801|20|0.80851
2018|0|F050|I4802|04|0.91178
2018|0|F050|I4802|20|0.80851
2018|0|F050|I483|04|0.91178
2018|0|F050|I483|20|0.80851
2018|0|F050|I484|04|0.91178
2018|0|F050|I484|20|0.80851
2018|0|F050|I4890|04|0.91178
2018|0|F050|I4890|20|0.80851
2018|0|F050|I4891|04|0.91178
2018|0|F050|I4891|20|0.80851
2018|0|F050|I500|05|0.87848
2018|0|F050|I500|06|0.68165
2018|0|F050|I500|08|0.77256
2018|0|F050|I500|09|0.73625
2018|0|F050|I500|10|0.69138
2018|0|F050|I500|11|0.81958
2018|0|F050|I500|19|0.72376
2018|0|F050|J13|01|0.64791
2018|0|F050|J13|05|0.94193
2018|0|F050|J13|11|0.833
2018|0|F050|J13|19|1.13283
2018|0|F050|J13|20|0.71355
2018|0|F050|J14|01|0.64791
2018|0|F050|J14|05|0.94193
2018|0|F050|J14|11|0.833
2018|0|F050|J14|19|1.13283
2018|0|F050|J14|20|0.71355
2018|0|F050|J150|01|0.64791
2018|0|F050|J150|05|0.94193
2018|0|F050|J150|11|0.833
2018|0|F050|J150|19|1.13283
2018|0|F050|J150|20|0.71355
2018|0|F050|J151|01|0.64791
2018|0|F050|J151|05|0.94193
2018|0|F050|J151|11|0.833
2018|0|F050|J151|19|1.13283
2018|0|F050|J151|20|0.71355
2018|0|F050|J152|01|0.64791
2018|0|F050|J152|05|0.94193
2018|0|F050|J152|11|0.833
2018|0|F050|J152|19|1.13283
2018|0|F050|J152|20|0.71355
2018|0|F050|J153|01|0.64791
2018|0|F050|J153|05|0.94193
2018|0|F050|J153|11|0.833
2018|0|F050|J153|19|1.13283
2018|0|F050|J153|20|0.71355
2018|0|F050|J154|01|0.64791
2018|0|F050|J154|05|0.94193
2018|0|F050|J154|11|0.833
2018|0|F050|J154|19|1.13283
2018|0|F050|J154|20|0.71355
2018|0|F050|J155|01|0.64791
2018|0|F050|J155|05|0.94193
2018|0|F050|J155|11|0.833
2018|0|F050|J155|19|1.13283
2018|0|F050|J155|20|0.71355
2018|0|F050|J156|01|0.64791
2018|0|F050|J156|05|0.94193
2018|0|F050|J156|11|0.833
2018|0|F050|J156|19|1.13283
2018|0|F050|J156|20|0.71355
2018|0|F050|J157|01|0.64791
2018|0|F050|J157|05|0.94193
2018|0|F050|J157|11|0.833
2018|0|F050|J157|19|1.13283
2018|0|F050|J157|20|0.71355
2018|0|F050|J158|01|0.64791
2018|0|F050|J158|05|0.94193
2018|0|F050|J158|11|0.833
2018|0|F050|J158|19|1.13283
2018|0|F050|J158|20|0.71355
2018|0|F050|J159|01|0.64791
2018|0|F050|J159|05|0.94193
2018|0|F050|J159|11|0.833
2018|0|F050|J159|19|1.13283
2018|0|F050|J159|20|0.71355
2018|0|F050|J160|01|0.64791
2018|0|F050|J160|05|0.94193
2018|0|F050|J160|11|0.833
2018|0|F050|J160|19|1.13283
2018|0|F050|J160|20|0.71355
2018|0|F050|J168|01|0.64791
2018|0|F050|J168|05|0.94193
2018|0|F050|J168|11|0.833
2018|0|F050|J168|19|1.13283
2018|0|F050|J168|20|0.71355
2018|0|F050|J178|01|0.64791
2018|0|F050|J178|05|0.94193
2018|0|F050|J178|11|0.833
2018|0|F050|J178|19|1.13283
2018|0|F050|J178|20|0.71355
2018|0|F050|J180|01|0.64791
2018|0|F050|J180|05|0.94193
2018|0|F050|J180|11|0.833
2018|0|F050|J180|19|1.13283
2018|0|F050|J180|20|0.71355
2018|0|F050|J181|01|0.64791
2018|0|F050|J181|05|0.94193
2018|0|F050|J181|11|0.833
2018|0|F050|J181|19|1.13283
2018|0|F050|J181|20|0.71355
2018|0|F050|J182|01|0.64791
2018|0|F050|J182|05|0.94193
2018|0|F050|J182|11|0.833
2018|0|F050|J182|19|1.13283
2018|0|F050|J182|20|0.71355
2018|0|F050|J188|01|0.64791
2018|0|F050|J188|05|0.94193
2018|0|F050|J188|11|0.833
2018|0|F050|J188|19|1.13283
2018|0|F050|J188|20|0.71355
2018|0|F050|J189|01|0.64791
2018|0|F050|J189|05|0.94193
2018|0|F050|J189|11|0.833
2018|0|F050|J189|19|1.13283
2018|0|F050|J189|20|0.71355
2018|0|F050|J440|05|0.84672
2018|0|F050|J441|05|0.84672
2018|0|F050|J448|05|0.84672
2018|0|F050|J690|04|0.82576
2018|0|F050|J690|11|0.68756
2018|0|F050|J691|04|0.82576
2018|0|F050|J691|11|0.68756
2018|0|F050|J698|04|0.82576
2018|0|F050|J698|11|0.68756
2018|0|F050|K913|06|0.71946
2018|0|F050|L891|11|0.62801
2018|0|F050|L892|11|0.62801
2018|0|F050|L893|11|0.62801
2018|0|F050|L898|11|0.62801
2018|0|F050|N170|04|0.92235
2018|0|F050|N170|09|0.76185
2018|0|F050|N170|11|0.77901
2018|0|F050|N170|19|0.88748
2018|0|F050|N171|04|0.92235
2018|0|F050|N171|09|0.76185
2018|0|F050|N171|11|0.77901
2018|0|F050|N171|19|0.88748
2018|0|F050|N172|04|0.92235
2018|0|F050|N172|09|0.76185
2018|0|F050|N172|11|0.77901
2018|0|F050|N172|19|0.88748
2018|0|F050|N178|04|0.92235
2018|0|F050|N178|09|0.76185
2018|0|F050|N178|11|0.77901
2018|0|F050|N178|19|0.88748
2018|0|F050|N179|04|0.92235
2018|0|F050|N179|09|0.76185
2018|0|F050|N179|11|0.77901
2018|0|F050|N179|19|0.88748
2018|0|F050|N390|01|0.923
2018|0|F050|N390|05|0.86755
2018|0|F050|N390|10|0.74357
2018|0|F050|N390|11|1.13905
2018|0|F050|N390|19|0.91962
2018|0|F050|N390|20|0.78264
2018|0|F050|R000|04|0.78659
2018|0|F050|R000|19|0.88369
2018|0|F050|R33|05|0.90913
2018|0|F050|R33|16|1.26757
2018|0|F050|R33|20|0.87452
2018|0|F050|R410|19|0.88713
2018|0|F050|R64|04|0.79211
2018|0|F050|R64|05|2.72153
2018|0|F050|S12000|19|1.09045
2018|0|F050|S12001|19|1.09045
2018|0|F050|S12100|19|1.09045
2018|0|F050|S12101|19|1.09045
2018|0|F050|S12200|19|1.09045
2018|0|F050|S12201|19|1.09045
2018|0|F050|S12210|19|1.09045
2018|0|F050|S12211|19|1.09045
2018|0|F050|S12700|19|1.09045
2018|0|F050|S12701|19|1.09045
2018|0|F050|S22000|19|1.09045
2018|0|F050|S22001|19|1.09045
2018|0|F050|S22010|19|1.09045
2018|0|F050|S22011|19|1.09045
2018|0|F050|S22090|19|1.09045
2018|0|F050|S22091|19|1.09045
2018|0|F050|S22100|19|1.09045
2018|0|F050|S22101|19|1.09045
2018|0|F050|S32000|19|1.09045
2018|0|F050|S32001|19|1.09045
2018|0|F050|S32010|19|1.09045
2018|0|F050|S32011|19|1.09045
2018|0|F050|S32020|19|1.09045
2018|0|F050|S32021|19|1.09045
2018|0|F050|S32030|19|1.09045
2018|0|F050|S32031|19|1.09045
2018|0|F050|S32040|19|1.09045
2018|0|F050|S32041|19|1.09045
2018|0|F050|S32090|19|1.09045
2018|0|F050|S32091|19|1.09045
2018|0|F050|S32300|19|0.91249
2018|0|F050|S32301|19|0.91249
2018|0|F050|S32400|19|0.91249
2018|0|F050|S32401|19|0.91249
2018|0|F050|S32500|19|0.91249
2018|0|F050|S32501|19|0.91249
2018|0|F050|S32700|19|1.09045
2018|0|F050|S32701|19|1.09045
2018|0|F050|S72000|20|0.53027
2018|0|F050|S72001|20|0.53027
2018|0|F050|S72010|20|0.53027
2018|0|F050|S72011|20|0.53027
2018|0|F050|S72080|20|0.53027
2018|0|F050|S72081|20|0.53027
2018|0|F050|S72090|20|0.53027
2018|0|F050|S72091|20|0.53027
2018|0|F050|S72100|20|0.53027
2018|0|F050|S72101|20|0.53027
2018|0|F050|S72190|20|0.53027
2018|0|F050|S72191|20|0.53027
2018|0|F050|S72200|20|0.53027
2018|0|F050|S72201|20|0.53027
2018|0|F050|S72300|20|0.53027
2018|0|F050|S72301|20|0.53027
2018|0|F050|S72400|20|0.53027
2018|0|F050|S72401|20|0.53027
2018|0|F050|S72410|20|0.53027
2018|0|F050|S72411|20|0.53027
2018|0|F050|S72420|20|0.53027
2018|0|F050|S72421|20|0.53027
2018|0|F050|S72490|20|0.53027
2018|0|F050|S72491|20|0.53027
2018|0|F050|S72700|20|0.53027
2018|0|F050|S72701|20|0.53027
2018|0|F050|S72800|20|0.53027
2018|0|F050|S72801|20|0.53027
2018|0|F050|S72900|20|0.53027
2018|0|F050|S72901|20|0.53027
2018|0|F050|Z501|01|0.88631
2018|0|F050|Z501|19|0.74067
2018|0|F050|Z515|01|0.75187
2018|0|F050|Z515|15|0.64804
2018|0|F050|Z515|19|0.98711
2018|0|F050|Z515|20|0.87975
2018|0|F051|F060|19|0.67639
2018|0|F051|F061|19|0.67639
2018|0|F051|F062|19|0.67639
2018|0|F051|F063|19|0.67639
2018|0|F051|F064|19|0.67639
2018|0|F051|F065|19|0.67639
2018|0|F051|F066|19|0.67639
2018|0|F051|F067|19|0.67639
2018|0|F051|F068|19|0.67639
2018|0|F051|G300|04|0.76534
2018|0|F051|G300|11|0.74084
2018|0|F051|G300|19|0.77065
2018|0|F051|G300|20|0.72953
2018|0|F051|G301|04|0.76534
2018|0|F051|G301|11|0.74084
2018|0|F051|G301|19|0.77065
2018|0|F051|G301|20|0.72953
2018|0|F051|G3080|04|0.76534
2018|0|F051|G3080|11|0.74084
2018|0|F051|G3080|19|0.77065
2018|0|F051|G3080|20|0.72953
2018|0|F051|G3081|04|0.76534
2018|0|F051|G3081|11|0.74084
2018|0|F051|G3081|19|0.77065
2018|0|F051|G3081|20|0.72953
2018|0|F051|G3082|04|0.76534
2018|0|F051|G3082|11|0.74084
2018|0|F051|G3082|19|0.77065
2018|0|F051|G3082|20|0.72953
2018|0|F051|G3088|04|0.76534
2018|0|F051|G3088|11|0.74084
2018|0|F051|G3088|19|0.77065
2018|0|F051|G3088|20|0.72953
2018|0|F051|G309|04|0.76534
2018|0|F051|G309|11|0.74084
2018|0|F051|G309|19|0.77065
2018|0|F051|G309|20|0.72953
2018|0|F051|I100|04|0.82042
2018|0|F051|I100|06|0.78021
2018|0|F051|I210|04|0.84107
2018|0|F051|I210|11|0.70812
2018|0|F051|I211|04|0.84107
2018|0|F051|I211|11|0.70812
2018|0|F051|I212|04|0.84107
2018|0|F051|I212|11|0.70812
2018|0|F051|I213|04|0.84107
2018|0|F051|I213|11|0.70812
2018|0|F051|I214|04|0.84107
2018|0|F051|I214|11|0.70812
2018|0|F051|I219|04|0.84107
2018|0|F051|I219|11|0.70812
2018|0|F051|I220|04|0.84107
2018|0|F051|I220|11|0.70812
2018|0|F051|I221|04|0.84107
2018|0|F051|I221|11|0.70812
2018|0|F051|I228|04|0.84107
2018|0|F051|I228|11|0.70812
2018|0|F051|I229|04|0.84107
2018|0|F051|I229|11|0.70812
2018|0|F051|I4800|04|0.91178
2018|0|F051|I4800|20|0.80851
2018|0|F051|I4801|04|0.91178
2018|0|F051|I4801|20|0.80851
2018|0|F051|I4802|04|0.91178
2018|0|F051|I4802|20|0.80851
2018|0|F051|I483|04|0.91178
2018|0|F051|I483|20|0.80851
2018|0|F051|I484|04|0.91178
2018|0|F051|I484|20|0.80851
2018|0|F051|I4890|04|0.91178
2018|0|F051|I4890|20|0.80851
2018|0|F051|I4891|04|0.91178
2018|0|F051|I4891|20|0.80851
2018|0|F051|I500|05|0.87848
2018|0|F051|I500|06|0.68165
2018|0|F051|I500|08|0.77256
2018|0|F051|I500|09|0.73625
2018|0|F051|I500|10|0.69138
2018|0|F051|I500|11|0.81958
2018|0|F051|I500|19|0.72376
2018|0|F051|J13|01|0.64791
2018|0|F051|J13|05|0.94193
2018|0|F051|J13|11|0.833
2018|0|F051|J13|19|1.13283
2018|0|F051|J13|20|0.71355
2018|0|F051|J14|01|0.64791
2018|0|F051|J14|05|0.94193
2018|0|F051|J14|11|0.833
2018|0|F051|J14|19|1.13283
2018|0|F051|J14|20|0.71355
2018|0|F051|J150|01|0.64791
2018|0|F051|J150|05|0.94193
2018|0|F051|J150|11|0.833
2018|0|F051|J150|19|1.13283
2018|0|F051|J150|20|0.71355
2018|0|F051|J151|01|0.64791
2018|0|F051|J151|05|0.94193
2018|0|F051|J151|11|0.833
2018|0|F051|J151|19|1.13283
2018|0|F051|J151|20|0.71355
2018|0|F051|J152|01|0.64791
2018|0|F051|J152|05|0.94193
2018|0|F051|J152|11|0.833
2018|0|F051|J152|19|1.13283
2018|0|F051|J152|20|0.71355
2018|0|F051|J153|01|0.64791
2018|0|F051|J153|05|0.94193
2018|0|F051|J153|11|0.833
2018|0|F051|J153|19|1.13283
2018|0|F051|J153|20|0.71355
2018|0|F051|J154|01|0.64791
2018|0|F051|J154|05|0.94193
2018|0|F051|J154|11|0.833
2018|0|F051|J154|19|1.13283
2018|0|F051|J154|20|0.71355
2018|0|F051|J155|01|0.64791
2018|0|F051|J155|05|0.94193
2018|0|F051|J155|11|0.833
2018|0|F051|J155|19|1.13283
2018|0|F051|J155|20|0.71355
2018|0|F051|J156|01|0.64791
2018|0|F051|J156|05|0.94193
2018|0|F051|J156|11|0.833
2018|0|F051|J156|19|1.13283
2018|0|F051|J156|20|0.71355
2018|0|F051|J157|01|0.64791
2018|0|F051|J157|05|0.94193
2018|0|F051|J157|11|0.833
2018|0|F051|J157|19|1.13283
2018|0|F051|J157|20|0.71355
2018|0|F051|J158|01|0.64791
2018|0|F051|J158|05|0.94193
2018|0|F051|J158|11|0.833
2018|0|F051|J158|19|1.13283
2018|0|F051|J158|20|0.71355
2018|0|F051|J159|01|0.64791
2018|0|F051|J159|05|0.94193
2018|0|F051|J159|11|0.833
2018|0|F051|J159|19|1.13283
2018|0|F051|J159|20|0.71355
2018|0|F051|J160|01|0.64791
2018|0|F051|J160|05|0.94193
2018|0|F051|J160|11|0.833
2018|0|F051|J160|19|1.13283
2018|0|F051|J160|20|0.71355
2018|0|F051|J168|01|0.64791
2018|0|F051|J168|05|0.94193
2018|0|F051|J168|11|0.833
2018|0|F051|J168|19|1.13283
2018|0|F051|J168|20|0.71355
2018|0|F051|J178|01|0.64791
2018|0|F051|J178|05|0.94193
2018|0|F051|J178|11|0.833
2018|0|F051|J178|19|1.13283
2018|0|F051|J178|20|0.71355
2018|0|F051|J180|01|0.64791
2018|0|F051|J180|05|0.94193
2018|0|F051|J180|11|0.833
2018|0|F051|J180|19|1.13283
2018|0|F051|J180|20|0.71355
2018|0|F051|J181|01|0.64791
2018|0|F051|J181|05|0.94193
2018|0|F051|J181|11|0.833
2018|0|F051|J181|19|1.13283
2018|0|F051|J181|20|0.71355
2018|0|F051|J182|01|0.64791
2018|0|F051|J182|05|0.94193
2018|0|F051|J182|11|0.833
2018|0|F051|J182|19|1.13283
2018|0|F051|J182|20|0.71355
2018|0|F051|J188|01|0.64791
2018|0|F051|J188|05|0.94193
2018|0|F051|J188|11|0.833
2018|0|F051|J188|19|1.13283
2018|0|F051|J188|20|0.71355
2018|0|F051|J189|01|0.64791
2018|0|F051|J189|05|0.94193
2018|0|F051|J189|11|0.833
2018|0|F051|J189|19|1.13283
2018|0|F051|J189|20|0.71355
2018|0|F051|J440|05|0.84672
2018|0|F051|J441|05|0.84672
2018|0|F051|J448|05|0.84672
2018|0|F051|J690|04|0.82576
2018|0|F051|J690|11|0.68756
2018|0|F051|J691|04|0.82576
2018|0|F051|J691|11|0.68756
2018|0|F051|J698|04|0.82576
2018|0|F051|J698|11|0.68756
2018|0|F051|K913|06|0.71946
2018|0|F051|L891|11|0.62801
2018|0|F051|L892|11|0.62801
2018|0|F051|L893|11|0.62801
2018|0|F051|L898|11|0.62801
2018|0|F051|N170|04|0.92235
2018|0|F051|N170|09|0.76185
2018|0|F051|N170|11|0.77901
2018|0|F051|N170|19|0.88748
2018|0|F051|N171|04|0.92235
2018|0|F051|N171|09|0.76185
2018|0|F051|N171|11|0.77901
2018|0|F051|N171|19|0.88748
2018|0|F051|N172|04|0.92235
2018|0|F051|N172|09|0.76185
2018|0|F051|N172|11|0.77901
2018|0|F051|N172|19|0.88748
2018|0|F051|N178|04|0.92235
2018|0|F051|N178|09|0.76185
2018|0|F051|N178|11|0.77901
2018|0|F051|N178|19|0.88748
2018|0|F051|N179|04|0.92235
2018|0|F051|N179|09|0.76185
2018|0|F051|N179|11|0.77901
2018|0|F051|N179|19|0.88748
2018|0|F051|N390|01|0.923
2018|0|F051|N390|05|0.86755
2018|0|F051|N390|10|0.74357
2018|0|F051|N390|11|1.13905
2018|0|F051|N390|19|0.91962
2018|0|F051|N390|20|0.78264
2018|0|F051|R000|04|0.78659
2018|0|F051|R000|19|0.88369
2018|0|F051|R33|05|0.90913
2018|0|F051|R33|16|1.26757
2018|0|F051|R33|20|0.87452
2018|0|F051|R410|19|0.88713
2018|0|F051|R64|04|0.79211
2018|0|F051|R64|05|2.72153
2018|0|F051|S12000|19|1.09045
2018|0|F051|S12001|19|1.09045
2018|0|F051|S12100|19|1.09045
2018|0|F051|S12101|19|1.09045
2018|0|F051|S12200|19|1.09045
2018|0|F051|S12201|19|1.09045
2018|0|F051|S12210|19|1.09045
2018|0|F051|S12211|19|1.09045
2018|0|F051|S12700|19|1.09045
2018|0|F051|S12701|19|1.09045
2018|0|F051|S22000|19|1.09045
2018|0|F051|S22001|19|1.09045
2018|0|F051|S22010|19|1.09045
2018|0|F051|S22011|19|1.09045
2018|0|F051|S22090|19|1.09045
2018|0|F051|S22091|19|1.09045
2018|0|F051|S22100|19|1.09045
2018|0|F051|S22101|19|1.09045
2018|0|F051|S32000|19|1.09045
2018|0|F051|S32001|19|1.09045
2018|0|F051|S32010|19|1.09045
2018|0|F051|S32011|19|1.09045
2018|0|F051|S32020|19|1.09045
2018|0|F051|S32021|19|1.09045
2018|0|F051|S32030|19|1.09045
2018|0|F051|S32031|19|1.09045
2018|0|F051|S32040|19|1.09045
2018|0|F051|S32041|19|1.09045
2018|0|F051|S32090|19|1.09045
2018|0|F051|S32091|19|1.09045
2018|0|F051|S32300|19|0.91249
2018|0|F051|S32301|19|0.91249
2018|0|F051|S32400|19|0.91249
2018|0|F051|S32401|19|0.91249
2018|0|F051|S32500|19|0.91249
2018|0|F051|S32501|19|0.91249
2018|0|F051|S32700|19|1.09045
2018|0|F051|S32701|19|1.09045
2018|0|F051|S72000|20|0.53027
2018|0|F051|S72001|20|0.53027
2018|0|F051|S72010|20|0.53027
2018|0|F051|S72011|20|0.53027
2018|0|F051|S72080|20|0.53027
2018|0|F051|S72081|20|0.53027
2018|0|F051|S72090|20|0.53027
2018|0|F051|S72091|20|0.53027
2018|0|F051|S72100|20|0.53027
2018|0|F051|S72101|20|0.53027
2018|0|F051|S72190|20|0.53027
2018|0|F051|S72191|20|0.53027
2018|0|F051|S72200|20|0.53027
2018|0|F051|S72201|20|0.53027
2018|0|F051|S72300|20|0.53027
2018|0|F051|S72301|20|0.53027
2018|0|F051|S72400|20|0.53027
2018|0|F051|S72401|20|0.53027
2018|0|F051|S72410|20|0.53027
2018|0|F051|S72411|20|0.53027
2018|0|F051|S72420|20|0.53027
2018|0|F051|S72421|20|0.53027
2018|0|F051|S72490|20|0.53027
2018|0|F051|S72491|20|0.53027
2018|0|F051|S72700|20|0.53027
2018|0|F051|S72701|20|0.53027
2018|0|F051|S72800|20|0.53027
2018|0|F051|S72801|20|0.53027
2018|0|F051|S72900|20|0.53027
2018|0|F051|S72901|20|0.53027
2018|0|F051|Z501|01|0.88631
2018|0|F051|Z501|19|0.74067
2018|0|F051|Z515|01|0.75187
2018|0|F051|Z515|15|0.64804
2018|0|F051|Z515|19|0.98711
2018|0|F051|Z515|20|0.87975
2018|0|F058|F060|19|0.67639
2018|0|F058|F061|19|0.67639
2018|0|F058|F062|19|0.67639
2018|0|F058|F063|19|0.67639
2018|0|F058|F064|19|0.67639
2018|0|F058|F065|19|0.67639
2018|0|F058|F066|19|0.67639
2018|0|F058|F067|19|0.67639
2018|0|F058|F068|19|0.67639
2018|0|F058|G300|04|0.76534
2018|0|F058|G300|11|0.74084
2018|0|F058|G300|19|0.77065
2018|0|F058|G300|20|0.72953
2018|0|F058|G301|04|0.76534
2018|0|F058|G301|11|0.74084
2018|0|F058|G301|19|0.77065
2018|0|F058|G301|20|0.72953
2018|0|F058|G3080|04|0.76534
2018|0|F058|G3080|11|0.74084
2018|0|F058|G3080|19|0.77065
2018|0|F058|G3080|20|0.72953
2018|0|F058|G3081|04|0.76534
2018|0|F058|G3081|11|0.74084
2018|0|F058|G3081|19|0.77065
2018|0|F058|G3081|20|0.72953
2018|0|F058|G3082|04|0.76534
2018|0|F058|G3082|11|0.74084
2018|0|F058|G3082|19|0.77065
2018|0|F058|G3082|20|0.72953
2018|0|F058|G3088|04|0.76534
2018|0|F058|G3088|11|0.74084
2018|0|F058|G3088|19|0.77065
2018|0|F058|G3088|20|0.72953
2018|0|F058|G309|04|0.76534
2018|0|F058|G309|11|0.74084
2018|0|F058|G309|19|0.77065
2018|0|F058|G309|20|0.72953
2018|0|F058|I100|04|0.82042
2018|0|F058|I100|06|0.78021
2018|0|F058|I210|04|0.84107
2018|0|F058|I210|11|0.70812
2018|0|F058|I211|04|0.84107
2018|0|F058|I211|11|0.70812
2018|0|F058|I212|04|0.84107
2018|0|F058|I212|11|0.70812
2018|0|F058|I213|04|0.84107
2018|0|F058|I213|11|0.70812
2018|0|F058|I214|04|0.84107
2018|0|F058|I214|11|0.70812
2018|0|F058|I219|04|0.84107
2018|0|F058|I219|11|0.70812
2018|0|F058|I220|04|0.84107
2018|0|F058|I220|11|0.70812
2018|0|F058|I221|04|0.84107
2018|0|F058|I221|11|0.70812
2018|0|F058|I228|04|0.84107
2018|0|F058|I228|11|0.70812
2018|0|F058|I229|04|0.84107
2018|0|F058|I229|11|0.70812
2018|0|F058|I4800|04|0.91178
2018|0|F058|I4800|20|0.80851
2018|0|F058|I4801|04|0.91178
2018|0|F058|I4801|20|0.80851
2018|0|F058|I4802|04|0.91178
2018|0|F058|I4802|20|0.80851
2018|0|F058|I483|04|0.91178
2018|0|F058|I483|20|0.80851
2018|0|F058|I484|04|0.91178
2018|0|F058|I484|20|0.80851
2018|0|F058|I4890|04|0.91178
2018|0|F058|I4890|20|0.80851
2018|0|F058|I4891|04|0.91178
2018|0|F058|I4891|20|0.80851
2018|0|F058|I500|05|0.87848
2018|0|F058|I500|06|0.68165
2018|0|F058|I500|08|0.77256
2018|0|F058|I500|09|0.73625
2018|0|F058|I500|10|0.69138
2018|0|F058|I500|11|0.81958
2018|0|F058|I500|19|0.72376
2018|0|F058|J13|01|0.64791
2018|0|F058|J13|05|0.94193
2018|0|F058|J13|11|0.833
2018|0|F058|J13|19|1.13283
2018|0|F058|J13|20|0.71355
2018|0|F058|J14|01|0.64791
2018|0|F058|J14|05|0.94193
2018|0|F058|J14|11|0.833
2018|0|F058|J14|19|1.13283
2018|0|F058|J14|20|0.71355
2018|0|F058|J150|01|0.64791
2018|0|F058|J150|05|0.94193
2018|0|F058|J150|11|0.833
2018|0|F058|J150|19|1.13283
2018|0|F058|J150|20|0.71355
2018|0|F058|J151|01|0.64791
2018|0|F058|J151|05|0.94193
2018|0|F058|J151|11|0.833
2018|0|F058|J151|19|1.13283
2018|0|F058|J151|20|0.71355
2018|0|F058|J152|01|0.64791
2018|0|F058|J152|05|0.94193
2018|0|F058|J152|11|0.833
2018|0|F058|J152|19|1.13283
2018|0|F058|J152|20|0.71355
2018|0|F058|J153|01|0.64791
2018|0|F058|J153|05|0.94193
2018|0|F058|J153|11|0.833
2018|0|F058|J153|19|1.13283
2018|0|F058|J153|20|0.71355
2018|0|F058|J154|01|0.64791
2018|0|F058|J154|05|0.94193
2018|0|F058|J154|11|0.833
2018|0|F058|J154|19|1.13283
2018|0|F058|J154|20|0.71355
2018|0|F058|J155|01|0.64791
2018|0|F058|J155|05|0.94193
2018|0|F058|J155|11|0.833
2018|0|F058|J155|19|1.13283
2018|0|F058|J155|20|0.71355
2018|0|F058|J156|01|0.64791
2018|0|F058|J156|05|0.94193
2018|0|F058|J156|11|0.833
2018|0|F058|J156|19|1.13283
2018|0|F058|J156|20|0.71355
2018|0|F058|J157|01|0.64791
2018|0|F058|J157|05|0.94193
2018|0|F058|J157|11|0.833
2018|0|F058|J157|19|1.13283
2018|0|F058|J157|20|0.71355
2018|0|F058|J158|01|0.64791
2018|0|F058|J158|05|0.94193
2018|0|F058|J158|11|0.833
2018|0|F058|J158|19|1.13283
2018|0|F058|J158|20|0.71355
2018|0|F058|J159|01|0.64791
2018|0|F058|J159|05|0.94193
2018|0|F058|J159|11|0.833
2018|0|F058|J159|19|1.13283
2018|0|F058|J159|20|0.71355
2018|0|F058|J160|01|0.64791
2018|0|F058|J160|05|0.94193
2018|0|F058|J160|11|0.833
2018|0|F058|J160|19|1.13283
2018|0|F058|J160|20|0.71355
2018|0|F058|J168|01|0.64791
2018|0|F058|J168|05|0.94193
2018|0|F058|J168|11|0.833
2018|0|F058|J168|19|1.13283
2018|0|F058|J168|20|0.71355
2018|0|F058|J178|01|0.64791
2018|0|F058|J178|05|0.94193
2018|0|F058|J178|11|0.833
2018|0|F058|J178|19|1.13283
2018|0|F058|J178|20|0.71355
2018|0|F058|J180|01|0.64791
2018|0|F058|J180|05|0.94193
2018|0|F058|J180|11|0.833
2018|0|F058|J180|19|1.13283
2018|0|F058|J180|20|0.71355
2018|0|F058|J181|01|0.64791
2018|0|F058|J181|05|0.94193
2018|0|F058|J181|11|0.833
2018|0|F058|J181|19|1.13283
2018|0|F058|J181|20|0.71355
2018|0|F058|J182|01|0.64791
2018|0|F058|J182|05|0.94193
2018|0|F058|J182|11|0.833
2018|0|F058|J182|19|1.13283
2018|0|F058|J182|20|0.71355
2018|0|F058|J188|01|0.64791
2018|0|F058|J188|05|0.94193
2018|0|F058|J188|11|0.833
2018|0|F058|J188|19|1.13283
2018|0|F058|J188|20|0.71355
2018|0|F058|J189|01|0.64791
2018|0|F058|J189|05|0.94193
2018|0|F058|J189|11|0.833
2018|0|F058|J189|19|1.13283
2018|0|F058|J189|20|0.71355
2018|0|F058|J440|05|0.84672
2018|0|F058|J441|05|0.84672
2018|0|F058|J448|05|0.84672
2018|0|F058|J690|04|0.82576
2018|0|F058|J690|11|0.68756
2018|0|F058|J691|04|0.82576
2018|0|F058|J691|11|0.68756
2018|0|F058|J698|04|0.82576
2018|0|F058|J698|11|0.68756
2018|0|F058|K913|06|0.71946
2018|0|F058|L891|11|0.62801
2018|0|F058|L892|11|0.62801
2018|0|F058|L893|11|0.62801
2018|0|F058|L898|11|0.62801
2018|0|F058|N170|04|0.92235
2018|0|F058|N170|09|0.76185
2018|0|F058|N170|11|0.77901
2018|0|F058|N170|19|0.88748
2018|0|F058|N171|04|0.92235
2018|0|F058|N171|09|0.76185
2018|0|F058|N171|11|0.77901
2018|0|F058|N171|19|0.88748
2018|0|F058|N172|04|0.92235
2018|0|F058|N172|09|0.76185
2018|0|F058|N172|11|0.77901
2018|0|F058|N172|19|0.88748
2018|0|F058|N178|04|0.92235
2018|0|F058|N178|09|0.76185
2018|0|F058|N178|11|0.77901
2018|0|F058|N178|19|0.88748
2018|0|F058|N179|04|0.92235
2018|0|F058|N179|09|0.76185
2018|0|F058|N179|11|0.77901
2018|0|F058|N179|19|0.88748
2018|0|F058|N390|01|0.923
2018|0|F058|N390|05|0.86755
2018|0|F058|N390|10|0.74357
2018|0|F058|N390|11|1.13905
2018|0|F058|N390|19|0.91962
2018|0|F058|N390|20|0.78264
2018|0|F058|R000|04|0.78659
2018|0|F058|R000|19|0.88369
2018|0|F058|R33|05|0.90913
2018|0|F058|R33|16|1.26757
2018|0|F058|R33|20|0.87452
2018|0|F058|R410|19|0.88713
2018|0|F058|R64|04|0.79211
2018|0|F058|R64|05|2.72153
2018|0|F058|S12000|19|1.09045
2018|0|F058|S12001|19|1.09045
2018|0|F058|S12100|19|1.09045
2018|0|F058|S12101|19|1.09045
2018|0|F058|S12200|19|1.09045
2018|0|F058|S12201|19|1.09045
2018|0|F058|S12210|19|1.09045
2018|0|F058|S12211|19|1.09045
2018|0|F058|S12700|19|1.09045
2018|0|F058|S12701|19|1.09045
2018|0|F058|S22000|19|1.09045
2018|0|F058|S22001|19|1.09045
2018|0|F058|S22010|19|1.09045
2018|0|F058|S22011|19|1.09045
2018|0|F058|S22090|19|1.09045
2018|0|F058|S22091|19|1.09045
2018|0|F058|S22100|19|1.09045
2018|0|F058|S22101|19|1.09045
2018|0|F058|S32000|19|1.09045
2018|0|F058|S32001|19|1.09045
2018|0|F058|S32010|19|1.09045
2018|0|F058|S32011|19|1.09045
2018|0|F058|S32020|19|1.09045
2018|0|F058|S32021|19|1.09045
2018|0|F058|S32030|19|1.09045
2018|0|F058|S32031|19|1.09045
2018|0|F058|S32040|19|1.09045
2018|0|F058|S32041|19|1.09045
2018|0|F058|S32090|19|1.09045
2018|0|F058|S32091|19|1.09045
2018|0|F058|S32300|19|0.91249
2018|0|F058|S32301|19|0.91249
2018|0|F058|S32400|19|0.91249
2018|0|F058|S32401|19|0.91249
2018|0|F058|S32500|19|0.91249
2018|0|F058|S32501|19|0.91249
2018|0|F058|S32700|19|1.09045
2018|0|F058|S32701|19|1.09045
2018|0|F058|S72000|20|0.53027
2018|0|F058|S72001|20|0.53027
2018|0|F058|S72010|20|0.53027
2018|0|F058|S72011|20|0.53027
2018|0|F058|S72080|20|0.53027
2018|0|F058|S72081|20|0.53027
2018|0|F058|S72090|20|0.53027
2018|0|F058|S72091|20|0.53027
2018|0|F058|S72100|20|0.53027
2018|0|F058|S72101|20|0.53027
2018|0|F058|S72190|20|0.53027
2018|0|F058|S72191|20|0.53027
2018|0|F058|S72200|20|0.53027
2018|0|F058|S72201|20|0.53027
2018|0|F058|S72300|20|0.53027
2018|0|F058|S72301|20|0.53027
2018|0|F058|S72400|20|0.53027
2018|0|F058|S72401|20|0.53027
2018|0|F058|S72410|20|0.53027
2018|0|F058|S72411|20|0.53027
2018|0|F058|S72420|20|0.53027
2018|0|F058|S72421|20|0.53027
2018|0|F058|S72490|20|0.53027
2018|0|F058|S72491|20|0.53027
2018|0|F058|S72700|20|0.53027
2018|0|F058|S72701|20|0.53027
2018|0|F058|S72800|20|0.53027
2018|0|F058|S72801|20|0.53027
2018|0|F058|S72900|20|0.53027
2018|0|F058|S72901|20|0.53027
2018|0|F058|Z501|01|0.88631
2018|0|F058|Z501|19|0.74067
2018|0|F058|Z515|01|0.75187
2018|0|F058|Z515|15|0.64804
2018|0|F058|Z515|19|0.98711
2018|0|F058|Z515|20|0.87975
2018|0|F059|F060|19|0.67639
2018|0|F059|F061|19|0.67639
2018|0|F059|F062|19|0.67639
2018|0|F059|F063|19|0.67639
2018|0|F059|F064|19|0.67639
2018|0|F059|F065|19|0.67639
2018|0|F059|F066|19|0.67639
2018|0|F059|F067|19|0.67639
2018|0|F059|F068|19|0.67639
2018|0|F059|G300|04|0.76534
2018|0|F059|G300|11|0.74084
2018|0|F059|G300|19|0.77065
2018|0|F059|G300|20|0.72953
2018|0|F059|G301|04|0.76534
2018|0|F059|G301|11|0.74084
2018|0|F059|G301|19|0.77065
2018|0|F059|G301|20|0.72953
2018|0|F059|G3080|04|0.76534
2018|0|F059|G3080|11|0.74084
2018|0|F059|G3080|19|0.77065
2018|0|F059|G3080|20|0.72953
2018|0|F059|G3081|04|0.76534
2018|0|F059|G3081|11|0.74084
2018|0|F059|G3081|19|0.77065
2018|0|F059|G3081|20|0.72953
2018|0|F059|G3082|04|0.76534
2018|0|F059|G3082|11|0.74084
2018|0|F059|G3082|19|0.77065
2018|0|F059|G3082|20|0.72953
2018|0|F059|G3088|04|0.76534
2018|0|F059|G3088|11|0.74084
2018|0|F059|G3088|19|0.77065
2018|0|F059|G3088|20|0.72953
2018|0|F059|G309|04|0.76534
2018|0|F059|G309|11|0.74084
2018|0|F059|G309|19|0.77065
2018|0|F059|G309|20|0.72953
2018|0|F059|I100|04|0.82042
2018|0|F059|I100|06|0.78021
2018|0|F059|I210|04|0.84107
2018|0|F059|I210|11|0.70812
2018|0|F059|I211|04|0.84107
2018|0|F059|I211|11|0.70812
2018|0|F059|I212|04|0.84107
2018|0|F059|I212|11|0.70812
2018|0|F059|I213|04|0.84107
2018|0|F059|I213|11|0.70812
2018|0|F059|I214|04|0.84107
2018|0|F059|I214|11|0.70812
2018|0|F059|I219|04|0.84107
2018|0|F059|I219|11|0.70812
2018|0|F059|I220|04|0.84107
2018|0|F059|I220|11|0.70812
2018|0|F059|I221|04|0.84107
2018|0|F059|I221|11|0.70812
2018|0|F059|I228|04|0.84107
2018|0|F059|I228|11|0.70812
2018|0|F059|I229|04|0.84107
2018|0|F059|I229|11|0.70812
2018|0|F059|I4800|04|0.91178
2018|0|F059|I4800|20|0.80851
2018|0|F059|I4801|04|0.91178
2018|0|F059|I4801|20|0.80851
2018|0|F059|I4802|04|0.91178
2018|0|F059|I4802|20|0.80851
2018|0|F059|I483|04|0.91178
2018|0|F059|I483|20|0.80851
2018|0|F059|I484|04|0.91178
2018|0|F059|I484|20|0.80851
2018|0|F059|I4890|04|0.91178
2018|0|F059|I4890|20|0.80851
2018|0|F059|I4891|04|0.91178
2018|0|F059|I4891|20|0.80851
2018|0|F059|I500|05|0.87848
2018|0|F059|I500|06|0.68165
2018|0|F059|I500|08|0.77256
2018|0|F059|I500|09|0.73625
2018|0|F059|I500|10|0.69138
2018|0|F059|I500|11|0.81958
2018|0|F059|I500|19|0.72376
2018|0|F059|J13|01|0.64791
2018|0|F059|J13|05|0.94193
2018|0|F059|J13|11|0.833
2018|0|F059|J13|19|1.13283
2018|0|F059|J13|20|0.71355
2018|0|F059|J14|01|0.64791
2018|0|F059|J14|05|0.94193
2018|0|F059|J14|11|0.833
2018|0|F059|J14|19|1.13283
2018|0|F059|J14|20|0.71355
2018|0|F059|J150|01|0.64791
2018|0|F059|J150|05|0.94193
2018|0|F059|J150|11|0.833
2018|0|F059|J150|19|1.13283
2018|0|F059|J150|20|0.71355
2018|0|F059|J151|01|0.64791
2018|0|F059|J151|05|0.94193
2018|0|F059|J151|11|0.833
2018|0|F059|J151|19|1.13283
2018|0|F059|J151|20|0.71355
2018|0|F059|J152|01|0.64791
2018|0|F059|J152|05|0.94193
2018|0|F059|J152|11|0.833
2018|0|F059|J152|19|1.13283
2018|0|F059|J152|20|0.71355
2018|0|F059|J153|01|0.64791
2018|0|F059|J153|05|0.94193
2018|0|F059|J153|11|0.833
2018|0|F059|J153|19|1.13283
2018|0|F059|J153|20|0.71355
2018|0|F059|J154|01|0.64791
2018|0|F059|J154|05|0.94193
2018|0|F059|J154|11|0.833
2018|0|F059|J154|19|1.13283
2018|0|F059|J154|20|0.71355
2018|0|F059|J155|01|0.64791
2018|0|F059|J155|05|0.94193
2018|0|F059|J155|11|0.833
2018|0|F059|J155|19|1.13283
2018|0|F059|J155|20|0.71355
2018|0|F059|J156|01|0.64791
2018|0|F059|J156|05|0.94193
2018|0|F059|J156|11|0.833
2018|0|F059|J156|19|1.13283
2018|0|F059|J156|20|0.71355
2018|0|F059|J157|01|0.64791
2018|0|F059|J157|05|0.94193
2018|0|F059|J157|11|0.833
2018|0|F059|J157|19|1.13283
2018|0|F059|J157|20|0.71355
2018|0|F059|J158|01|0.64791
2018|0|F059|J158|05|0.94193
2018|0|F059|J158|11|0.833
2018|0|F059|J158|19|1.13283
2018|0|F059|J158|20|0.71355
2018|0|F059|J159|01|0.64791
2018|0|F059|J159|05|0.94193
2018|0|F059|J159|11|0.833
2018|0|F059|J159|19|1.13283
2018|0|F059|J159|20|0.71355
2018|0|F059|J160|01|0.64791
2018|0|F059|J160|05|0.94193
2018|0|F059|J160|11|0.833
2018|0|F059|J160|19|1.13283
2018|0|F059|J160|20|0.71355
2018|0|F059|J168|01|0.64791
2018|0|F059|J168|05|0.94193
2018|0|F059|J168|11|0.833
2018|0|F059|J168|19|1.13283
2018|0|F059|J168|20|0.71355
2018|0|F059|J178|01|0.64791
2018|0|F059|J178|05|0.94193
2018|0|F059|J178|11|0.833
2018|0|F059|J178|19|1.13283
2018|0|F059|J178|20|0.71355
2018|0|F059|J180|01|0.64791
2018|0|F059|J180|05|0.94193
2018|0|F059|J180|11|0.833
2018|0|F059|J180|19|1.13283
2018|0|F059|J180|20|0.71355
2018|0|F059|J181|01|0.64791
2018|0|F059|J181|05|0.94193
2018|0|F059|J181|11|0.833
2018|0|F059|J181|19|1.13283
2018|0|F059|J181|20|0.71355
2018|0|F059|J182|01|0.64791
2018|0|F059|J182|05|0.94193
2018|0|F059|J182|11|0.833
2018|0|F059|J182|19|1.13283
2018|0|F059|J182|20|0.71355
2018|0|F059|J188|01|0.64791
2018|0|F059|J188|05|0.94193
2018|0|F059|J188|11|0.833
2018|0|F059|J188|19|1.13283
2018|0|F059|J188|20|0.71355
2018|0|F059|J189|01|0.64791
2018|0|F059|J189|05|0.94193
2018|0|F059|J189|11|0.833
2018|0|F059|J189|19|1.13283
2018|0|F059|J189|20|0.71355
2018|0|F059|J440|05|0.84672
2018|0|F059|J441|05|0.84672
2018|0|F059|J448|05|0.84672
2018|0|F059|J690|04|0.82576
2018|0|F059|J690|11|0.68756
2018|0|F059|J691|04|0.82576
2018|0|F059|J691|11|0.68756
2018|0|F059|J698|04|0.82576
2018|0|F059|J698|11|0.68756
2018|0|F059|K913|06|0.71946
2018|0|F059|L891|11|0.62801
2018|0|F059|L892|11|0.62801
2018|0|F059|L893|11|0.62801
2018|0|F059|L898|11|0.62801
2018|0|F059|N170|04|0.92235
2018|0|F059|N170|09|0.76185
2018|0|F059|N170|11|0.77901
2018|0|F059|N170|19|0.88748
2018|0|F059|N171|04|0.92235
2018|0|F059|N171|09|0.76185
2018|0|F059|N171|11|0.77901
2018|0|F059|N171|19|0.88748
2018|0|F059|N172|04|0.92235
2018|0|F059|N172|09|0.76185
2018|0|F059|N172|11|0.77901
2018|0|F059|N172|19|0.88748
2018|0|F059|N178|04|0.92235
2018|0|F059|N178|09|0.76185
2018|0|F059|N178|11|0.77901
2018|0|F059|N178|19|0.88748
2018|0|F059|N179|04|0.92235
2018|0|F059|N179|09|0.76185
2018|0|F059|N179|11|0.77901
2018|0|F059|N179|19|0.88748
2018|0|F059|N390|01|0.923
2018|0|F059|N390|05|0.86755
2018|0|F059|N390|10|0.74357
2018|0|F059|N390|11|1.13905
2018|0|F059|N390|19|0.91962
2018|0|F059|N390|20|0.78264
2018|0|F059|R000|04|0.78659
2018|0|F059|R000|19|0.88369
2018|0|F059|R33|05|0.90913
2018|0|F059|R33|16|1.26757
2018|0|F059|R33|20|0.87452
2018|0|F059|R410|19|0.88713
2018|0|F059|R64|04|0.79211
2018|0|F059|R64|05|2.72153
2018|0|F059|S12000|19|1.09045
2018|0|F059|S12001|19|1.09045
2018|0|F059|S12100|19|1.09045
2018|0|F059|S12101|19|1.09045
2018|0|F059|S12200|19|1.09045
2018|0|F059|S12201|19|1.09045
2018|0|F059|S12210|19|1.09045
2018|0|F059|S12211|19|1.09045
2018|0|F059|S12700|19|1.09045
2018|0|F059|S12701|19|1.09045
2018|0|F059|S22000|19|1.09045
2018|0|F059|S22001|19|1.09045
2018|0|F059|S22010|19|1.09045
2018|0|F059|S22011|19|1.09045
2018|0|F059|S22090|19|1.09045
2018|0|F059|S22091|19|1.09045
2018|0|F059|S22100|19|1.09045
2018|0|F059|S22101|19|1.09045
2018|0|F059|S32000|19|1.09045
2018|0|F059|S32001|19|1.09045
2018|0|F059|S32010|19|1.09045
2018|0|F059|S32011|19|1.09045
2018|0|F059|S32020|19|1.09045
2018|0|F059|S32021|19|1.09045
2018|0|F059|S32030|19|1.09045
2018|0|F059|S32031|19|1.09045
2018|0|F059|S32040|19|1.09045
2018|0|F059|S32041|19|1.09045
2018|0|F059|S32090|19|1.09045
2018|0|F059|S32091|19|1.09045
2018|0|F059|S32300|19|0.91249
2018|0|F059|S32301|19|0.91249
2018|0|F059|S32400|19|0.91249
2018|0|F059|S32401|19|0.91249
2018|0|F059|S32500|19|0.91249
2018|0|F059|S32501|19|0.91249
2018|0|F059|S32700|19|1.09045
2018|0|F059|S32701|19|1.09045
2018|0|F059|S72000|20|0.53027
2018|0|F059|S72001|20|0.53027
2018|0|F059|S72010|20|0.53027
2018|0|F059|S72011|20|0.53027
2018|0|F059|S72080|20|0.53027
2018|0|F059|S72081|20|0.53027
2018|0|F059|S72090|20|0.53027
2018|0|F059|S72091|20|0.53027
2018|0|F059|S72100|20|0.53027
2018|0|F059|S72101|20|0.53027
2018|0|F059|S72190|20|0.53027
2018|0|F059|S72191|20|0.53027
2018|0|F059|S72200|20|0.53027
2018|0|F059|S72201|20|0.53027
2018|0|F059|S72300|20|0.53027
2018|0|F059|S72301|20|0.53027
2018|0|F059|S72400|20|0.53027
2018|0|F059|S72401|20|0.53027
2018|0|F059|S72410|20|0.53027
2018|0|F059|S72411|20|0.53027
2018|0|F059|S72420|20|0.53027
2018|0|F059|S72421|20|0.53027
2018|0|F059|S72490|20|0.53027
2018|0|F059|S72491|20|0.53027
2018|0|F059|S72700|20|0.53027
2018|0|F059|S72701|20|0.53027
2018|0|F059|S72800|20|0.53027
2018|0|F059|S72801|20|0.53027
2018|0|F059|S72900|20|0.53027
2018|0|F059|S72901|20|0.53027
2018|0|F059|Z501|01|0.88631
2018|0|F059|Z501|19|0.74067
2018|0|F059|Z515|01|0.75187
2018|0|F059|Z515|15|0.64804
2018|0|F059|Z515|19|0.98711
2018|0|F059|Z515|20|0.87975
2018|0|F060|N390|20|0.72946
2018|0|F061|N390|20|0.72946
2018|0|F062|N390|20|0.72946
2018|0|F063|N390|20|0.72946
2018|0|F064|N390|20|0.72946
2018|0|F065|N390|20|0.72946
2018|0|F066|N390|20|0.72946
2018|0|F067|N390|20|0.72946
2018|0|F068|N390|20|0.72946
2018|0|F100|I100|07|0.85255
2018|0|F101|I100|07|0.85255
2018|0|F102|I100|07|0.85255
2018|0|F103|I100|07|0.85255
2018|0|F104|I100|07|0.85255
2018|0|F105|I100|07|0.85255
2018|0|F106|I100|07|0.85255
2018|0|F107|I100|07|0.85255
2018|0|G20|N390|20|0.72879
2018|0|G300|N390|04|0.81695
2018|0|G300|N390|19|0.85626
2018|0|G301|N390|04|0.81695
2018|0|G301|N390|19|0.85626
2018|0|G3080|N390|04|0.81695
2018|0|G3080|N390|19|0.85626
2018|0|G3081|N390|04|0.81695
2018|0|G3081|N390|19|0.85626
2018|0|G3082|N390|04|0.81695
2018|0|G3082|N390|19|0.85626
2018|0|G3088|N390|04|0.81695
2018|0|G3088|N390|19|0.85626
2018|0|G309|N390|04|0.81695
2018|0|G309|N390|19|0.85626
2018|0|G4730|J440|05|0.78132
2018|0|G4730|J441|05|0.78132
2018|0|G4730|J448|05|0.78132
2018|0|G8100|I600|20|0.5034
2018|0|G8100|I601|20|0.5034
2018|0|G8100|I602|20|0.5034
2018|0|G8100|I603|20|0.5034
2018|0|G8100|I604|20|0.5034
2018|0|G8100|I605|20|0.5034
2018|0|G8100|I606|20|0.5034
2018|0|G8100|I607|20|0.5034
2018|0|G8100|I608|20|0.5034
2018|0|G8100|I609|20|0.5034
2018|0|G8100|I610|20|0.5034
2018|0|G8100|I611|20|0.5034
2018|0|G8100|I612|20|0.5034
2018|0|G8100|I613|20|0.5034
2018|0|G8100|I614|20|0.5034
2018|0|G8100|I615|20|0.5034
2018|0|G8100|I616|20|0.5034
2018|0|G8100|I618|20|0.5034
2018|0|G8100|I619|20|0.5034
2018|0|G8100|I620|20|0.5034
2018|0|G8100|I621|20|0.5034
2018|0|G8100|I629|20|0.5034
2018|0|G8100|I630|20|0.5034
2018|0|G8100|I631|20|0.5034
2018|0|G8100|I632|20|0.5034
2018|0|G8100|I633|20|0.5034
2018|0|G8100|I634|20|0.5034
2018|0|G8100|I635|20|0.5034
2018|0|G8100|I636|20|0.5034
2018|0|G8100|I638|20|0.5034
2018|0|G8100|I639|20|0.5034
2018|0|G8100|I64|20|0.5034
2018|0|G8100|J13|01|1.09157
2018|0|G8100|J14|01|1.09157
2018|0|G8100|J150|01|1.09157
2018|0|G8100|J151|01|1.09157
2018|0|G8100|J152|01|1.09157
2018|0|G8100|J153|01|1.09157
2018|0|G8100|J154|01|1.09157
2018|0|G8100|J155|01|1.09157
2018|0|G8100|J156|01|1.09157
2018|0|G8100|J157|01|1.09157
2018|0|G8100|J158|01|1.09157
2018|0|G8100|J159|01|1.09157
2018|0|G8100|J160|01|1.09157
2018|0|G8100|J168|01|1.09157
2018|0|G8100|J178|01|1.09157
2018|0|G8100|J180|01|1.09157
2018|0|G8100|J181|01|1.09157
2018|0|G8100|J182|01|1.09157
2018|0|G8100|J188|01|1.09157
2018|0|G8100|J189|01|1.09157
2018|0|G8100|N390|01|1.12419
2018|0|G8100|R130|01|0.75641
2018|0|G8100|R33|01|0.78806
2018|0|G8100|Z501|01|0.87958
2018|0|G8100|Z515|01|0.65937
2018|0|G8101|I600|20|0.5034
2018|0|G8101|I601|20|0.5034
2018|0|G8101|I602|20|0.5034
2018|0|G8101|I603|20|0.5034
2018|0|G8101|I604|20|0.5034
2018|0|G8101|I605|20|0.5034
2018|0|G8101|I606|20|0.5034
2018|0|G8101|I607|20|0.5034
2018|0|G8101|I608|20|0.5034
2018|0|G8101|I609|20|0.5034
2018|0|G8101|I610|20|0.5034
2018|0|G8101|I611|20|0.5034
2018|0|G8101|I612|20|0.5034
2018|0|G8101|I613|20|0.5034
2018|0|G8101|I614|20|0.5034
2018|0|G8101|I615|20|0.5034
2018|0|G8101|I616|20|0.5034
2018|0|G8101|I618|20|0.5034
2018|0|G8101|I619|20|0.5034
2018|0|G8101|I620|20|0.5034
2018|0|G8101|I621|20|0.5034
2018|0|G8101|I629|20|0.5034
2018|0|G8101|I630|20|0.5034
2018|0|G8101|I631|20|0.5034
2018|0|G8101|I632|20|0.5034
2018|0|G8101|I633|20|0.5034
2018|0|G8101|I634|20|0.5034
2018|0|G8101|I635|20|0.5034
2018|0|G8101|I636|20|0.5034
2018|0|G8101|I638|20|0.5034
2018|0|G8101|I639|20|0.5034
2018|0|G8101|I64|20|0.5034
2018|0|G8101|J13|01|1.09157
2018|0|G8101|J14|01|1.09157
2018|0|G8101|J150|01|1.09157
2018|0|G8101|J151|01|1.09157
2018|0|G8101|J152|01|1.09157
2018|0|G8101|J153|01|1.09157
2018|0|G8101|J154|01|1.09157
2018|0|G8101|J155|01|1.09157
2018|0|G8101|J156|01|1.09157
2018|0|G8101|J157|01|1.09157
2018|0|G8101|J158|01|1.09157
2018|0|G8101|J159|01|1.09157
2018|0|G8101|J160|01|1.09157
2018|0|G8101|J168|01|1.09157
2018|0|G8101|J178|01|1.09157
2018|0|G8101|J180|01|1.09157
2018|0|G8101|J181|01|1.09157
2018|0|G8101|J182|01|1.09157
2018|0|G8101|J188|01|1.09157
2018|0|G8101|J189|01|1.09157
2018|0|G8101|N390|01|1.12419
2018|0|G8101|R130|01|0.75641
2018|0|G8101|R33|01|0.78806
2018|0|G8101|Z501|01|0.87958
2018|0|G8101|Z515|01|0.65937
2018|0|G8109|I600|20|0.5034
2018|0|G8109|I601|20|0.5034
2018|0|G8109|I602|20|0.5034
2018|0|G8109|I603|20|0.5034
2018|0|G8109|I604|20|0.5034
2018|0|G8109|I605|20|0.5034
2018|0|G8109|I606|20|0.5034
2018|0|G8109|I607|20|0.5034
2018|0|G8109|I608|20|0.5034
2018|0|G8109|I609|20|0.5034
2018|0|G8109|I610|20|0.5034
2018|0|G8109|I611|20|0.5034
2018|0|G8109|I612|20|0.5034
2018|0|G8109|I613|20|0.5034
2018|0|G8109|I614|20|0.5034
2018|0|G8109|I615|20|0.5034
2018|0|G8109|I616|20|0.5034
2018|0|G8109|I618|20|0.5034
2018|0|G8109|I619|20|0.5034
2018|0|G8109|I620|20|0.5034
2018|0|G8109|I621|20|0.5034
2018|0|G8109|I629|20|0.5034
2018|0|G8109|I630|20|0.5034
2018|0|G8109|I631|20|0.5034
2018|0|G8109|I632|20|0.5034
2018|0|G8109|I633|20|0.5034
2018|0|G8109|I634|20|0.5034
2018|0|G8109|I635|20|0.5034
2018|0|G8109|I636|20|0.5034
2018|0|G8109|I638|20|0.5034
2018|0|G8109|I639|20|0.5034
2018|0|G8109|I64|20|0.5034
2018|0|G8109|J13|01|1.09157
2018|0|G8109|J14|01|1.09157
2018|0|G8109|J150|01|1.09157
2018|0|G8109|J151|01|1.09157
2018|0|G8109|J152|01|1.09157
2018|0|G8109|J153|01|1.09157
2018|0|G8109|J154|01|1.09157
2018|0|G8109|J155|01|1.09157
2018|0|G8109|J156|01|1.09157
2018|0|G8109|J157|01|1.09157
2018|0|G8109|J158|01|1.09157
2018|0|G8109|J159|01|1.09157
2018|0|G8109|J160|01|1.09157
2018|0|G8109|J168|01|1.09157
2018|0|G8109|J178|01|1.09157
2018|0|G8109|J180|01|1.09157
2018|0|G8109|J181|01|1.09157
2018|0|G8109|J182|01|1.09157
2018|0|G8109|J188|01|1.09157
2018|0|G8109|J189|01|1.09157
2018|0|G8109|N390|01|1.12419
2018|0|G8109|R130|01|0.75641
2018|0|G8109|R33|01|0.78806
2018|0|G8109|Z501|01|0.87958
2018|0|G8109|Z515|01|0.65937
2018|0|G8110|I600|20|0.5034
2018|0|G8110|I601|20|0.5034
2018|0|G8110|I602|20|0.5034
2018|0|G8110|I603|20|0.5034
2018|0|G8110|I604|20|0.5034
2018|0|G8110|I605|20|0.5034
2018|0|G8110|I606|20|0.5034
2018|0|G8110|I607|20|0.5034
2018|0|G8110|I608|20|0.5034
2018|0|G8110|I609|20|0.5034
2018|0|G8110|I610|20|0.5034
2018|0|G8110|I611|20|0.5034
2018|0|G8110|I612|20|0.5034
2018|0|G8110|I613|20|0.5034
2018|0|G8110|I614|20|0.5034
2018|0|G8110|I615|20|0.5034
2018|0|G8110|I616|20|0.5034
2018|0|G8110|I618|20|0.5034
2018|0|G8110|I619|20|0.5034
2018|0|G8110|I620|20|0.5034
2018|0|G8110|I621|20|0.5034
2018|0|G8110|I629|20|0.5034
2018|0|G8110|I630|20|0.5034
2018|0|G8110|I631|20|0.5034
2018|0|G8110|I632|20|0.5034
2018|0|G8110|I633|20|0.5034
2018|0|G8110|I634|20|0.5034
2018|0|G8110|I635|20|0.5034
2018|0|G8110|I636|20|0.5034
2018|0|G8110|I638|20|0.5034
2018|0|G8110|I639|20|0.5034
2018|0|G8110|I64|20|0.5034
2018|0|G8110|J13|01|1.09157
2018|0|G8110|J14|01|1.09157
2018|0|G8110|J150|01|1.09157
2018|0|G8110|J151|01|1.09157
2018|0|G8110|J152|01|1.09157
2018|0|G8110|J153|01|1.09157
2018|0|G8110|J154|01|1.09157
2018|0|G8110|J155|01|1.09157
2018|0|G8110|J156|01|1.09157
2018|0|G8110|J157|01|1.09157
2018|0|G8110|J158|01|1.09157
2018|0|G8110|J159|01|1.09157
2018|0|G8110|J160|01|1.09157
2018|0|G8110|J168|01|1.09157
2018|0|G8110|J178|01|1.09157
2018|0|G8110|J180|01|1.09157
2018|0|G8110|J181|01|1.09157
2018|0|G8110|J182|01|1.09157
2018|0|G8110|J188|01|1.09157
2018|0|G8110|J189|01|1.09157
2018|0|G8110|N390|01|1.12419
2018|0|G8110|R130|01|0.75641
2018|0|G8110|R33|01|0.78806
2018|0|G8110|Z501|01|0.87958
2018|0|G8110|Z515|01|0.65937
2018|0|G8111|I600|20|0.5034
2018|0|G8111|I601|20|0.5034
2018|0|G8111|I602|20|0.5034
2018|0|G8111|I603|20|0.5034
2018|0|G8111|I604|20|0.5034
2018|0|G8111|I605|20|0.5034
2018|0|G8111|I606|20|0.5034
2018|0|G8111|I607|20|0.5034
2018|0|G8111|I608|20|0.5034
2018|0|G8111|I609|20|0.5034
2018|0|G8111|I610|20|0.5034
2018|0|G8111|I611|20|0.5034
2018|0|G8111|I612|20|0.5034
2018|0|G8111|I613|20|0.5034
2018|0|G8111|I614|20|0.5034
2018|0|G8111|I615|20|0.5034
2018|0|G8111|I616|20|0.5034
2018|0|G8111|I618|20|0.5034
2018|0|G8111|I619|20|0.5034
2018|0|G8111|I620|20|0.5034
2018|0|G8111|I621|20|0.5034
2018|0|G8111|I629|20|0.5034
2018|0|G8111|I630|20|0.5034
2018|0|G8111|I631|20|0.5034
2018|0|G8111|I632|20|0.5034
2018|0|G8111|I633|20|0.5034
2018|0|G8111|I634|20|0.5034
2018|0|G8111|I635|20|0.5034
2018|0|G8111|I636|20|0.5034
2018|0|G8111|I638|20|0.5034
2018|0|G8111|I639|20|0.5034
2018|0|G8111|I64|20|0.5034
2018|0|G8111|J13|01|1.09157
2018|0|G8111|J14|01|1.09157
2018|0|G8111|J150|01|1.09157
2018|0|G8111|J151|01|1.09157
2018|0|G8111|J152|01|1.09157
2018|0|G8111|J153|01|1.09157
2018|0|G8111|J154|01|1.09157
2018|0|G8111|J155|01|1.09157
2018|0|G8111|J156|01|1.09157
2018|0|G8111|J157|01|1.09157
2018|0|G8111|J158|01|1.09157
2018|0|G8111|J159|01|1.09157
2018|0|G8111|J160|01|1.09157
2018|0|G8111|J168|01|1.09157
2018|0|G8111|J178|01|1.09157
2018|0|G8111|J180|01|1.09157
2018|0|G8111|J181|01|1.09157
2018|0|G8111|J182|01|1.09157
2018|0|G8111|J188|01|1.09157
2018|0|G8111|J189|01|1.09157
2018|0|G8111|N390|01|1.12419
2018|0|G8111|R130|01|0.75641
2018|0|G8111|R33|01|0.78806
2018|0|G8111|Z501|01|0.87958
2018|0|G8111|Z515|01|0.65937
2018|0|G8119|I600|20|0.5034
2018|0|G8119|I601|20|0.5034
2018|0|G8119|I602|20|0.5034
2018|0|G8119|I603|20|0.5034
2018|0|G8119|I604|20|0.5034
2018|0|G8119|I605|20|0.5034
2018|0|G8119|I606|20|0.5034
2018|0|G8119|I607|20|0.5034
2018|0|G8119|I608|20|0.5034
2018|0|G8119|I609|20|0.5034
2018|0|G8119|I610|20|0.5034
2018|0|G8119|I611|20|0.5034
2018|0|G8119|I612|20|0.5034
2018|0|G8119|I613|20|0.5034
2018|0|G8119|I614|20|0.5034
2018|0|G8119|I615|20|0.5034
2018|0|G8119|I616|20|0.5034
2018|0|G8119|I618|20|0.5034
2018|0|G8119|I619|20|0.5034
2018|0|G8119|I620|20|0.5034
2018|0|G8119|I621|20|0.5034
2018|0|G8119|I629|20|0.5034
2018|0|G8119|I630|20|0.5034
2018|0|G8119|I631|20|0.5034
2018|0|G8119|I632|20|0.5034
2018|0|G8119|I633|20|0.5034
2018|0|G8119|I634|20|0.5034
2018|0|G8119|I635|20|0.5034
2018|0|G8119|I636|20|0.5034
2018|0|G8119|I638|20|0.5034
2018|0|G8119|I639|20|0.5034
2018|0|G8119|I64|20|0.5034
2018|0|G8119|J13|01|1.09157
2018|0|G8119|J14|01|1.09157
2018|0|G8119|J150|01|1.09157
2018|0|G8119|J151|01|1.09157
2018|0|G8119|J152|01|1.09157
2018|0|G8119|J153|01|1.09157
2018|0|G8119|J154|01|1.09157
2018|0|G8119|J155|01|1.09157
2018|0|G8119|J156|01|1.09157
2018|0|G8119|J157|01|1.09157
2018|0|G8119|J158|01|1.09157
2018|0|G8119|J159|01|1.09157
2018|0|G8119|J160|01|1.09157
2018|0|G8119|J168|01|1.09157
2018|0|G8119|J178|01|1.09157
2018|0|G8119|J180|01|1.09157
2018|0|G8119|J181|01|1.09157
2018|0|G8119|J182|01|1.09157
2018|0|G8119|J188|01|1.09157
2018|0|G8119|J189|01|1.09157
2018|0|G8119|N390|01|1.12419
2018|0|G8119|R130|01|0.75641
2018|0|G8119|R33|01|0.78806
2018|0|G8119|Z501|01|0.87958
2018|0|G8119|Z515|01|0.65937
2018|0|G8190|I600|20|0.5034
2018|0|G8190|I601|20|0.5034
2018|0|G8190|I602|20|0.5034
2018|0|G8190|I603|20|0.5034
2018|0|G8190|I604|20|0.5034
2018|0|G8190|I605|20|0.5034
2018|0|G8190|I606|20|0.5034
2018|0|G8190|I607|20|0.5034
2018|0|G8190|I608|20|0.5034
2018|0|G8190|I609|20|0.5034
2018|0|G8190|I610|20|0.5034
2018|0|G8190|I611|20|0.5034
2018|0|G8190|I612|20|0.5034
2018|0|G8190|I613|20|0.5034
2018|0|G8190|I614|20|0.5034
2018|0|G8190|I615|20|0.5034
2018|0|G8190|I616|20|0.5034
2018|0|G8190|I618|20|0.5034
2018|0|G8190|I619|20|0.5034
2018|0|G8190|I620|20|0.5034
2018|0|G8190|I621|20|0.5034
2018|0|G8190|I629|20|0.5034
2018|0|G8190|I630|20|0.5034
2018|0|G8190|I631|20|0.5034
2018|0|G8190|I632|20|0.5034
2018|0|G8190|I633|20|0.5034
2018|0|G8190|I634|20|0.5034
2018|0|G8190|I635|20|0.5034
2018|0|G8190|I636|20|0.5034
2018|0|G8190|I638|20|0.5034
2018|0|G8190|I639|20|0.5034
2018|0|G8190|I64|20|0.5034
2018|0|G8190|J13|01|1.09157
2018|0|G8190|J14|01|1.09157
2018|0|G8190|J150|01|1.09157
2018|0|G8190|J151|01|1.09157
2018|0|G8190|J152|01|1.09157
2018|0|G8190|J153|01|1.09157
2018|0|G8190|J154|01|1.09157
2018|0|G8190|J155|01|1.09157
2018|0|G8190|J156|01|1.09157
2018|0|G8190|J157|01|1.09157
2018|0|G8190|J158|01|1.09157
2018|0|G8190|J159|01|1.09157
2018|0|G8190|J160|01|1.09157
2018|0|G8190|J168|01|1.09157
2018|0|G8190|J178|01|1.09157
2018|0|G8190|J180|01|1.09157
2018|0|G8190|J181|01|1.09157
2018|0|G8190|J182|01|1.09157
2018|0|G8190|J188|01|1.09157
2018|0|G8190|J189|01|1.09157
2018|0|G8190|N390|01|1.12419
2018|0|G8190|R130|01|0.75641
2018|0|G8190|R33|01|0.78806
2018|0|G8190|Z501|01|0.87958
2018|0|G8190|Z515|01|0.65937
2018|0|G8191|I600|20|0.5034
2018|0|G8191|I601|20|0.5034
2018|0|G8191|I602|20|0.5034
2018|0|G8191|I603|20|0.5034
2018|0|G8191|I604|20|0.5034
2018|0|G8191|I605|20|0.5034
2018|0|G8191|I606|20|0.5034
2018|0|G8191|I607|20|0.5034
2018|0|G8191|I608|20|0.5034
2018|0|G8191|I609|20|0.5034
2018|0|G8191|I610|20|0.5034
2018|0|G8191|I611|20|0.5034
2018|0|G8191|I612|20|0.5034
2018|0|G8191|I613|20|0.5034
2018|0|G8191|I614|20|0.5034
2018|0|G8191|I615|20|0.5034
2018|0|G8191|I616|20|0.5034
2018|0|G8191|I618|20|0.5034
2018|0|G8191|I619|20|0.5034
2018|0|G8191|I620|20|0.5034
2018|0|G8191|I621|20|0.5034
2018|0|G8191|I629|20|0.5034
2018|0|G8191|I630|20|0.5034
2018|0|G8191|I631|20|0.5034
2018|0|G8191|I632|20|0.5034
2018|0|G8191|I633|20|0.5034
2018|0|G8191|I634|20|0.5034
2018|0|G8191|I635|20|0.5034
2018|0|G8191|I636|20|0.5034
2018|0|G8191|I638|20|0.5034
2018|0|G8191|I639|20|0.5034
2018|0|G8191|I64|20|0.5034
2018|0|G8191|J13|01|1.09157
2018|0|G8191|J14|01|1.09157
2018|0|G8191|J150|01|1.09157
2018|0|G8191|J151|01|1.09157
2018|0|G8191|J152|01|1.09157
2018|0|G8191|J153|01|1.09157
2018|0|G8191|J154|01|1.09157
2018|0|G8191|J155|01|1.09157
2018|0|G8191|J156|01|1.09157
2018|0|G8191|J157|01|1.09157
2018|0|G8191|J158|01|1.09157
2018|0|G8191|J159|01|1.09157
2018|0|G8191|J160|01|1.09157
2018|0|G8191|J168|01|1.09157
2018|0|G8191|J178|01|1.09157
2018|0|G8191|J180|01|1.09157
2018|0|G8191|J181|01|1.09157
2018|0|G8191|J182|01|1.09157
2018|0|G8191|J188|01|1.09157
2018|0|G8191|J189|01|1.09157
2018|0|G8191|N390|01|1.12419
2018|0|G8191|R130|01|0.75641
2018|0|G8191|R33|01|0.78806
2018|0|G8191|Z501|01|0.87958
2018|0|G8191|Z515|01|0.65937
2018|0|G8199|I600|20|0.5034
2018|0|G8199|I601|20|0.5034
2018|0|G8199|I602|20|0.5034
2018|0|G8199|I603|20|0.5034
2018|0|G8199|I604|20|0.5034
2018|0|G8199|I605|20|0.5034
2018|0|G8199|I606|20|0.5034
2018|0|G8199|I607|20|0.5034
2018|0|G8199|I608|20|0.5034
2018|0|G8199|I609|20|0.5034
2018|0|G8199|I610|20|0.5034
2018|0|G8199|I611|20|0.5034
2018|0|G8199|I612|20|0.5034
2018|0|G8199|I613|20|0.5034
2018|0|G8199|I614|20|0.5034
2018|0|G8199|I615|20|0.5034
2018|0|G8199|I616|20|0.5034
2018|0|G8199|I618|20|0.5034
2018|0|G8199|I619|20|0.5034
2018|0|G8199|I620|20|0.5034
2018|0|G8199|I621|20|0.5034
2018|0|G8199|I629|20|0.5034
2018|0|G8199|I630|20|0.5034
2018|0|G8199|I631|20|0.5034
2018|0|G8199|I632|20|0.5034
2018|0|G8199|I633|20|0.5034
2018|0|G8199|I634|20|0.5034
2018|0|G8199|I635|20|0.5034
2018|0|G8199|I636|20|0.5034
2018|0|G8199|I638|20|0.5034
2018|0|G8199|I639|20|0.5034
2018|0|G8199|I64|20|0.5034
2018|0|G8199|J13|01|1.09157
2018|0|G8199|J14|01|1.09157
2018|0|G8199|J150|01|1.09157
2018|0|G8199|J151|01|1.09157
2018|0|G8199|J152|01|1.09157
2018|0|G8199|J153|01|1.09157
2018|0|G8199|J154|01|1.09157
2018|0|G8199|J155|01|1.09157
2018|0|G8199|J156|01|1.09157
2018|0|G8199|J157|01|1.09157
2018|0|G8199|J158|01|1.09157
2018|0|G8199|J159|01|1.09157
2018|0|G8199|J160|01|1.09157
2018|0|G8199|J168|01|1.09157
2018|0|G8199|J178|01|1.09157
2018|0|G8199|J180|01|1.09157
2018|0|G8199|J181|01|1.09157
2018|0|G8199|J182|01|1.09157
2018|0|G8199|J188|01|1.09157
2018|0|G8199|J189|01|1.09157
2018|0|G8199|N390|01|1.12419
2018|0|G8199|R130|01|0.75641
2018|0|G8199|R33|01|0.78806
2018|0|G8199|Z501|01|0.87958
2018|0|G8199|Z515|01|0.65937
2018|0|H351|P220|14|0.91
2018|0|H351|P580|14|0.79709
2018|0|H351|P581|14|0.79709
2018|0|H351|P582|14|0.79709
2018|0|H351|P583|14|0.79709
2018|0|H351|P584|14|0.79709
2018|0|H351|P585|14|0.79709
2018|0|H351|P588|14|0.79709
2018|0|H351|P589|14|0.79709
2018|0|H351|P590|14|0.79709
2018|0|H351|P591|14|0.79709
2018|0|H351|P592|14|0.79709
2018|0|H351|P593|14|0.79709
2018|0|H351|P598|14|0.79709
2018|0|H351|P599|14|0.79709
2018|0|H351|P928|14|0.70568
2018|0|I060|I500|04|0.88452
2018|0|I100|I250|04|0.82042
2018|0|I100|I2510|04|0.82042
2018|0|I100|I2511|04|0.82042
2018|0|I100|I2512|04|0.82042
2018|0|I100|I2513|04|0.82042
2018|0|I100|I2514|04|0.82042
2018|0|I100|I2515|04|0.82042
2018|0|I100|I2519|04|0.82042
2018|0|I100|I4800|06|0.76311
2018|0|I100|I4800|16|0.8366
2018|0|I100|I4800|20|0.77496
2018|0|I100|I4801|06|0.76311
2018|0|I100|I4801|16|0.8366
2018|0|I100|I4801|20|0.77496
2018|0|I100|I4802|06|0.76311
2018|0|I100|I4802|16|0.8366
2018|0|I100|I4802|20|0.77496
2018|0|I100|I483|06|0.76311
2018|0|I100|I483|16|0.8366
2018|0|I100|I483|20|0.77496
2018|0|I100|I484|06|0.76311
2018|0|I100|I484|16|0.8366
2018|0|I100|I484|20|0.77496
2018|0|I100|I4890|06|0.76311
2018|0|I100|I4890|16|0.8366
2018|0|I100|I4890|20|0.77496
2018|0|I100|I4891|06|0.76311
2018|0|I100|I4891|16|0.8366
2018|0|I100|I4891|20|0.77496
2018|0|I100|I500|20|0.77496
2018|0|I100|J13|20|0.78225
2018|0|I100|J14|20|0.78225
2018|0|I100|J150|20|0.78225
2018|0|I100|J151|20|0.78225
2018|0|I100|J152|20|0.78225
2018|0|I100|J153|20|0.78225
2018|0|I100|J154|20|0.78225
2018|0|I100|J155|20|0.78225
2018|0|I100|J156|20|0.78225
2018|0|I100|J157|20|0.78225
2018|0|I100|J158|20|0.78225
2018|0|I100|J159|20|0.78225
2018|0|I100|J160|20|0.78225
2018|0|I100|J168|20|0.78225
2018|0|I100|J178|20|0.78225
2018|0|I100|J180|20|0.78225
2018|0|I100|J181|20|0.78225
2018|0|I100|J182|20|0.78225
2018|0|I100|J188|20|0.78225
2018|0|I100|J189|20|0.78225
2018|0|I100|K913|06|0.79951
2018|0|I100|N170|04|1.08659
2018|0|I100|N170|16|1.07236
2018|0|I100|N171|04|1.08659
2018|0|I100|N171|16|1.07236
2018|0|I100|N172|04|1.08659
2018|0|I100|N172|16|1.07236
2018|0|I100|N178|04|1.08659
2018|0|I100|N178|16|1.07236
2018|0|I100|N179|04|1.08659
2018|0|I100|N179|16|1.07236
2018|0|I100|N390|04|0.89328
2018|0|I2080|N170|16|0.83877
2018|0|I2080|N171|16|0.83877
2018|0|I2080|N172|16|0.83877
2018|0|I2080|N178|16|0.83877
2018|0|I2080|N179|16|0.83877
2018|0|I2088|N170|16|0.83877
2018|0|I2088|N171|16|0.83877
2018|0|I2088|N172|16|0.83877
2018|0|I2088|N178|16|0.83877
2018|0|I2088|N179|16|0.83877
2018|0|I210|I4800|04|0.8653
2018|0|I210|I4800|11|1.23742
2018|0|I210|I4801|04|0.8653
2018|0|I210|I4801|11|1.23742
2018|0|I210|I4802|04|0.8653
2018|0|I210|I4802|11|1.23742
2018|0|I210|I483|04|0.8653
2018|0|I210|I483|11|1.23742
2018|0|I210|I484|04|0.8653
2018|0|I210|I484|11|1.23742
2018|0|I210|I4890|04|0.8653
2018|0|I210|I4890|11|1.23742
2018|0|I210|I4891|04|0.8653
2018|0|I210|I4891|11|1.23742
2018|0|I210|I500|11|0.69265
2018|0|I210|I500|19|0.73564
2018|0|I210|I500|20|0.6265
2018|0|I210|J13|04|0.99206
2018|0|I210|J14|04|0.99206
2018|0|I210|J150|04|0.99206
2018|0|I210|J151|04|0.99206
2018|0|I210|J152|04|0.99206
2018|0|I210|J153|04|0.99206
2018|0|I210|J154|04|0.99206
2018|0|I210|J155|04|0.99206
2018|0|I210|J156|04|0.99206
2018|0|I210|J157|04|0.99206
2018|0|I210|J158|04|0.99206
2018|0|I210|J159|04|0.99206
2018|0|I210|J160|04|0.99206
2018|0|I210|J168|04|0.99206
2018|0|I210|J178|04|0.99206
2018|0|I210|J180|04|0.99206
2018|0|I210|J181|04|0.99206
2018|0|I210|J182|04|0.99206
2018|0|I210|J188|04|0.99206
2018|0|I210|J189|04|0.99206
2018|0|I210|N170|06|0.78163
2018|0|I210|N171|06|0.78163
2018|0|I210|N172|06|0.78163
2018|0|I210|N178|06|0.78163
2018|0|I210|N179|06|0.78163
2018|0|I210|N390|19|0.68932
2018|0|I210|Z515|04|0.80961
2018|0|I211|I4800|04|0.8653
2018|0|I211|I4800|11|1.23742
2018|0|I211|I4801|04|0.8653
2018|0|I211|I4801|11|1.23742
2018|0|I211|I4802|04|0.8653
2018|0|I211|I4802|11|1.23742
2018|0|I211|I483|04|0.8653
2018|0|I211|I483|11|1.23742
2018|0|I211|I484|04|0.8653
2018|0|I211|I484|11|1.23742
2018|0|I211|I4890|04|0.8653
2018|0|I211|I4890|11|1.23742
2018|0|I211|I4891|04|0.8653
2018|0|I211|I4891|11|1.23742
2018|0|I211|I500|11|0.69265
2018|0|I211|I500|19|0.73564
2018|0|I211|I500|20|0.6265
2018|0|I211|J13|04|0.99206
2018|0|I211|J14|04|0.99206
2018|0|I211|J150|04|0.99206
2018|0|I211|J151|04|0.99206
2018|0|I211|J152|04|0.99206
2018|0|I211|J153|04|0.99206
2018|0|I211|J154|04|0.99206
2018|0|I211|J155|04|0.99206
2018|0|I211|J156|04|0.99206
2018|0|I211|J157|04|0.99206
2018|0|I211|J158|04|0.99206
2018|0|I211|J159|04|0.99206
2018|0|I211|J160|04|0.99206
2018|0|I211|J168|04|0.99206
2018|0|I211|J178|04|0.99206
2018|0|I211|J180|04|0.99206
2018|0|I211|J181|04|0.99206
2018|0|I211|J182|04|0.99206
2018|0|I211|J188|04|0.99206
2018|0|I211|J189|04|0.99206
2018|0|I211|N170|06|0.78163
2018|0|I211|N171|06|0.78163
2018|0|I211|N172|06|0.78163
2018|0|I211|N178|06|0.78163
2018|0|I211|N179|06|0.78163
2018|0|I211|N390|19|0.68932
2018|0|I211|Z515|04|0.80961
2018|0|I212|I4800|04|0.8653
2018|0|I212|I4800|11|1.23742
2018|0|I212|I4801|04|0.8653
2018|0|I212|I4801|11|1.23742
2018|0|I212|I4802|04|0.8653
2018|0|I212|I4802|11|1.23742
2018|0|I212|I483|04|0.8653
2018|0|I212|I483|11|1.23742
2018|0|I212|I484|04|0.8653
2018|0|I212|I484|11|1.23742
2018|0|I212|I4890|04|0.8653
2018|0|I212|I4890|11|1.23742
2018|0|I212|I4891|04|0.8653
2018|0|I212|I4891|11|1.23742
2018|0|I212|I500|11|0.69265
2018|0|I212|I500|19|0.73564
2018|0|I212|I500|20|0.6265
2018|0|I212|J13|04|0.99206
2018|0|I212|J14|04|0.99206
2018|0|I212|J150|04|0.99206
2018|0|I212|J151|04|0.99206
2018|0|I212|J152|04|0.99206
2018|0|I212|J153|04|0.99206
2018|0|I212|J154|04|0.99206
2018|0|I212|J155|04|0.99206
2018|0|I212|J156|04|0.99206
2018|0|I212|J157|04|0.99206
2018|0|I212|J158|04|0.99206
2018|0|I212|J159|04|0.99206
2018|0|I212|J160|04|0.99206
2018|0|I212|J168|04|0.99206
2018|0|I212|J178|04|0.99206
2018|0|I212|J180|04|0.99206
2018|0|I212|J181|04|0.99206
2018|0|I212|J182|04|0.99206
2018|0|I212|J188|04|0.99206
2018|0|I212|J189|04|0.99206
2018|0|I212|N170|06|0.78163
2018|0|I212|N171|06|0.78163
2018|0|I212|N172|06|0.78163
2018|0|I212|N178|06|0.78163
2018|0|I212|N179|06|0.78163
2018|0|I212|N390|19|0.68932
2018|0|I212|Z515|04|0.80961
2018|0|I213|I4800|04|0.8653
2018|0|I213|I4800|11|1.23742
2018|0|I213|I4801|04|0.8653
2018|0|I213|I4801|11|1.23742
2018|0|I213|I4802|04|0.8653
2018|0|I213|I4802|11|1.23742
2018|0|I213|I483|04|0.8653
2018|0|I213|I483|11|1.23742
2018|0|I213|I484|04|0.8653
2018|0|I213|I484|11|1.23742
2018|0|I213|I4890|04|0.8653
2018|0|I213|I4890|11|1.23742
2018|0|I213|I4891|04|0.8653
2018|0|I213|I4891|11|1.23742
2018|0|I213|I500|11|0.69265
2018|0|I213|I500|19|0.73564
2018|0|I213|I500|20|0.6265
2018|0|I213|J13|04|0.99206
2018|0|I213|J14|04|0.99206
2018|0|I213|J150|04|0.99206
2018|0|I213|J151|04|0.99206
2018|0|I213|J152|04|0.99206
2018|0|I213|J153|04|0.99206
2018|0|I213|J154|04|0.99206
2018|0|I213|J155|04|0.99206
2018|0|I213|J156|04|0.99206
2018|0|I213|J157|04|0.99206
2018|0|I213|J158|04|0.99206
2018|0|I213|J159|04|0.99206
2018|0|I213|J160|04|0.99206
2018|0|I213|J168|04|0.99206
2018|0|I213|J178|04|0.99206
2018|0|I213|J180|04|0.99206
2018|0|I213|J181|04|0.99206
2018|0|I213|J182|04|0.99206
2018|0|I213|J188|04|0.99206
2018|0|I213|J189|04|0.99206
2018|0|I213|N170|06|0.78163
2018|0|I213|N171|06|0.78163
2018|0|I213|N172|06|0.78163
2018|0|I213|N178|06|0.78163
2018|0|I213|N179|06|0.78163
2018|0|I213|N390|19|0.68932
2018|0|I213|Z515|04|0.80961
2018|0|I214|I4800|04|0.8653
2018|0|I214|I4800|11|1.23742
2018|0|I214|I4801|04|0.8653
2018|0|I214|I4801|11|1.23742
2018|0|I214|I4802|04|0.8653
2018|0|I214|I4802|11|1.23742
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2018|0|I220|N179|06|0.78163
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2018|0|I221|I4801|04|0.8653
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2018|0|I221|I500|11|0.69265
2018|0|I221|I500|19|0.73564
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2018|0|I228|I4801|04|0.8653
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2018|0|I228|I483|04|0.8653
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2018|0|I228|I484|04|0.8653
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2018|0|I229|I4801|04|0.8653
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2018|0|I229|I483|04|0.8653
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2018|0|I229|I484|04|0.8653
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2018|0|I229|I500|11|0.69265
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2018|0|I2510|I500|04|0.87801
2018|0|I2511|I500|04|0.87801
2018|0|I2512|I500|04|0.87801
2018|0|I2513|I500|04|0.87801
2018|0|I2514|I500|04|0.87801
2018|0|I2515|I500|04|0.87801
2018|0|I2519|I500|04|0.87801
2018|0|I260|I500|04|0.82807
2018|0|I260|J13|04|1.16276
2018|0|I260|J14|04|1.16276
2018|0|I260|J150|04|1.16276
2018|0|I260|J151|04|1.16276
2018|0|I260|J152|04|1.16276
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2018|0|I260|J160|04|1.16276
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2018|0|I260|J178|04|1.16276
2018|0|I260|J180|04|1.16276
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2018|0|I260|N172|04|1.18453
2018|0|I260|N178|04|1.18453
2018|0|I260|N179|04|1.18453
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2018|0|I269|J180|04|1.16276
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2018|0|I269|J189|04|1.16276
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2018|0|I269|N172|04|1.18453
2018|0|I269|N178|04|1.18453
2018|0|I269|N179|04|1.18453
2018|0|I269|Z515|04|0.77955
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2018|0|I350|I500|04|0.88452
2018|0|I470|I4800|04|0.73059
2018|0|I470|I4801|04|0.73059
2018|0|I470|I4802|04|0.73059
2018|0|I470|I483|04|0.73059
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2018|0|I470|I4890|04|0.73059
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2018|0|I470|J14|05|1.2539
2018|0|I470|J150|05|1.2539
2018|0|I470|J151|05|1.2539
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2018|0|I470|N179|05|0.82276
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2018|0|I479|J14|05|1.2539
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2018|0|I479|J151|05|1.2539
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2018|0|I479|J180|05|1.2539
2018|0|I479|J181|05|1.2539
2018|0|I479|J182|05|1.2539
2018|0|I479|J188|05|1.2539
2018|0|I479|J189|05|1.2539
2018|0|I479|N170|05|0.82276
2018|0|I479|N171|05|0.82276
2018|0|I479|N172|05|0.82276
2018|0|I479|N178|05|0.82276
2018|0|I479|N179|05|0.82276
2018|0|I4800|I500|06|0.85774
2018|0|I4800|I500|09|0.84392
2018|0|I4800|J13|01|0.90375
2018|0|I4800|J13|20|0.71725
2018|0|I4800|J14|01|0.90375
2018|0|I4800|J14|20|0.71725
2018|0|I4800|J150|01|0.90375
2018|0|I4800|J150|20|0.71725
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2018|0|I4800|J151|20|0.71725
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2018|0|I4800|J160|20|0.71725
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2018|0|I4800|J178|20|0.71725
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2018|0|I4800|J188|20|0.71725
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2018|0|I4800|J189|20|0.71725
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2018|0|I4800|J691|04|0.80402
2018|0|I4800|J698|04|0.80402
2018|0|I4800|K913|06|0.69708
2018|0|I4800|L0300|16|0.86868
2018|0|I4800|L0301|16|0.86868
2018|0|I4800|L0310|16|0.86868
2018|0|I4800|L0311|16|0.86868
2018|0|I4800|L032|16|0.86868
2018|0|I4800|L0330|16|0.86868
2018|0|I4800|L0331|16|0.86868
2018|0|I4800|L0332|16|0.86868
2018|0|I4800|L0333|16|0.86868
2018|0|I4800|L0334|16|0.86868
2018|0|I4800|L0335|16|0.86868
2018|0|I4800|L0336|16|0.86868
2018|0|I4800|L0339|16|0.86868
2018|0|I4800|L038|16|0.86868
2018|0|I4800|L039|16|0.86868
2018|0|I4800|N170|07|0.77334
2018|0|I4800|N170|20|0.82667
2018|0|I4800|N171|07|0.77334
2018|0|I4800|N171|20|0.82667
2018|0|I4800|N172|07|0.77334
2018|0|I4800|N172|20|0.82667
2018|0|I4800|N178|07|0.77334
2018|0|I4800|N178|20|0.82667
2018|0|I4800|N179|07|0.77334
2018|0|I4800|N179|20|0.82667
2018|0|I4800|N390|10|1.27346
2018|0|I4800|N390|11|1.06681
2018|0|I4800|R130|01|0.7943
2018|0|I4800|Z501|01|0.84876
2018|0|I4800|Z515|01|0.7943
2018|0|I4800|Z515|06|0.80486
2018|0|I4801|I500|06|0.85774
2018|0|I4801|I500|09|0.84392
2018|0|I4801|J13|01|0.90375
2018|0|I4801|J13|20|0.71725
2018|0|I4801|J14|01|0.90375
2018|0|I4801|J14|20|0.71725
2018|0|I4801|J150|01|0.90375
2018|0|I4801|J150|20|0.71725
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2018|0|I4801|J151|20|0.71725
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2018|0|I4801|J152|20|0.71725
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2018|0|I4801|J153|20|0.71725
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2018|0|I4801|J158|20|0.71725
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2018|0|I4801|J159|20|0.71725
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2018|0|I4801|J160|20|0.71725
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2018|0|I4801|J168|20|0.71725
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2018|0|I4801|J178|20|0.71725
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2018|0|I4801|J180|20|0.71725
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2018|0|I4801|J181|20|0.71725
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2018|0|I4801|J182|20|0.71725
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2018|0|I4801|J188|20|0.71725
2018|0|I4801|J189|01|0.90375
2018|0|I4801|J189|20|0.71725
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2018|0|I4801|J691|04|0.80402
2018|0|I4801|J698|04|0.80402
2018|0|I4801|K913|06|0.69708
2018|0|I4801|L0300|16|0.86868
2018|0|I4801|L0301|16|0.86868
2018|0|I4801|L0310|16|0.86868
2018|0|I4801|L0311|16|0.86868
2018|0|I4801|L032|16|0.86868
2018|0|I4801|L0330|16|0.86868
2018|0|I4801|L0331|16|0.86868
2018|0|I4801|L0332|16|0.86868
2018|0|I4801|L0333|16|0.86868
2018|0|I4801|L0334|16|0.86868
2018|0|I4801|L0335|16|0.86868
2018|0|I4801|L0336|16|0.86868
2018|0|I4801|L0339|16|0.86868
2018|0|I4801|L038|16|0.86868
2018|0|I4801|L039|16|0.86868
2018|0|I4801|N170|07|0.77334
2018|0|I4801|N170|20|0.82667
2018|0|I4801|N171|07|0.77334
2018|0|I4801|N171|20|0.82667
2018|0|I4801|N172|07|0.77334
2018|0|I4801|N172|20|0.82667
2018|0|I4801|N178|07|0.77334
2018|0|I4801|N178|20|0.82667
2018|0|I4801|N179|07|0.77334
2018|0|I4801|N179|20|0.82667
2018|0|I4801|N390|10|1.27346
2018|0|I4801|N390|11|1.06681
2018|0|I4801|R130|01|0.7943
2018|0|I4801|Z501|01|0.84876
2018|0|I4801|Z515|01|0.7943
2018|0|I4801|Z515|06|0.80486
2018|0|I4802|I500|06|0.85774
2018|0|I4802|I500|09|0.84392
2018|0|I4802|J13|01|0.90375
2018|0|I4802|J13|20|0.71725
2018|0|I4802|J14|01|0.90375
2018|0|I4802|J14|20|0.71725
2018|0|I4802|J150|01|0.90375
2018|0|I4802|J150|20|0.71725
2018|0|I4802|J151|01|0.90375
2018|0|I4802|J151|20|0.71725
2018|0|I4802|J152|01|0.90375
2018|0|I4802|J152|20|0.71725
2018|0|I4802|J153|01|0.90375
2018|0|I4802|J153|20|0.71725
2018|0|I4802|J154|01|0.90375
2018|0|I4802|J154|20|0.71725
2018|0|I4802|J155|01|0.90375
2018|0|I4802|J155|20|0.71725
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2018|0|I4802|J156|20|0.71725
2018|0|I4802|J157|01|0.90375
2018|0|I4802|J157|20|0.71725
2018|0|I4802|J158|01|0.90375
2018|0|I4802|J158|20|0.71725
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2018|0|I4802|J159|20|0.71725
2018|0|I4802|J160|01|0.90375
2018|0|I4802|J160|20|0.71725
2018|0|I4802|J168|01|0.90375
2018|0|I4802|J168|20|0.71725
2018|0|I4802|J178|01|0.90375
2018|0|I4802|J178|20|0.71725
2018|0|I4802|J180|01|0.90375
2018|0|I4802|J180|20|0.71725
2018|0|I4802|J181|01|0.90375
2018|0|I4802|J181|20|0.71725
2018|0|I4802|J182|01|0.90375
2018|0|I4802|J182|20|0.71725
2018|0|I4802|J188|01|0.90375
2018|0|I4802|J188|20|0.71725
2018|0|I4802|J189|01|0.90375
2018|0|I4802|J189|20|0.71725
2018|0|I4802|J690|04|0.80402
2018|0|I4802|J691|04|0.80402
2018|0|I4802|J698|04|0.80402
2018|0|I4802|K913|06|0.69708
2018|0|I4802|L0300|16|0.86868
2018|0|I4802|L0301|16|0.86868
2018|0|I4802|L0310|16|0.86868
2018|0|I4802|L0311|16|0.86868
2018|0|I4802|L032|16|0.86868
2018|0|I4802|L0330|16|0.86868
2018|0|I4802|L0331|16|0.86868
2018|0|I4802|L0332|16|0.86868
2018|0|I4802|L0333|16|0.86868
2018|0|I4802|L0334|16|0.86868
2018|0|I4802|L0335|16|0.86868
2018|0|I4802|L0336|16|0.86868
2018|0|I4802|L0339|16|0.86868
2018|0|I4802|L038|16|0.86868
2018|0|I4802|L039|16|0.86868
2018|0|I4802|N170|07|0.77334
2018|0|I4802|N170|20|0.82667
2018|0|I4802|N171|07|0.77334
2018|0|I4802|N171|20|0.82667
2018|0|I4802|N172|07|0.77334
2018|0|I4802|N172|20|0.82667
2018|0|I4802|N178|07|0.77334
2018|0|I4802|N178|20|0.82667
2018|0|I4802|N179|07|0.77334
2018|0|I4802|N179|20|0.82667
2018|0|I4802|N390|10|1.27346
2018|0|I4802|N390|11|1.06681
2018|0|I4802|R130|01|0.7943
2018|0|I4802|Z501|01|0.84876
2018|0|I4802|Z515|01|0.7943
2018|0|I4802|Z515|06|0.80486
2018|0|I483|I500|06|0.85774
2018|0|I483|I500|09|0.84392
2018|0|I483|J13|01|0.90375
2018|0|I483|J13|20|0.71725
2018|0|I483|J14|01|0.90375
2018|0|I483|J14|20|0.71725
2018|0|I483|J150|01|0.90375
2018|0|I483|J150|20|0.71725
2018|0|I483|J151|01|0.90375
2018|0|I483|J151|20|0.71725
2018|0|I483|J152|01|0.90375
2018|0|I483|J152|20|0.71725
2018|0|I483|J153|01|0.90375
2018|0|I483|J153|20|0.71725
2018|0|I483|J154|01|0.90375
2018|0|I483|J154|20|0.71725
2018|0|I483|J155|01|0.90375
2018|0|I483|J155|20|0.71725
2018|0|I483|J156|01|0.90375
2018|0|I483|J156|20|0.71725
2018|0|I483|J157|01|0.90375
2018|0|I483|J157|20|0.71725
2018|0|I483|J158|01|0.90375
2018|0|I483|J158|20|0.71725
2018|0|I483|J159|01|0.90375
2018|0|I483|J159|20|0.71725
2018|0|I483|J160|01|0.90375
2018|0|I483|J160|20|0.71725
2018|0|I483|J168|01|0.90375
2018|0|I483|J168|20|0.71725
2018|0|I483|J178|01|0.90375
2018|0|I483|J178|20|0.71725
2018|0|I483|J180|01|0.90375
2018|0|I483|J180|20|0.71725
2018|0|I483|J181|01|0.90375
2018|0|I483|J181|20|0.71725
2018|0|I483|J182|01|0.90375
2018|0|I483|J182|20|0.71725
2018|0|I483|J188|01|0.90375
2018|0|I483|J188|20|0.71725
2018|0|I483|J189|01|0.90375
2018|0|I483|J189|20|0.71725
2018|0|I483|J690|04|0.80402
2018|0|I483|J691|04|0.80402
2018|0|I483|J698|04|0.80402
2018|0|I483|K913|06|0.69708
2018|0|I483|L0300|16|0.86868
2018|0|I483|L0301|16|0.86868
2018|0|I483|L0310|16|0.86868
2018|0|I483|L0311|16|0.86868
2018|0|I483|L032|16|0.86868
2018|0|I483|L0330|16|0.86868
2018|0|I483|L0331|16|0.86868
2018|0|I483|L0332|16|0.86868
2018|0|I483|L0333|16|0.86868
2018|0|I483|L0334|16|0.86868
2018|0|I483|L0335|16|0.86868
2018|0|I483|L0336|16|0.86868
2018|0|I483|L0339|16|0.86868
2018|0|I483|L038|16|0.86868
2018|0|I483|L039|16|0.86868
2018|0|I483|N170|07|0.77334
2018|0|I483|N170|20|0.82667
2018|0|I483|N171|07|0.77334
2018|0|I483|N171|20|0.82667
2018|0|I483|N172|07|0.77334
2018|0|I483|N172|20|0.82667
2018|0|I483|N178|07|0.77334
2018|0|I483|N178|20|0.82667
2018|0|I483|N179|07|0.77334
2018|0|I483|N179|20|0.82667
2018|0|I483|N390|10|1.27346
2018|0|I483|N390|11|1.06681
2018|0|I483|R130|01|0.7943
2018|0|I483|Z501|01|0.84876
2018|0|I483|Z515|01|0.7943
2018|0|I483|Z515|06|0.80486
2018|0|I484|I500|06|0.85774
2018|0|I484|I500|09|0.84392
2018|0|I484|J13|01|0.90375
2018|0|I484|J13|20|0.71725
2018|0|I484|J14|01|0.90375
2018|0|I484|J14|20|0.71725
2018|0|I484|J150|01|0.90375
2018|0|I484|J150|20|0.71725
2018|0|I484|J151|01|0.90375
2018|0|I484|J151|20|0.71725
2018|0|I484|J152|01|0.90375
2018|0|I484|J152|20|0.71725
2018|0|I484|J153|01|0.90375
2018|0|I484|J153|20|0.71725
2018|0|I484|J154|01|0.90375
2018|0|I484|J154|20|0.71725
2018|0|I484|J155|01|0.90375
2018|0|I484|J155|20|0.71725
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2018|0|I484|J156|20|0.71725
2018|0|I484|J157|01|0.90375
2018|0|I484|J157|20|0.71725
2018|0|I484|J158|01|0.90375
2018|0|I484|J158|20|0.71725
2018|0|I484|J159|01|0.90375
2018|0|I484|J159|20|0.71725
2018|0|I484|J160|01|0.90375
2018|0|I484|J160|20|0.71725
2018|0|I484|J168|01|0.90375
2018|0|I484|J168|20|0.71725
2018|0|I484|J178|01|0.90375
2018|0|I484|J178|20|0.71725
2018|0|I484|J180|01|0.90375
2018|0|I484|J180|20|0.71725
2018|0|I484|J181|01|0.90375
2018|0|I484|J181|20|0.71725
2018|0|I484|J182|01|0.90375
2018|0|I484|J182|20|0.71725
2018|0|I484|J188|01|0.90375
2018|0|I484|J188|20|0.71725
2018|0|I484|J189|01|0.90375
2018|0|I484|J189|20|0.71725
2018|0|I484|J690|04|0.80402
2018|0|I484|J691|04|0.80402
2018|0|I484|J698|04|0.80402
2018|0|I484|K913|06|0.69708
2018|0|I484|L0300|16|0.86868
2018|0|I484|L0301|16|0.86868
2018|0|I484|L0310|16|0.86868
2018|0|I484|L0311|16|0.86868
2018|0|I484|L032|16|0.86868
2018|0|I484|L0330|16|0.86868
2018|0|I484|L0331|16|0.86868
2018|0|I484|L0332|16|0.86868
2018|0|I484|L0333|16|0.86868
2018|0|I484|L0334|16|0.86868
2018|0|I484|L0335|16|0.86868
2018|0|I484|L0336|16|0.86868
2018|0|I484|L0339|16|0.86868
2018|0|I484|L038|16|0.86868
2018|0|I484|L039|16|0.86868
2018|0|I484|N170|07|0.77334
2018|0|I484|N170|20|0.82667
2018|0|I484|N171|07|0.77334
2018|0|I484|N171|20|0.82667
2018|0|I484|N172|07|0.77334
2018|0|I484|N172|20|0.82667
2018|0|I484|N178|07|0.77334
2018|0|I484|N178|20|0.82667
2018|0|I484|N179|07|0.77334
2018|0|I484|N179|20|0.82667
2018|0|I484|N390|10|1.27346
2018|0|I484|N390|11|1.06681
2018|0|I484|R130|01|0.7943
2018|0|I484|Z501|01|0.84876
2018|0|I484|Z515|01|0.7943
2018|0|I484|Z515|06|0.80486
2018|0|I4890|I500|06|0.85774
2018|0|I4890|I500|09|0.84392
2018|0|I4890|J13|01|0.90375
2018|0|I4890|J13|20|0.71725
2018|0|I4890|J14|01|0.90375
2018|0|I4890|J14|20|0.71725
2018|0|I4890|J150|01|0.90375
2018|0|I4890|J150|20|0.71725
2018|0|I4890|J151|01|0.90375
2018|0|I4890|J151|20|0.71725
2018|0|I4890|J152|01|0.90375
2018|0|I4890|J152|20|0.71725
2018|0|I4890|J153|01|0.90375
2018|0|I4890|J153|20|0.71725
2018|0|I4890|J154|01|0.90375
2018|0|I4890|J154|20|0.71725
2018|0|I4890|J155|01|0.90375
2018|0|I4890|J155|20|0.71725
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2018|0|I4890|J156|20|0.71725
2018|0|I4890|J157|01|0.90375
2018|0|I4890|J157|20|0.71725
2018|0|I4890|J158|01|0.90375
2018|0|I4890|J158|20|0.71725
2018|0|I4890|J159|01|0.90375
2018|0|I4890|J159|20|0.71725
2018|0|I4890|J160|01|0.90375
2018|0|I4890|J160|20|0.71725
2018|0|I4890|J168|01|0.90375
2018|0|I4890|J168|20|0.71725
2018|0|I4890|J178|01|0.90375
2018|0|I4890|J178|20|0.71725
2018|0|I4890|J180|01|0.90375
2018|0|I4890|J180|20|0.71725
2018|0|I4890|J181|01|0.90375
2018|0|I4890|J181|20|0.71725
2018|0|I4890|J182|01|0.90375
2018|0|I4890|J182|20|0.71725
2018|0|I4890|J188|01|0.90375
2018|0|I4890|J188|20|0.71725
2018|0|I4890|J189|01|0.90375
2018|0|I4890|J189|20|0.71725
2018|0|I4890|J690|04|0.80402
2018|0|I4890|J691|04|0.80402
2018|0|I4890|J698|04|0.80402
2018|0|I4890|K913|06|0.69708
2018|0|I4890|L0300|16|0.86868
2018|0|I4890|L0301|16|0.86868
2018|0|I4890|L0310|16|0.86868
2018|0|I4890|L0311|16|0.86868
2018|0|I4890|L032|16|0.86868
2018|0|I4890|L0330|16|0.86868
2018|0|I4890|L0331|16|0.86868
2018|0|I4890|L0332|16|0.86868
2018|0|I4890|L0333|16|0.86868
2018|0|I4890|L0334|16|0.86868
2018|0|I4890|L0335|16|0.86868
2018|0|I4890|L0336|16|0.86868
2018|0|I4890|L0339|16|0.86868
2018|0|I4890|L038|16|0.86868
2018|0|I4890|L039|16|0.86868
2018|0|I4890|N170|07|0.77334
2018|0|I4890|N170|20|0.82667
2018|0|I4890|N171|07|0.77334
2018|0|I4890|N171|20|0.82667
2018|0|I4890|N172|07|0.77334
2018|0|I4890|N172|20|0.82667
2018|0|I4890|N178|07|0.77334
2018|0|I4890|N178|20|0.82667
2018|0|I4890|N179|07|0.77334
2018|0|I4890|N179|20|0.82667
2018|0|I4890|N390|10|1.27346
2018|0|I4890|N390|11|1.06681
2018|0|I4890|R130|01|0.7943
2018|0|I4890|Z501|01|0.84876
2018|0|I4890|Z515|01|0.7943
2018|0|I4890|Z515|06|0.80486
2018|0|I4891|I500|06|0.85774
2018|0|I4891|I500|09|0.84392
2018|0|I4891|J13|01|0.90375
2018|0|I4891|J13|20|0.71725
2018|0|I4891|J14|01|0.90375
2018|0|I4891|J14|20|0.71725
2018|0|I4891|J150|01|0.90375
2018|0|I4891|J150|20|0.71725
2018|0|I4891|J151|01|0.90375
2018|0|I4891|J151|20|0.71725
2018|0|I4891|J152|01|0.90375
2018|0|I4891|J152|20|0.71725
2018|0|I4891|J153|01|0.90375
2018|0|I4891|J153|20|0.71725
2018|0|I4891|J154|01|0.90375
2018|0|I4891|J154|20|0.71725
2018|0|I4891|J155|01|0.90375
2018|0|I4891|J155|20|0.71725
2018|0|I4891|J156|01|0.90375
2018|0|I4891|J156|20|0.71725
2018|0|I4891|J157|01|0.90375
2018|0|I4891|J157|20|0.71725
2018|0|I4891|J158|01|0.90375
2018|0|I4891|J158|20|0.71725
2018|0|I4891|J159|01|0.90375
2018|0|I4891|J159|20|0.71725
2018|0|I4891|J160|01|0.90375
2018|0|I4891|J160|20|0.71725
2018|0|I4891|J168|01|0.90375
2018|0|I4891|J168|20|0.71725
2018|0|I4891|J178|01|0.90375
2018|0|I4891|J178|20|0.71725
2018|0|I4891|J180|01|0.90375
2018|0|I4891|J180|20|0.71725
2018|0|I4891|J181|01|0.90375
2018|0|I4891|J181|20|0.71725
2018|0|I4891|J182|01|0.90375
2018|0|I4891|J182|20|0.71725
2018|0|I4891|J188|01|0.90375
2018|0|I4891|J188|20|0.71725
2018|0|I4891|J189|01|0.90375
2018|0|I4891|J189|20|0.71725
2018|0|I4891|J690|04|0.80402
2018|0|I4891|J691|04|0.80402
2018|0|I4891|J698|04|0.80402
2018|0|I4891|K913|06|0.69708
2018|0|I4891|L0300|16|0.86868
2018|0|I4891|L0301|16|0.86868
2018|0|I4891|L0310|16|0.86868
2018|0|I4891|L0311|16|0.86868
2018|0|I4891|L032|16|0.86868
2018|0|I4891|L0330|16|0.86868
2018|0|I4891|L0331|16|0.86868
2018|0|I4891|L0332|16|0.86868
2018|0|I4891|L0333|16|0.86868
2018|0|I4891|L0334|16|0.86868
2018|0|I4891|L0335|16|0.86868
2018|0|I4891|L0336|16|0.86868
2018|0|I4891|L0339|16|0.86868
2018|0|I4891|L038|16|0.86868
2018|0|I4891|L039|16|0.86868
2018|0|I4891|N170|07|0.77334
2018|0|I4891|N170|20|0.82667
2018|0|I4891|N171|07|0.77334
2018|0|I4891|N171|20|0.82667
2018|0|I4891|N172|07|0.77334
2018|0|I4891|N172|20|0.82667
2018|0|I4891|N178|07|0.77334
2018|0|I4891|N178|20|0.82667
2018|0|I4891|N179|07|0.77334
2018|0|I4891|N179|20|0.82667
2018|0|I4891|N390|10|1.27346
2018|0|I4891|N390|11|1.06681
2018|0|I4891|R130|01|0.7943
2018|0|I4891|Z501|01|0.84876
2018|0|I4891|Z515|01|0.7943
2018|0|I4891|Z515|06|0.80486
2018|0|I500|I518|05|0.84262
2018|0|I500|J13|05|0.86832
2018|0|I500|J13|19|0.72376
2018|0|I500|J14|05|0.86832
2018|0|I500|J14|19|0.72376
2018|0|I500|J150|05|0.86832
2018|0|I500|J150|19|0.72376
2018|0|I500|J151|05|0.86832
2018|0|I500|J151|19|0.72376
2018|0|I500|J152|05|0.86832
2018|0|I500|J152|19|0.72376
2018|0|I500|J153|05|0.86832
2018|0|I500|J153|19|0.72376
2018|0|I500|J154|05|0.86832
2018|0|I500|J154|19|0.72376
2018|0|I500|J155|05|0.86832
2018|0|I500|J155|19|0.72376
2018|0|I500|J156|05|0.86832
2018|0|I500|J156|19|0.72376
2018|0|I500|J157|05|0.86832
2018|0|I500|J157|19|0.72376
2018|0|I500|J158|05|0.86832
2018|0|I500|J158|19|0.72376
2018|0|I500|J159|05|0.86832
2018|0|I500|J159|19|0.72376
2018|0|I500|J160|05|0.86832
2018|0|I500|J160|19|0.72376
2018|0|I500|J168|05|0.86832
2018|0|I500|J168|19|0.72376
2018|0|I500|J178|05|0.86832
2018|0|I500|J178|19|0.72376
2018|0|I500|J180|05|0.86832
2018|0|I500|J180|19|0.72376
2018|0|I500|J181|05|0.86832
2018|0|I500|J181|19|0.72376
2018|0|I500|J182|05|0.86832
2018|0|I500|J182|19|0.72376
2018|0|I500|J188|05|0.86832
2018|0|I500|J188|19|0.72376
2018|0|I500|J189|05|0.86832
2018|0|I500|J189|19|0.72376
2018|0|I500|J440|05|1.08546
2018|0|I500|J440|06|0.74712
2018|0|I500|J440|16|0.75728
2018|0|I500|J440|20|0.82292
2018|0|I500|J441|05|1.08546
2018|0|I500|J441|06|0.74712
2018|0|I500|J441|16|0.75728
2018|0|I500|J441|20|0.82292
2018|0|I500|J448|05|1.08546
2018|0|I500|J448|06|0.74712
2018|0|I500|J448|16|0.75728
2018|0|I500|J448|20|0.82292
2018|0|I500|J90|04|0.90446
2018|0|I500|J9600|04|0.89582
2018|0|I500|J9601|04|0.89582
2018|0|I500|J9609|04|0.89582
2018|0|I500|J9610|04|0.89582
2018|0|I500|J9611|04|0.89582
2018|0|I500|J9619|04|0.89582
2018|0|I500|J9690|04|0.89582
2018|0|I500|J9691|04|0.89582
2018|0|I500|J9699|04|0.89582
2018|0|I500|L0300|04|0.79889
2018|0|I500|L0300|11|1.12195
2018|0|I500|L0301|04|0.79889
2018|0|I500|L0301|11|1.12195
2018|0|I500|L0310|04|0.79889
2018|0|I500|L0310|11|1.12195
2018|0|I500|L0311|04|0.79889
2018|0|I500|L0311|11|1.12195
2018|0|I500|L032|04|0.79889
2018|0|I500|L032|11|1.12195
2018|0|I500|L0330|04|0.79889
2018|0|I500|L0330|11|1.12195
2018|0|I500|L0331|04|0.79889
2018|0|I500|L0331|11|1.12195
2018|0|I500|L0332|04|0.79889
2018|0|I500|L0332|11|1.12195
2018|0|I500|L0333|04|0.79889
2018|0|I500|L0333|11|1.12195
2018|0|I500|L0334|04|0.79889
2018|0|I500|L0334|11|1.12195
2018|0|I500|L0335|04|0.79889
2018|0|I500|L0335|11|1.12195
2018|0|I500|L0336|04|0.79889
2018|0|I500|L0336|11|1.12195
2018|0|I500|L0339|04|0.79889
2018|0|I500|L0339|11|1.12195
2018|0|I500|L038|04|0.79889
2018|0|I500|L038|11|1.12195
2018|0|I500|L039|04|0.79889
2018|0|I500|L039|11|1.12195
2018|0|I500|L891|04|0.83568
2018|0|I500|L892|04|0.83568
2018|0|I500|L893|04|0.83568
2018|0|I500|L898|04|0.83568
2018|0|I500|N170|06|1.3378
2018|0|I500|N170|08|1.30136
2018|0|I500|N170|11|0.85477
2018|0|I500|N170|16|0.93644
2018|0|I500|N170|19|0.7942
2018|0|I500|N171|06|1.3378
2018|0|I500|N171|08|1.30136
2018|0|I500|N171|11|0.85477
2018|0|I500|N171|16|0.93644
2018|0|I500|N171|19|0.7942
2018|0|I500|N172|06|1.3378
2018|0|I500|N172|08|1.30136
2018|0|I500|N172|11|0.85477
2018|0|I500|N172|16|0.93644
2018|0|I500|N172|19|0.7942
2018|0|I500|N178|06|1.3378
2018|0|I500|N178|08|1.30136
2018|0|I500|N178|11|0.85477
2018|0|I500|N178|16|0.93644
2018|0|I500|N178|19|0.7942
2018|0|I500|N179|06|1.3378
2018|0|I500|N179|08|1.30136
2018|0|I500|N179|11|0.85477
2018|0|I500|N179|16|0.93644
2018|0|I500|N179|19|0.7942
2018|0|I500|N181|04|0.77833
2018|0|I500|N182|04|0.77833
2018|0|I500|N183|04|0.77833
2018|0|I500|N184|04|0.77833
2018|0|I500|N185|04|0.77833
2018|0|I500|N189|04|0.77833
2018|0|I500|N390|01|0.75012
2018|0|I500|N390|05|0.82944
2018|0|I500|N390|06|0.79182
2018|0|I500|N390|09|1.4628
2018|0|I500|N390|10|0.76541
2018|0|I500|N390|19|1.08611
2018|0|I500|N390|20|0.77819
2018|0|I500|O85002|11|1.19053
2018|0|I500|O85004|11|1.19053
2018|0|I500|O85009|11|1.19053
2018|0|I500|R570|05|0.68073
2018|0|I500|R570|16|0.80372
2018|0|I500|R571|05|0.68073
2018|0|I500|R571|16|0.80372
2018|0|I500|R572|05|0.68073
2018|0|I500|R572|16|0.80372
2018|0|I500|R578|05|0.68073
2018|0|I500|R578|16|0.80372
2018|0|I500|R579|05|0.68073
2018|0|I500|R579|16|0.80372
2018|0|I500|U8220|11|0.78731
2018|0|I500|U8228|11|0.78731
2018|0|I500|U828|11|0.78731
2018|0|I500|U829|11|0.78731
2018|0|I500|Z501|04|0.82656
2018|0|I500|Z515|05|1.09847
2018|0|I600|N390|20|0.68121
2018|0|I600|Z515|01|0.66681
2018|0|I601|N390|20|0.68121
2018|0|I601|Z515|01|0.66681
2018|0|I602|N390|20|0.68121
2018|0|I602|Z515|01|0.66681
2018|0|I603|N390|20|0.68121
2018|0|I603|Z515|01|0.66681
2018|0|I604|N390|20|0.68121
2018|0|I604|Z515|01|0.66681
2018|0|I605|N390|20|0.68121
2018|0|I605|Z515|01|0.66681
2018|0|I606|N390|20|0.68121
2018|0|I606|Z515|01|0.66681
2018|0|I607|N390|20|0.68121
2018|0|I607|Z515|01|0.66681
2018|0|I608|N390|20|0.68121
2018|0|I608|Z515|01|0.66681
2018|0|I609|N390|20|0.68121
2018|0|I609|Z515|01|0.66681
2018|0|I610|N390|20|0.68121
2018|0|I610|Z515|01|0.66681
2018|0|I611|N390|20|0.68121
2018|0|I611|Z515|01|0.66681
2018|0|I612|N390|20|0.68121
2018|0|I612|Z515|01|0.66681
2018|0|I613|N390|20|0.68121
2018|0|I613|Z515|01|0.66681
2018|0|I614|N390|20|0.68121
2018|0|I614|Z515|01|0.66681
2018|0|I615|N390|20|0.68121
2018|0|I615|Z515|01|0.66681
2018|0|I616|N390|20|0.68121
2018|0|I616|Z515|01|0.66681
2018|0|I618|N390|20|0.68121
2018|0|I618|Z515|01|0.66681
2018|0|I619|N390|20|0.68121
2018|0|I619|Z515|01|0.66681
2018|0|I620|N390|20|0.68121
2018|0|I620|Z515|01|0.66681
2018|0|I621|N390|20|0.68121
2018|0|I621|Z515|01|0.66681
2018|0|I629|N390|20|0.68121
2018|0|I629|Z515|01|0.66681
2018|0|I630|N390|20|0.68121
2018|0|I630|Z515|01|0.66681
2018|0|I631|N390|20|0.68121
2018|0|I631|Z515|01|0.66681
2018|0|I632|N390|20|0.68121
2018|0|I632|Z515|01|0.66681
2018|0|I633|N390|20|0.68121
2018|0|I633|Z515|01|0.66681
2018|0|I634|N390|20|0.68121
2018|0|I634|Z515|01|0.66681
2018|0|I635|N390|20|0.68121
2018|0|I635|Z515|01|0.66681
2018|0|I636|N390|20|0.68121
2018|0|I636|Z515|01|0.66681
2018|0|I638|N390|20|0.68121
2018|0|I638|Z515|01|0.66681
2018|0|I639|N390|20|0.68121
2018|0|I639|Z515|01|0.66681
2018|0|I64|N390|20|0.68121
2018|0|I64|Z515|01|0.66681
2018|0|I650|N390|01|0.85905
2018|0|I651|N390|01|0.85905
2018|0|I652|N390|01|0.85905
2018|0|I653|N390|01|0.85905
2018|0|I658|N390|01|0.85905
2018|0|I659|N390|01|0.85905
2018|0|J120|P580|14|0.53998
2018|0|J120|P581|14|0.53998
2018|0|J120|P582|14|0.53998
2018|0|J120|P583|14|0.53998
2018|0|J120|P584|14|0.53998
2018|0|J120|P585|14|0.53998
2018|0|J120|P588|14|0.53998
2018|0|J120|P589|14|0.53998
2018|0|J120|P590|14|0.53998
2018|0|J120|P591|14|0.53998
2018|0|J120|P592|14|0.53998
2018|0|J120|P593|14|0.53998
2018|0|J120|P598|14|0.53998
2018|0|J120|P599|14|0.53998
2018|0|J121|P580|14|0.53998
2018|0|J121|P581|14|0.53998
2018|0|J121|P582|14|0.53998
2018|0|J121|P583|14|0.53998
2018|0|J121|P584|14|0.53998
2018|0|J121|P585|14|0.53998
2018|0|J121|P588|14|0.53998
2018|0|J121|P589|14|0.53998
2018|0|J121|P590|14|0.53998
2018|0|J121|P591|14|0.53998
2018|0|J121|P592|14|0.53998
2018|0|J121|P593|14|0.53998
2018|0|J121|P598|14|0.53998
2018|0|J121|P599|14|0.53998
2018|0|J122|P580|14|0.53998
2018|0|J122|P581|14|0.53998
2018|0|J122|P582|14|0.53998
2018|0|J122|P583|14|0.53998
2018|0|J122|P584|14|0.53998
2018|0|J122|P585|14|0.53998
2018|0|J122|P588|14|0.53998
2018|0|J122|P589|14|0.53998
2018|0|J122|P590|14|0.53998
2018|0|J122|P591|14|0.53998
2018|0|J122|P592|14|0.53998
2018|0|J122|P593|14|0.53998
2018|0|J122|P598|14|0.53998
2018|0|J122|P599|14|0.53998
2018|0|J123|P580|14|0.53998
2018|0|J123|P581|14|0.53998
2018|0|J123|P582|14|0.53998
2018|0|J123|P583|14|0.53998
2018|0|J123|P584|14|0.53998
2018|0|J123|P585|14|0.53998
2018|0|J123|P588|14|0.53998
2018|0|J123|P589|14|0.53998
2018|0|J123|P590|14|0.53998
2018|0|J123|P591|14|0.53998
2018|0|J123|P592|14|0.53998
2018|0|J123|P593|14|0.53998
2018|0|J123|P598|14|0.53998
2018|0|J123|P599|14|0.53998
2018|0|J128|P580|14|0.53998
2018|0|J128|P581|14|0.53998
2018|0|J128|P582|14|0.53998
2018|0|J128|P583|14|0.53998
2018|0|J128|P584|14|0.53998
2018|0|J128|P585|14|0.53998
2018|0|J128|P588|14|0.53998
2018|0|J128|P589|14|0.53998
2018|0|J128|P590|14|0.53998
2018|0|J128|P591|14|0.53998
2018|0|J128|P592|14|0.53998
2018|0|J128|P593|14|0.53998
2018|0|J128|P598|14|0.53998
2018|0|J128|P599|14|0.53998
2018|0|J129|P580|14|0.53998
2018|0|J129|P581|14|0.53998
2018|0|J129|P582|14|0.53998
2018|0|J129|P583|14|0.53998
2018|0|J129|P584|14|0.53998
2018|0|J129|P585|14|0.53998
2018|0|J129|P588|14|0.53998
2018|0|J129|P589|14|0.53998
2018|0|J129|P590|14|0.53998
2018|0|J129|P591|14|0.53998
2018|0|J129|P592|14|0.53998
2018|0|J129|P593|14|0.53998
2018|0|J129|P598|14|0.53998
2018|0|J129|P599|14|0.53998
2018|0|J13|J440|03|0.69128
2018|0|J13|J440|05|0.86872
2018|0|J13|J440|06|0.74978
2018|0|J13|J440|15|0.74462
2018|0|J13|J440|20|0.75416
2018|0|J13|J441|03|0.69128
2018|0|J13|J441|05|0.86872
2018|0|J13|J441|06|0.74978
2018|0|J13|J441|15|0.74462
2018|0|J13|J441|20|0.75416
2018|0|J13|J448|03|0.69128
2018|0|J13|J448|05|0.86872
2018|0|J13|J448|06|0.74978
2018|0|J13|J448|15|0.74462
2018|0|J13|J448|20|0.75416
2018|0|J13|J90|04|0.83237
2018|0|J13|K913|06|0.86921
2018|0|J13|L0300|05|1.31553
2018|0|J13|L0301|05|1.31553
2018|0|J13|L0310|05|1.31553
2018|0|J13|L0311|05|1.31553
2018|0|J13|L032|05|1.31553
2018|0|J13|L0330|05|1.31553
2018|0|J13|L0331|05|1.31553
2018|0|J13|L0332|05|1.31553
2018|0|J13|L0333|05|1.31553
2018|0|J13|L0334|05|1.31553
2018|0|J13|L0335|05|1.31553
2018|0|J13|L0336|05|1.31553
2018|0|J13|L0339|05|1.31553
2018|0|J13|L038|05|1.31553
2018|0|J13|L039|05|1.31553
2018|0|J13|N170|04|0.92101
2018|0|J13|N170|06|0.87125
2018|0|J13|N170|07|0.80874
2018|0|J13|N170|10|0.87136
2018|0|J13|N170|11|0.70228
2018|0|J13|N170|15|0.77129
2018|0|J13|N170|16|1.17248
2018|0|J13|N171|04|0.92101
2018|0|J13|N171|06|0.87125
2018|0|J13|N171|07|0.80874
2018|0|J13|N171|10|0.87136
2018|0|J13|N171|11|0.70228
2018|0|J13|N171|15|0.77129
2018|0|J13|N171|16|1.17248
2018|0|J13|N172|04|0.92101
2018|0|J13|N172|06|0.87125
2018|0|J13|N172|07|0.80874
2018|0|J13|N172|10|0.87136
2018|0|J13|N172|11|0.70228
2018|0|J13|N172|15|0.77129
2018|0|J13|N172|16|1.17248
2018|0|J13|N178|04|0.92101
2018|0|J13|N178|06|0.87125
2018|0|J13|N178|07|0.80874
2018|0|J13|N178|10|0.87136
2018|0|J13|N178|11|0.70228
2018|0|J13|N178|15|0.77129
2018|0|J13|N178|16|1.17248
2018|0|J13|N179|04|0.92101
2018|0|J13|N179|06|0.87125
2018|0|J13|N179|07|0.80874
2018|0|J13|N179|10|0.87136
2018|0|J13|N179|11|0.70228
2018|0|J13|N179|15|0.77129
2018|0|J13|N179|16|1.17248
2018|0|J13|N181|04|0.80241
2018|0|J13|N182|04|0.80241
2018|0|J13|N183|04|0.80241
2018|0|J13|N184|04|0.80241
2018|0|J13|N185|04|0.80241
2018|0|J13|N189|04|0.80241
2018|0|J13|N390|04|0.94478
2018|0|J13|N390|05|0.91435
2018|0|J13|N390|19|1.10573
2018|0|J13|N390|20|0.82001
2018|0|J13|P580|14|0.53998
2018|0|J13|P581|14|0.53998
2018|0|J13|P582|14|0.53998
2018|0|J13|P583|14|0.53998
2018|0|J13|P584|14|0.53998
2018|0|J13|P585|14|0.53998
2018|0|J13|P588|14|0.53998
2018|0|J13|P589|14|0.53998
2018|0|J13|P590|14|0.53998
2018|0|J13|P591|14|0.53998
2018|0|J13|P592|14|0.53998
2018|0|J13|P593|14|0.53998
2018|0|J13|P598|14|0.53998
2018|0|J13|P599|14|0.53998
2018|0|J13|R600|04|0.88682
2018|0|J13|Z501|04|1.08938
2018|0|J13|Z515|06|2.25291
2018|0|J13|Z515|15|0.79602
2018|0|J13|Z515|19|0.66308
2018|0|J14|J440|03|0.69128
2018|0|J14|J440|05|0.86872
2018|0|J14|J440|06|0.74978
2018|0|J14|J440|15|0.74462
2018|0|J14|J440|20|0.75416
2018|0|J14|J441|03|0.69128
2018|0|J14|J441|05|0.86872
2018|0|J14|J441|06|0.74978
2018|0|J14|J441|15|0.74462
2018|0|J14|J441|20|0.75416
2018|0|J14|J448|03|0.69128
2018|0|J14|J448|05|0.86872
2018|0|J14|J448|06|0.74978
2018|0|J14|J448|15|0.74462
2018|0|J14|J448|20|0.75416
2018|0|J14|J90|04|0.83237
2018|0|J14|K913|06|0.86921
2018|0|J14|L0300|05|1.31553
2018|0|J14|L0301|05|1.31553
2018|0|J14|L0310|05|1.31553
2018|0|J14|L0311|05|1.31553
2018|0|J14|L032|05|1.31553
2018|0|J14|L0330|05|1.31553
2018|0|J14|L0331|05|1.31553
2018|0|J14|L0332|05|1.31553
2018|0|J14|L0333|05|1.31553
2018|0|J14|L0334|05|1.31553
2018|0|J14|L0335|05|1.31553
2018|0|J14|L0336|05|1.31553
2018|0|J14|L0339|05|1.31553
2018|0|J14|L038|05|1.31553
2018|0|J14|L039|05|1.31553
2018|0|J14|N170|04|0.92101
2018|0|J14|N170|06|0.87125
2018|0|J14|N170|07|0.80874
2018|0|J14|N170|10|0.87136
2018|0|J14|N170|11|0.70228
2018|0|J14|N170|15|0.77129
2018|0|J14|N170|16|1.17248
2018|0|J14|N171|04|0.92101
2018|0|J14|N171|06|0.87125
2018|0|J14|N171|07|0.80874
2018|0|J14|N171|10|0.87136
2018|0|J14|N171|11|0.70228
2018|0|J14|N171|15|0.77129
2018|0|J14|N171|16|1.17248
2018|0|J14|N172|04|0.92101
2018|0|J14|N172|06|0.87125
2018|0|J14|N172|07|0.80874
2018|0|J14|N172|10|0.87136
2018|0|J14|N172|11|0.70228
2018|0|J14|N172|15|0.77129
2018|0|J14|N172|16|1.17248
2018|0|J14|N178|04|0.92101
2018|0|J14|N178|06|0.87125
2018|0|J14|N178|07|0.80874
2018|0|J14|N178|10|0.87136
2018|0|J14|N178|11|0.70228
2018|0|J14|N178|15|0.77129
2018|0|J14|N178|16|1.17248
2018|0|J14|N179|04|0.92101
2018|0|J14|N179|06|0.87125
2018|0|J14|N179|07|0.80874
2018|0|J14|N179|10|0.87136
2018|0|J14|N179|11|0.70228
2018|0|J14|N179|15|0.77129
2018|0|J14|N179|16|1.17248
2018|0|J14|N181|04|0.80241
2018|0|J14|N182|04|0.80241
2018|0|J14|N183|04|0.80241
2018|0|J14|N184|04|0.80241
2018|0|J14|N185|04|0.80241
2018|0|J14|N189|04|0.80241
2018|0|J14|N390|04|0.94478
2018|0|J14|N390|05|0.91435
2018|0|J14|N390|19|1.10573
2018|0|J14|N390|20|0.82001
2018|0|J14|P580|14|0.53998
2018|0|J14|P581|14|0.53998
2018|0|J14|P582|14|0.53998
2018|0|J14|P583|14|0.53998
2018|0|J14|P584|14|0.53998
2018|0|J14|P585|14|0.53998
2018|0|J14|P588|14|0.53998
2018|0|J14|P589|14|0.53998
2018|0|J14|P590|14|0.53998
2018|0|J14|P591|14|0.53998
2018|0|J14|P592|14|0.53998
2018|0|J14|P593|14|0.53998
2018|0|J14|P598|14|0.53998
2018|0|J14|P599|14|0.53998
2018|0|J14|R600|04|0.88682
2018|0|J14|Z501|04|1.08938
2018|0|J14|Z515|06|2.25291
2018|0|J14|Z515|15|0.79602
2018|0|J14|Z515|19|0.66308
2018|0|J150|J440|03|0.69128
2018|0|J150|J440|05|0.86872
2018|0|J150|J440|06|0.74978
2018|0|J150|J440|15|0.74462
2018|0|J150|J440|20|0.75416
2018|0|J150|J441|03|0.69128
2018|0|J150|J441|05|0.86872
2018|0|J150|J441|06|0.74978
2018|0|J150|J441|15|0.74462
2018|0|J150|J441|20|0.75416
2018|0|J150|J448|03|0.69128
2018|0|J150|J448|05|0.86872
2018|0|J150|J448|06|0.74978
2018|0|J150|J448|15|0.74462
2018|0|J150|J448|20|0.75416
2018|0|J150|J90|04|0.83237
2018|0|J150|K913|06|0.86921
2018|0|J150|L0300|05|1.31553
2018|0|J150|L0301|05|1.31553
2018|0|J150|L0310|05|1.31553
2018|0|J150|L0311|05|1.31553
2018|0|J150|L032|05|1.31553
2018|0|J150|L0330|05|1.31553
2018|0|J150|L0331|05|1.31553
2018|0|J150|L0332|05|1.31553
2018|0|J150|L0333|05|1.31553
2018|0|J150|L0334|05|1.31553
2018|0|J150|L0335|05|1.31553
2018|0|J150|L0336|05|1.31553
2018|0|J150|L0339|05|1.31553
2018|0|J150|L038|05|1.31553
2018|0|J150|L039|05|1.31553
2018|0|J150|N170|04|0.92101
2018|0|J150|N170|06|0.87125
2018|0|J150|N170|07|0.80874
2018|0|J150|N170|10|0.87136
2018|0|J150|N170|11|0.70228
2018|0|J150|N170|15|0.77129
2018|0|J150|N170|16|1.17248
2018|0|J150|N171|04|0.92101
2018|0|J150|N171|06|0.87125
2018|0|J150|N171|07|0.80874
2018|0|J150|N171|10|0.87136
2018|0|J150|N171|11|0.70228
2018|0|J150|N171|15|0.77129
2018|0|J150|N171|16|1.17248
2018|0|J150|N172|04|0.92101
2018|0|J150|N172|06|0.87125
2018|0|J150|N172|07|0.80874
2018|0|J150|N172|10|0.87136
2018|0|J150|N172|11|0.70228
2018|0|J150|N172|15|0.77129
2018|0|J150|N172|16|1.17248
2018|0|J150|N178|04|0.92101
2018|0|J150|N178|06|0.87125
2018|0|J150|N178|07|0.80874
2018|0|J150|N178|10|0.87136
2018|0|J150|N178|11|0.70228
2018|0|J150|N178|15|0.77129
2018|0|J150|N178|16|1.17248
2018|0|J150|N179|04|0.92101
2018|0|J150|N179|06|0.87125
2018|0|J150|N179|07|0.80874
2018|0|J150|N179|10|0.87136
2018|0|J150|N179|11|0.70228
2018|0|J150|N179|15|0.77129
2018|0|J150|N179|16|1.17248
2018|0|J150|N181|04|0.80241
2018|0|J150|N182|04|0.80241
2018|0|J150|N183|04|0.80241
2018|0|J150|N184|04|0.80241
2018|0|J150|N185|04|0.80241
2018|0|J150|N189|04|0.80241
2018|0|J150|N390|04|0.94478
2018|0|J150|N390|05|0.91435
2018|0|J150|N390|19|1.10573
2018|0|J150|N390|20|0.82001
2018|0|J150|P580|14|0.53998
2018|0|J150|P581|14|0.53998
2018|0|J150|P582|14|0.53998
2018|0|J150|P583|14|0.53998
2018|0|J150|P584|14|0.53998
2018|0|J150|P585|14|0.53998
2018|0|J150|P588|14|0.53998
2018|0|J150|P589|14|0.53998
2018|0|J150|P590|14|0.53998
2018|0|J150|P591|14|0.53998
2018|0|J150|P592|14|0.53998
2018|0|J150|P593|14|0.53998
2018|0|J150|P598|14|0.53998
2018|0|J150|P599|14|0.53998
2018|0|J150|R600|04|0.88682
2018|0|J150|Z501|04|1.08938
2018|0|J150|Z515|06|2.25291
2018|0|J150|Z515|15|0.79602
2018|0|J150|Z515|19|0.66308
2018|0|J151|J440|03|0.69128
2018|0|J151|J440|05|0.86872
2018|0|J151|J440|06|0.74978
2018|0|J151|J440|15|0.74462
2018|0|J151|J440|20|0.75416
2018|0|J151|J441|03|0.69128
2018|0|J151|J441|05|0.86872
2018|0|J151|J441|06|0.74978
2018|0|J151|J441|15|0.74462
2018|0|J151|J441|20|0.75416
2018|0|J151|J448|03|0.69128
2018|0|J151|J448|05|0.86872
2018|0|J151|J448|06|0.74978
2018|0|J151|J448|15|0.74462
2018|0|J151|J448|20|0.75416
2018|0|J151|J90|04|0.83237
2018|0|J151|K913|06|0.86921
2018|0|J151|L0300|05|1.31553
2018|0|J151|L0301|05|1.31553
2018|0|J151|L0310|05|1.31553
2018|0|J151|L0311|05|1.31553
2018|0|J151|L032|05|1.31553
2018|0|J151|L0330|05|1.31553
2018|0|J151|L0331|05|1.31553
2018|0|J151|L0332|05|1.31553
2018|0|J151|L0333|05|1.31553
2018|0|J151|L0334|05|1.31553
2018|0|J151|L0335|05|1.31553
2018|0|J151|L0336|05|1.31553
2018|0|J151|L0339|05|1.31553
2018|0|J151|L038|05|1.31553
2018|0|J151|L039|05|1.31553
2018|0|J151|N170|04|0.92101
2018|0|J151|N170|06|0.87125
2018|0|J151|N170|07|0.80874
2018|0|J151|N170|10|0.87136
2018|0|J151|N170|11|0.70228
2018|0|J151|N170|15|0.77129
2018|0|J151|N170|16|1.17248
2018|0|J151|N171|04|0.92101
2018|0|J151|N171|06|0.87125
2018|0|J151|N171|07|0.80874
2018|0|J151|N171|10|0.87136
2018|0|J151|N171|11|0.70228
2018|0|J151|N171|15|0.77129
2018|0|J151|N171|16|1.17248
2018|0|J151|N172|04|0.92101
2018|0|J151|N172|06|0.87125
2018|0|J151|N172|07|0.80874
2018|0|J151|N172|10|0.87136
2018|0|J151|N172|11|0.70228
2018|0|J151|N172|15|0.77129
2018|0|J151|N172|16|1.17248
2018|0|J151|N178|04|0.92101
2018|0|J151|N178|06|0.87125
2018|0|J151|N178|07|0.80874
2018|0|J151|N178|10|0.87136
2018|0|J151|N178|11|0.70228
2018|0|J151|N178|15|0.77129
2018|0|J151|N178|16|1.17248
2018|0|J151|N179|04|0.92101
2018|0|J151|N179|06|0.87125
2018|0|J151|N179|07|0.80874
2018|0|J151|N179|10|0.87136
2018|0|J151|N179|11|0.70228
2018|0|J151|N179|15|0.77129
2018|0|J151|N179|16|1.17248
2018|0|J151|N181|04|0.80241
2018|0|J151|N182|04|0.80241
2018|0|J151|N183|04|0.80241
2018|0|J151|N184|04|0.80241
2018|0|J151|N185|04|0.80241
2018|0|J151|N189|04|0.80241
2018|0|J151|N390|04|0.94478
2018|0|J151|N390|05|0.91435
2018|0|J151|N390|19|1.10573
2018|0|J151|N390|20|0.82001
2018|0|J151|P580|14|0.53998
2018|0|J151|P581|14|0.53998
2018|0|J151|P582|14|0.53998
2018|0|J151|P583|14|0.53998
2018|0|J151|P584|14|0.53998
2018|0|J151|P585|14|0.53998
2018|0|J151|P588|14|0.53998
2018|0|J151|P589|14|0.53998
2018|0|J151|P590|14|0.53998
2018|0|J151|P591|14|0.53998
2018|0|J151|P592|14|0.53998
2018|0|J151|P593|14|0.53998
2018|0|J151|P598|14|0.53998
2018|0|J151|P599|14|0.53998
2018|0|J151|R600|04|0.88682
2018|0|J151|Z501|04|1.08938
2018|0|J151|Z515|06|2.25291
2018|0|J151|Z515|15|0.79602
2018|0|J151|Z515|19|0.66308
2018|0|J152|J440|03|0.69128
2018|0|J152|J440|05|0.86872
2018|0|J152|J440|06|0.74978
2018|0|J152|J440|15|0.74462
2018|0|J152|J440|20|0.75416
2018|0|J152|J441|03|0.69128
2018|0|J152|J441|05|0.86872
2018|0|J152|J441|06|0.74978
2018|0|J152|J441|15|0.74462
2018|0|J152|J441|20|0.75416
2018|0|J152|J448|03|0.69128
2018|0|J152|J448|05|0.86872
2018|0|J152|J448|06|0.74978
2018|0|J152|J448|15|0.74462
2018|0|J152|J448|20|0.75416
2018|0|J152|J90|04|0.83237
2018|0|J152|K913|06|0.86921
2018|0|J152|L0300|05|1.31553
2018|0|J152|L0301|05|1.31553
2018|0|J152|L0310|05|1.31553
2018|0|J152|L0311|05|1.31553
2018|0|J152|L032|05|1.31553
2018|0|J152|L0330|05|1.31553
2018|0|J152|L0331|05|1.31553
2018|0|J152|L0332|05|1.31553
2018|0|J152|L0333|05|1.31553
2018|0|J152|L0334|05|1.31553
2018|0|J152|L0335|05|1.31553
2018|0|J152|L0336|05|1.31553
2018|0|J152|L0339|05|1.31553
2018|0|J152|L038|05|1.31553
2018|0|J152|L039|05|1.31553
2018|0|J152|N170|04|0.92101
2018|0|J152|N170|06|0.87125
2018|0|J152|N170|07|0.80874
2018|0|J152|N170|10|0.87136
2018|0|J152|N170|11|0.70228
2018|0|J152|N170|15|0.77129
2018|0|J152|N170|16|1.17248
2018|0|J152|N171|04|0.92101
2018|0|J152|N171|06|0.87125
2018|0|J152|N171|07|0.80874
2018|0|J152|N171|10|0.87136
2018|0|J152|N171|11|0.70228
2018|0|J152|N171|15|0.77129
2018|0|J152|N171|16|1.17248
2018|0|J152|N172|04|0.92101
2018|0|J152|N172|06|0.87125
2018|0|J152|N172|07|0.80874
2018|0|J152|N172|10|0.87136
2018|0|J152|N172|11|0.70228
2018|0|J152|N172|15|0.77129
2018|0|J152|N172|16|1.17248
2018|0|J152|N178|04|0.92101
2018|0|J152|N178|06|0.87125
2018|0|J152|N178|07|0.80874
2018|0|J152|N178|10|0.87136
2018|0|J152|N178|11|0.70228
2018|0|J152|N178|15|0.77129
2018|0|J152|N178|16|1.17248
2018|0|J152|N179|04|0.92101
2018|0|J152|N179|06|0.87125
2018|0|J152|N179|07|0.80874
2018|0|J152|N179|10|0.87136
2018|0|J152|N179|11|0.70228
2018|0|J152|N179|15|0.77129
2018|0|J152|N179|16|1.17248
2018|0|J152|N181|04|0.80241
2018|0|J152|N182|04|0.80241
2018|0|J152|N183|04|0.80241
2018|0|J152|N184|04|0.80241
2018|0|J152|N185|04|0.80241
2018|0|J152|N189|04|0.80241
2018|0|J152|N390|04|0.94478
2018|0|J152|N390|05|0.91435
2018|0|J152|N390|19|1.10573
2018|0|J152|N390|20|0.82001
2018|0|J152|P580|14|0.53998
2018|0|J152|P581|14|0.53998
2018|0|J152|P582|14|0.53998
2018|0|J152|P583|14|0.53998
2018|0|J152|P584|14|0.53998
2018|0|J152|P585|14|0.53998
2018|0|J152|P588|14|0.53998
2018|0|J152|P589|14|0.53998
2018|0|J152|P590|14|0.53998
2018|0|J152|P591|14|0.53998
2018|0|J152|P592|14|0.53998
2018|0|J152|P593|14|0.53998
2018|0|J152|P598|14|0.53998
2018|0|J152|P599|14|0.53998
2018|0|J152|R600|04|0.88682
2018|0|J152|Z501|04|1.08938
2018|0|J152|Z515|06|2.25291
2018|0|J152|Z515|15|0.79602
2018|0|J152|Z515|19|0.66308
2018|0|J153|J440|03|0.69128
2018|0|J153|J440|05|0.86872
2018|0|J153|J440|06|0.74978
2018|0|J153|J440|15|0.74462
2018|0|J153|J440|20|0.75416
2018|0|J153|J441|03|0.69128
2018|0|J153|J441|05|0.86872
2018|0|J153|J441|06|0.74978
2018|0|J153|J441|15|0.74462
2018|0|J153|J441|20|0.75416
2018|0|J153|J448|03|0.69128
2018|0|J153|J448|05|0.86872
2018|0|J153|J448|06|0.74978
2018|0|J153|J448|15|0.74462
2018|0|J153|J448|20|0.75416
2018|0|J153|J90|04|0.83237
2018|0|J153|K913|06|0.86921
2018|0|J153|L0300|05|1.31553
2018|0|J153|L0301|05|1.31553
2018|0|J153|L0310|05|1.31553
2018|0|J153|L0311|05|1.31553
2018|0|J153|L032|05|1.31553
2018|0|J153|L0330|05|1.31553
2018|0|J153|L0331|05|1.31553
2018|0|J153|L0332|05|1.31553
2018|0|J153|L0333|05|1.31553
2018|0|J153|L0334|05|1.31553
2018|0|J153|L0335|05|1.31553
2018|0|J153|L0336|05|1.31553
2018|0|J153|L0339|05|1.31553
2018|0|J153|L038|05|1.31553
2018|0|J153|L039|05|1.31553
2018|0|J153|N170|04|0.92101
2018|0|J153|N170|06|0.87125
2018|0|J153|N170|07|0.80874
2018|0|J153|N170|10|0.87136
2018|0|J153|N170|11|0.70228
2018|0|J153|N170|15|0.77129
2018|0|J153|N170|16|1.17248
2018|0|J153|N171|04|0.92101
2018|0|J153|N171|06|0.87125
2018|0|J153|N171|07|0.80874
2018|0|J153|N171|10|0.87136
2018|0|J153|N171|11|0.70228
2018|0|J153|N171|15|0.77129
2018|0|J153|N171|16|1.17248
2018|0|J153|N172|04|0.92101
2018|0|J153|N172|06|0.87125
2018|0|J153|N172|07|0.80874
2018|0|J153|N172|10|0.87136
2018|0|J153|N172|11|0.70228
2018|0|J153|N172|15|0.77129
2018|0|J153|N172|16|1.17248
2018|0|J153|N178|04|0.92101
2018|0|J153|N178|06|0.87125
2018|0|J153|N178|07|0.80874
2018|0|J153|N178|10|0.87136
2018|0|J153|N178|11|0.70228
2018|0|J153|N178|15|0.77129
2018|0|J153|N178|16|1.17248
2018|0|J153|N179|04|0.92101
2018|0|J153|N179|06|0.87125
2018|0|J153|N179|07|0.80874
2018|0|J153|N179|10|0.87136
2018|0|J153|N179|11|0.70228
2018|0|J153|N179|15|0.77129
2018|0|J153|N179|16|1.17248
2018|0|J153|N181|04|0.80241
2018|0|J153|N182|04|0.80241
2018|0|J153|N183|04|0.80241
2018|0|J153|N184|04|0.80241
2018|0|J153|N185|04|0.80241
2018|0|J153|N189|04|0.80241
2018|0|J153|N390|04|0.94478
2018|0|J153|N390|05|0.91435
2018|0|J153|N390|19|1.10573
2018|0|J153|N390|20|0.82001
2018|0|J153|P580|14|0.53998
2018|0|J153|P581|14|0.53998
2018|0|J153|P582|14|0.53998
2018|0|J153|P583|14|0.53998
2018|0|J153|P584|14|0.53998
2018|0|J153|P585|14|0.53998
2018|0|J153|P588|14|0.53998
2018|0|J153|P589|14|0.53998
2018|0|J153|P590|14|0.53998
2018|0|J153|P591|14|0.53998
2018|0|J153|P592|14|0.53998
2018|0|J153|P593|14|0.53998
2018|0|J153|P598|14|0.53998
2018|0|J153|P599|14|0.53998
2018|0|J153|R600|04|0.88682
2018|0|J153|Z501|04|1.08938
2018|0|J153|Z515|06|2.25291
2018|0|J153|Z515|15|0.79602
2018|0|J153|Z515|19|0.66308
2018|0|J154|J440|03|0.69128
2018|0|J154|J440|05|0.86872
2018|0|J154|J440|06|0.74978
2018|0|J154|J440|15|0.74462
2018|0|J154|J440|20|0.75416
2018|0|J154|J441|03|0.69128
2018|0|J154|J441|05|0.86872
2018|0|J154|J441|06|0.74978
2018|0|J154|J441|15|0.74462
2018|0|J154|J441|20|0.75416
2018|0|J154|J448|03|0.69128
2018|0|J154|J448|05|0.86872
2018|0|J154|J448|06|0.74978
2018|0|J154|J448|15|0.74462
2018|0|J154|J448|20|0.75416
2018|0|J154|J90|04|0.83237
2018|0|J154|K913|06|0.86921
2018|0|J154|L0300|05|1.31553
2018|0|J154|L0301|05|1.31553
2018|0|J154|L0310|05|1.31553
2018|0|J154|L0311|05|1.31553
2018|0|J154|L032|05|1.31553
2018|0|J154|L0330|05|1.31553
2018|0|J154|L0331|05|1.31553
2018|0|J154|L0332|05|1.31553
2018|0|J154|L0333|05|1.31553
2018|0|J154|L0334|05|1.31553
2018|0|J154|L0335|05|1.31553
2018|0|J154|L0336|05|1.31553
2018|0|J154|L0339|05|1.31553
2018|0|J154|L038|05|1.31553
2018|0|J154|L039|05|1.31553
2018|0|J154|N170|04|0.92101
2018|0|J154|N170|06|0.87125
2018|0|J154|N170|07|0.80874
2018|0|J154|N170|10|0.87136
2018|0|J154|N170|11|0.70228
2018|0|J154|N170|15|0.77129
2018|0|J154|N170|16|1.17248
2018|0|J154|N171|04|0.92101
2018|0|J154|N171|06|0.87125
2018|0|J154|N171|07|0.80874
2018|0|J154|N171|10|0.87136
2018|0|J154|N171|11|0.70228
2018|0|J154|N171|15|0.77129
2018|0|J154|N171|16|1.17248
2018|0|J154|N172|04|0.92101
2018|0|J154|N172|06|0.87125
2018|0|J154|N172|07|0.80874
2018|0|J154|N172|10|0.87136
2018|0|J154|N172|11|0.70228
2018|0|J154|N172|15|0.77129
2018|0|J154|N172|16|1.17248
2018|0|J154|N178|04|0.92101
2018|0|J154|N178|06|0.87125
2018|0|J154|N178|07|0.80874
2018|0|J154|N178|10|0.87136
2018|0|J154|N178|11|0.70228
2018|0|J154|N178|15|0.77129
2018|0|J154|N178|16|1.17248
2018|0|J154|N179|04|0.92101
2018|0|J154|N179|06|0.87125
2018|0|J154|N179|07|0.80874
2018|0|J154|N179|10|0.87136
2018|0|J154|N179|11|0.70228
2018|0|J154|N179|15|0.77129
2018|0|J154|N179|16|1.17248
2018|0|J154|N181|04|0.80241
2018|0|J154|N182|04|0.80241
2018|0|J154|N183|04|0.80241
2018|0|J154|N184|04|0.80241
2018|0|J154|N185|04|0.80241
2018|0|J154|N189|04|0.80241
2018|0|J154|N390|04|0.94478
2018|0|J154|N390|05|0.91435
2018|0|J154|N390|19|1.10573
2018|0|J154|N390|20|0.82001
2018|0|J154|P580|14|0.53998
2018|0|J154|P581|14|0.53998
2018|0|J154|P582|14|0.53998
2018|0|J154|P583|14|0.53998
2018|0|J154|P584|14|0.53998
2018|0|J154|P585|14|0.53998
2018|0|J154|P588|14|0.53998
2018|0|J154|P589|14|0.53998
2018|0|J154|P590|14|0.53998
2018|0|J154|P591|14|0.53998
2018|0|J154|P592|14|0.53998
2018|0|J154|P593|14|0.53998
2018|0|J154|P598|14|0.53998
2018|0|J154|P599|14|0.53998
2018|0|J154|R600|04|0.88682
2018|0|J154|Z501|04|1.08938
2018|0|J154|Z515|06|2.25291
2018|0|J154|Z515|15|0.79602
2018|0|J154|Z515|19|0.66308
2018|0|J155|J440|03|0.69128
2018|0|J155|J440|05|0.86872
2018|0|J155|J440|06|0.74978
2018|0|J155|J440|15|0.74462
2018|0|J155|J440|20|0.75416
2018|0|J155|J441|03|0.69128
2018|0|J155|J441|05|0.86872
2018|0|J155|J441|06|0.74978
2018|0|J155|J441|15|0.74462
2018|0|J155|J441|20|0.75416
2018|0|J155|J448|03|0.69128
2018|0|J155|J448|05|0.86872
2018|0|J155|J448|06|0.74978
2018|0|J155|J448|15|0.74462
2018|0|J155|J448|20|0.75416
2018|0|J155|J90|04|0.83237
2018|0|J155|K913|06|0.86921
2018|0|J155|L0300|05|1.31553
2018|0|J155|L0301|05|1.31553
2018|0|J155|L0310|05|1.31553
2018|0|J155|L0311|05|1.31553
2018|0|J155|L032|05|1.31553
2018|0|J155|L0330|05|1.31553
2018|0|J155|L0331|05|1.31553
2018|0|J155|L0332|05|1.31553
2018|0|J155|L0333|05|1.31553
2018|0|J155|L0334|05|1.31553
2018|0|J155|L0335|05|1.31553
2018|0|J155|L0336|05|1.31553
2018|0|J155|L0339|05|1.31553
2018|0|J155|L038|05|1.31553
2018|0|J155|L039|05|1.31553
2018|0|J155|N170|04|0.92101
2018|0|J155|N170|06|0.87125
2018|0|J155|N170|07|0.80874
2018|0|J155|N170|10|0.87136
2018|0|J155|N170|11|0.70228
2018|0|J155|N170|15|0.77129
2018|0|J155|N170|16|1.17248
2018|0|J155|N171|04|0.92101
2018|0|J155|N171|06|0.87125
2018|0|J155|N171|07|0.80874
2018|0|J155|N171|10|0.87136
2018|0|J155|N171|11|0.70228
2018|0|J155|N171|15|0.77129
2018|0|J155|N171|16|1.17248
2018|0|J155|N172|04|0.92101
2018|0|J155|N172|06|0.87125
2018|0|J155|N172|07|0.80874
2018|0|J155|N172|10|0.87136
2018|0|J155|N172|11|0.70228
2018|0|J155|N172|15|0.77129
2018|0|J155|N172|16|1.17248
2018|0|J155|N178|04|0.92101
2018|0|J155|N178|06|0.87125
2018|0|J155|N178|07|0.80874
2018|0|J155|N178|10|0.87136
2018|0|J155|N178|11|0.70228
2018|0|J155|N178|15|0.77129
2018|0|J155|N178|16|1.17248
2018|0|J155|N179|04|0.92101
2018|0|J155|N179|06|0.87125
2018|0|J155|N179|07|0.80874
2018|0|J155|N179|10|0.87136
2018|0|J155|N179|11|0.70228
2018|0|J155|N179|15|0.77129
2018|0|J155|N179|16|1.17248
2018|0|J155|N181|04|0.80241
2018|0|J155|N182|04|0.80241
2018|0|J155|N183|04|0.80241
2018|0|J155|N184|04|0.80241
2018|0|J155|N185|04|0.80241
2018|0|J155|N189|04|0.80241
2018|0|J155|N390|04|0.94478
2018|0|J155|N390|05|0.91435
2018|0|J155|N390|19|1.10573
2018|0|J155|N390|20|0.82001
2018|0|J155|P580|14|0.53998
2018|0|J155|P581|14|0.53998
2018|0|J155|P582|14|0.53998
2018|0|J155|P583|14|0.53998
2018|0|J155|P584|14|0.53998
2018|0|J155|P585|14|0.53998
2018|0|J155|P588|14|0.53998
2018|0|J155|P589|14|0.53998
2018|0|J155|P590|14|0.53998
2018|0|J155|P591|14|0.53998
2018|0|J155|P592|14|0.53998
2018|0|J155|P593|14|0.53998
2018|0|J155|P598|14|0.53998
2018|0|J155|P599|14|0.53998
2018|0|J155|R600|04|0.88682
2018|0|J155|Z501|04|1.08938
2018|0|J155|Z515|06|2.25291
2018|0|J155|Z515|15|0.79602
2018|0|J155|Z515|19|0.66308
2018|0|J156|J440|03|0.69128
2018|0|J156|J440|05|0.86872
2018|0|J156|J440|06|0.74978
2018|0|J156|J440|15|0.74462
2018|0|J156|J440|20|0.75416
2018|0|J156|J441|03|0.69128
2018|0|J156|J441|05|0.86872
2018|0|J156|J441|06|0.74978
2018|0|J156|J441|15|0.74462
2018|0|J156|J441|20|0.75416
2018|0|J156|J448|03|0.69128
2018|0|J156|J448|05|0.86872
2018|0|J156|J448|06|0.74978
2018|0|J156|J448|15|0.74462
2018|0|J156|J448|20|0.75416
2018|0|J156|J90|04|0.83237
2018|0|J156|K913|06|0.86921
2018|0|J156|L0300|05|1.31553
2018|0|J156|L0301|05|1.31553
2018|0|J156|L0310|05|1.31553
2018|0|J156|L0311|05|1.31553
2018|0|J156|L032|05|1.31553
2018|0|J156|L0330|05|1.31553
2018|0|J156|L0331|05|1.31553
2018|0|J156|L0332|05|1.31553
2018|0|J156|L0333|05|1.31553
2018|0|J156|L0334|05|1.31553
2018|0|J156|L0335|05|1.31553
2018|0|J156|L0336|05|1.31553
2018|0|J156|L0339|05|1.31553
2018|0|J156|L038|05|1.31553
2018|0|J156|L039|05|1.31553
2018|0|J156|N170|04|0.92101
2018|0|J156|N170|06|0.87125
2018|0|J156|N170|07|0.80874
2018|0|J156|N170|10|0.87136
2018|0|J156|N170|11|0.70228
2018|0|J156|N170|15|0.77129
2018|0|J156|N170|16|1.17248
2018|0|J156|N171|04|0.92101
2018|0|J156|N171|06|0.87125
2018|0|J156|N171|07|0.80874
2018|0|J156|N171|10|0.87136
2018|0|J156|N171|11|0.70228
2018|0|J156|N171|15|0.77129
2018|0|J156|N171|16|1.17248
2018|0|J156|N172|04|0.92101
2018|0|J156|N172|06|0.87125
2018|0|J156|N172|07|0.80874
2018|0|J156|N172|10|0.87136
2018|0|J156|N172|11|0.70228
2018|0|J156|N172|15|0.77129
2018|0|J156|N172|16|1.17248
2018|0|J156|N178|04|0.92101
2018|0|J156|N178|06|0.87125
2018|0|J156|N178|07|0.80874
2018|0|J156|N178|10|0.87136
2018|0|J156|N178|11|0.70228
2018|0|J156|N178|15|0.77129
2018|0|J156|N178|16|1.17248
2018|0|J156|N179|04|0.92101
2018|0|J156|N179|06|0.87125
2018|0|J156|N179|07|0.80874
2018|0|J156|N179|10|0.87136
2018|0|J156|N179|11|0.70228
2018|0|J156|N179|15|0.77129
2018|0|J156|N179|16|1.17248
2018|0|J156|N181|04|0.80241
2018|0|J156|N182|04|0.80241
2018|0|J156|N183|04|0.80241
2018|0|J156|N184|04|0.80241
2018|0|J156|N185|04|0.80241
2018|0|J156|N189|04|0.80241
2018|0|J156|N390|04|0.94478
2018|0|J156|N390|05|0.91435
2018|0|J156|N390|19|1.10573
2018|0|J156|N390|20|0.82001
2018|0|J156|P580|14|0.53998
2018|0|J156|P581|14|0.53998
2018|0|J156|P582|14|0.53998
2018|0|J156|P583|14|0.53998
2018|0|J156|P584|14|0.53998
2018|0|J156|P585|14|0.53998
2018|0|J156|P588|14|0.53998
2018|0|J156|P589|14|0.53998
2018|0|J156|P590|14|0.53998
2018|0|J156|P591|14|0.53998
2018|0|J156|P592|14|0.53998
2018|0|J156|P593|14|0.53998
2018|0|J156|P598|14|0.53998
2018|0|J156|P599|14|0.53998
2018|0|J156|R600|04|0.88682
2018|0|J156|Z501|04|1.08938
2018|0|J156|Z515|06|2.25291
2018|0|J156|Z515|15|0.79602
2018|0|J156|Z515|19|0.66308
2018|0|J157|J440|03|0.69128
2018|0|J157|J440|05|0.86872
2018|0|J157|J440|06|0.74978
2018|0|J157|J440|15|0.74462
2018|0|J157|J440|20|0.75416
2018|0|J157|J441|03|0.69128
2018|0|J157|J441|05|0.86872
2018|0|J157|J441|06|0.74978
2018|0|J157|J441|15|0.74462
2018|0|J157|J441|20|0.75416
2018|0|J157|J448|03|0.69128
2018|0|J157|J448|05|0.86872
2018|0|J157|J448|06|0.74978
2018|0|J157|J448|15|0.74462
2018|0|J157|J448|20|0.75416
2018|0|J157|J90|04|0.83237
2018|0|J157|K913|06|0.86921
2018|0|J157|L0300|05|1.31553
2018|0|J157|L0301|05|1.31553
2018|0|J157|L0310|05|1.31553
2018|0|J157|L0311|05|1.31553
2018|0|J157|L032|05|1.31553
2018|0|J157|L0330|05|1.31553
2018|0|J157|L0331|05|1.31553
2018|0|J157|L0332|05|1.31553
2018|0|J157|L0333|05|1.31553
2018|0|J157|L0334|05|1.31553
2018|0|J157|L0335|05|1.31553
2018|0|J157|L0336|05|1.31553
2018|0|J157|L0339|05|1.31553
2018|0|J157|L038|05|1.31553
2018|0|J157|L039|05|1.31553
2018|0|J157|N170|04|0.92101
2018|0|J157|N170|06|0.87125
2018|0|J157|N170|07|0.80874
2018|0|J157|N170|10|0.87136
2018|0|J157|N170|11|0.70228
2018|0|J157|N170|15|0.77129
2018|0|J157|N170|16|1.17248
2018|0|J157|N171|04|0.92101
2018|0|J157|N171|06|0.87125
2018|0|J157|N171|07|0.80874
2018|0|J157|N171|10|0.87136
2018|0|J157|N171|11|0.70228
2018|0|J157|N171|15|0.77129
2018|0|J157|N171|16|1.17248
2018|0|J157|N172|04|0.92101
2018|0|J157|N172|06|0.87125
2018|0|J157|N172|07|0.80874
2018|0|J157|N172|10|0.87136
2018|0|J157|N172|11|0.70228
2018|0|J157|N172|15|0.77129
2018|0|J157|N172|16|1.17248
2018|0|J157|N178|04|0.92101
2018|0|J157|N178|06|0.87125
2018|0|J157|N178|07|0.80874
2018|0|J157|N178|10|0.87136
2018|0|J157|N178|11|0.70228
2018|0|J157|N178|15|0.77129
2018|0|J157|N178|16|1.17248
2018|0|J157|N179|04|0.92101
2018|0|J157|N179|06|0.87125
2018|0|J157|N179|07|0.80874
2018|0|J157|N179|10|0.87136
2018|0|J157|N179|11|0.70228
2018|0|J157|N179|15|0.77129
2018|0|J157|N179|16|1.17248
2018|0|J157|N181|04|0.80241
2018|0|J157|N182|04|0.80241
2018|0|J157|N183|04|0.80241
2018|0|J157|N184|04|0.80241
2018|0|J157|N185|04|0.80241
2018|0|J157|N189|04|0.80241
2018|0|J157|N390|04|0.94478
2018|0|J157|N390|05|0.91435
2018|0|J157|N390|19|1.10573
2018|0|J157|N390|20|0.82001
2018|0|J157|P580|14|0.53998
2018|0|J157|P581|14|0.53998
2018|0|J157|P582|14|0.53998
2018|0|J157|P583|14|0.53998
2018|0|J157|P584|14|0.53998
2018|0|J157|P585|14|0.53998
2018|0|J157|P588|14|0.53998
2018|0|J157|P589|14|0.53998
2018|0|J157|P590|14|0.53998
2018|0|J157|P591|14|0.53998
2018|0|J157|P592|14|0.53998
2018|0|J157|P593|14|0.53998
2018|0|J157|P598|14|0.53998
2018|0|J157|P599|14|0.53998
2018|0|J157|R600|04|0.88682
2018|0|J157|Z501|04|1.08938
2018|0|J157|Z515|06|2.25291
2018|0|J157|Z515|15|0.79602
2018|0|J157|Z515|19|0.66308
2018|0|J158|J440|03|0.69128
2018|0|J158|J440|05|0.86872
2018|0|J158|J440|06|0.74978
2018|0|J158|J440|15|0.74462
2018|0|J158|J440|20|0.75416
2018|0|J158|J441|03|0.69128
2018|0|J158|J441|05|0.86872
2018|0|J158|J441|06|0.74978
2018|0|J158|J441|15|0.74462
2018|0|J158|J441|20|0.75416
2018|0|J158|J448|03|0.69128
2018|0|J158|J448|05|0.86872
2018|0|J158|J448|06|0.74978
2018|0|J158|J448|15|0.74462
2018|0|J158|J448|20|0.75416
2018|0|J158|J90|04|0.83237
2018|0|J158|K913|06|0.86921
2018|0|J158|L0300|05|1.31553
2018|0|J158|L0301|05|1.31553
2018|0|J158|L0310|05|1.31553
2018|0|J158|L0311|05|1.31553
2018|0|J158|L032|05|1.31553
2018|0|J158|L0330|05|1.31553
2018|0|J158|L0331|05|1.31553
2018|0|J158|L0332|05|1.31553
2018|0|J158|L0333|05|1.31553
2018|0|J158|L0334|05|1.31553
2018|0|J158|L0335|05|1.31553
2018|0|J158|L0336|05|1.31553
2018|0|J158|L0339|05|1.31553
2018|0|J158|L038|05|1.31553
2018|0|J158|L039|05|1.31553
2018|0|J158|N170|04|0.92101
2018|0|J158|N170|06|0.87125
2018|0|J158|N170|07|0.80874
2018|0|J158|N170|10|0.87136
2018|0|J158|N170|11|0.70228
2018|0|J158|N170|15|0.77129
2018|0|J158|N170|16|1.17248
2018|0|J158|N171|04|0.92101
2018|0|J158|N171|06|0.87125
2018|0|J158|N171|07|0.80874
2018|0|J158|N171|10|0.87136
2018|0|J158|N171|11|0.70228
2018|0|J158|N171|15|0.77129
2018|0|J158|N171|16|1.17248
2018|0|J158|N172|04|0.92101
2018|0|J158|N172|06|0.87125
2018|0|J158|N172|07|0.80874
2018|0|J158|N172|10|0.87136
2018|0|J158|N172|11|0.70228
2018|0|J158|N172|15|0.77129
2018|0|J158|N172|16|1.17248
2018|0|J158|N178|04|0.92101
2018|0|J158|N178|06|0.87125
2018|0|J158|N178|07|0.80874
2018|0|J158|N178|10|0.87136
2018|0|J158|N178|11|0.70228
2018|0|J158|N178|15|0.77129
2018|0|J158|N178|16|1.17248
2018|0|J158|N179|04|0.92101
2018|0|J158|N179|06|0.87125
2018|0|J158|N179|07|0.80874
2018|0|J158|N179|10|0.87136
2018|0|J158|N179|11|0.70228
2018|0|J158|N179|15|0.77129
2018|0|J158|N179|16|1.17248
2018|0|J158|N181|04|0.80241
2018|0|J158|N182|04|0.80241
2018|0|J158|N183|04|0.80241
2018|0|J158|N184|04|0.80241
2018|0|J158|N185|04|0.80241
2018|0|J158|N189|04|0.80241
2018|0|J158|N390|04|0.94478
2018|0|J158|N390|05|0.91435
2018|0|J158|N390|19|1.10573
2018|0|J158|N390|20|0.82001
2018|0|J158|P580|14|0.53998
2018|0|J158|P581|14|0.53998
2018|0|J158|P582|14|0.53998
2018|0|J158|P583|14|0.53998
2018|0|J158|P584|14|0.53998
2018|0|J158|P585|14|0.53998
2018|0|J158|P588|14|0.53998
2018|0|J158|P589|14|0.53998
2018|0|J158|P590|14|0.53998
2018|0|J158|P591|14|0.53998
2018|0|J158|P592|14|0.53998
2018|0|J158|P593|14|0.53998
2018|0|J158|P598|14|0.53998
2018|0|J158|P599|14|0.53998
2018|0|J158|R600|04|0.88682
2018|0|J158|Z501|04|1.08938
2018|0|J158|Z515|06|2.25291
2018|0|J158|Z515|15|0.79602
2018|0|J158|Z515|19|0.66308
2018|0|J159|J440|03|0.69128
2018|0|J159|J440|05|0.86872
2018|0|J159|J440|06|0.74978
2018|0|J159|J440|15|0.74462
2018|0|J159|J440|20|0.75416
2018|0|J159|J441|03|0.69128
2018|0|J159|J441|05|0.86872
2018|0|J159|J441|06|0.74978
2018|0|J159|J441|15|0.74462
2018|0|J159|J441|20|0.75416
2018|0|J159|J448|03|0.69128
2018|0|J159|J448|05|0.86872
2018|0|J159|J448|06|0.74978
2018|0|J159|J448|15|0.74462
2018|0|J159|J448|20|0.75416
2018|0|J159|J90|04|0.83237
2018|0|J159|K913|06|0.86921
2018|0|J159|L0300|05|1.31553
2018|0|J159|L0301|05|1.31553
2018|0|J159|L0310|05|1.31553
2018|0|J159|L0311|05|1.31553
2018|0|J159|L032|05|1.31553
2018|0|J159|L0330|05|1.31553
2018|0|J159|L0331|05|1.31553
2018|0|J159|L0332|05|1.31553
2018|0|J159|L0333|05|1.31553
2018|0|J159|L0334|05|1.31553
2018|0|J159|L0335|05|1.31553
2018|0|J159|L0336|05|1.31553
2018|0|J159|L0339|05|1.31553
2018|0|J159|L038|05|1.31553
2018|0|J159|L039|05|1.31553
2018|0|J159|N170|04|0.92101
2018|0|J159|N170|06|0.87125
2018|0|J159|N170|07|0.80874
2018|0|J159|N170|10|0.87136
2018|0|J159|N170|11|0.70228
2018|0|J159|N170|15|0.77129
2018|0|J159|N170|16|1.17248
2018|0|J159|N171|04|0.92101
2018|0|J159|N171|06|0.87125
2018|0|J159|N171|07|0.80874
2018|0|J159|N171|10|0.87136
2018|0|J159|N171|11|0.70228
2018|0|J159|N171|15|0.77129
2018|0|J159|N171|16|1.17248
2018|0|J159|N172|04|0.92101
2018|0|J159|N172|06|0.87125
2018|0|J159|N172|07|0.80874
2018|0|J159|N172|10|0.87136
2018|0|J159|N172|11|0.70228
2018|0|J159|N172|15|0.77129
2018|0|J159|N172|16|1.17248
2018|0|J159|N178|04|0.92101
2018|0|J159|N178|06|0.87125
2018|0|J159|N178|07|0.80874
2018|0|J159|N178|10|0.87136
2018|0|J159|N178|11|0.70228
2018|0|J159|N178|15|0.77129
2018|0|J159|N178|16|1.17248
2018|0|J159|N179|04|0.92101
2018|0|J159|N179|06|0.87125
2018|0|J159|N179|07|0.80874
2018|0|J159|N179|10|0.87136
2018|0|J159|N179|11|0.70228
2018|0|J159|N179|15|0.77129
2018|0|J159|N179|16|1.17248
2018|0|J159|N181|04|0.80241
2018|0|J159|N182|04|0.80241
2018|0|J159|N183|04|0.80241
2018|0|J159|N184|04|0.80241
2018|0|J159|N185|04|0.80241
2018|0|J159|N189|04|0.80241
2018|0|J159|N390|04|0.94478
2018|0|J159|N390|05|0.91435
2018|0|J159|N390|19|1.10573
2018|0|J159|N390|20|0.82001
2018|0|J159|P580|14|0.53998
2018|0|J159|P581|14|0.53998
2018|0|J159|P582|14|0.53998
2018|0|J159|P583|14|0.53998
2018|0|J159|P584|14|0.53998
2018|0|J159|P585|14|0.53998
2018|0|J159|P588|14|0.53998
2018|0|J159|P589|14|0.53998
2018|0|J159|P590|14|0.53998
2018|0|J159|P591|14|0.53998
2018|0|J159|P592|14|0.53998
2018|0|J159|P593|14|0.53998
2018|0|J159|P598|14|0.53998
2018|0|J159|P599|14|0.53998
2018|0|J159|R600|04|0.88682
2018|0|J159|Z501|04|1.08938
2018|0|J159|Z515|06|2.25291
2018|0|J159|Z515|15|0.79602
2018|0|J159|Z515|19|0.66308
2018|0|J160|J440|03|0.69128
2018|0|J160|J440|05|0.86872
2018|0|J160|J440|06|0.74978
2018|0|J160|J440|15|0.74462
2018|0|J160|J440|20|0.75416
2018|0|J160|J441|03|0.69128
2018|0|J160|J441|05|0.86872
2018|0|J160|J441|06|0.74978
2018|0|J160|J441|15|0.74462
2018|0|J160|J441|20|0.75416
2018|0|J160|J448|03|0.69128
2018|0|J160|J448|05|0.86872
2018|0|J160|J448|06|0.74978
2018|0|J160|J448|15|0.74462
2018|0|J160|J448|20|0.75416
2018|0|J160|J90|04|0.83237
2018|0|J160|K913|06|0.86921
2018|0|J160|L0300|05|1.31553
2018|0|J160|L0301|05|1.31553
2018|0|J160|L0310|05|1.31553
2018|0|J160|L0311|05|1.31553
2018|0|J160|L032|05|1.31553
2018|0|J160|L0330|05|1.31553
2018|0|J160|L0331|05|1.31553
2018|0|J160|L0332|05|1.31553
2018|0|J160|L0333|05|1.31553
2018|0|J160|L0334|05|1.31553
2018|0|J160|L0335|05|1.31553
2018|0|J160|L0336|05|1.31553
2018|0|J160|L0339|05|1.31553
2018|0|J160|L038|05|1.31553
2018|0|J160|L039|05|1.31553
2018|0|J160|N170|04|0.92101
2018|0|J160|N170|06|0.87125
2018|0|J160|N170|07|0.80874
2018|0|J160|N170|10|0.87136
2018|0|J160|N170|11|0.70228
2018|0|J160|N170|15|0.77129
2018|0|J160|N170|16|1.17248
2018|0|J160|N171|04|0.92101
2018|0|J160|N171|06|0.87125
2018|0|J160|N171|07|0.80874
2018|0|J160|N171|10|0.87136
2018|0|J160|N171|11|0.70228
2018|0|J160|N171|15|0.77129
2018|0|J160|N171|16|1.17248
2018|0|J160|N172|04|0.92101
2018|0|J160|N172|06|0.87125
2018|0|J160|N172|07|0.80874
2018|0|J160|N172|10|0.87136
2018|0|J160|N172|11|0.70228
2018|0|J160|N172|15|0.77129
2018|0|J160|N172|16|1.17248
2018|0|J160|N178|04|0.92101
2018|0|J160|N178|06|0.87125
2018|0|J160|N178|07|0.80874
2018|0|J160|N178|10|0.87136
2018|0|J160|N178|11|0.70228
2018|0|J160|N178|15|0.77129
2018|0|J160|N178|16|1.17248
2018|0|J160|N179|04|0.92101
2018|0|J160|N179|06|0.87125
2018|0|J160|N179|07|0.80874
2018|0|J160|N179|10|0.87136
2018|0|J160|N179|11|0.70228
2018|0|J160|N179|15|0.77129
2018|0|J160|N179|16|1.17248
2018|0|J160|N181|04|0.80241
2018|0|J160|N182|04|0.80241
2018|0|J160|N183|04|0.80241
2018|0|J160|N184|04|0.80241
2018|0|J160|N185|04|0.80241
2018|0|J160|N189|04|0.80241
2018|0|J160|N390|04|0.94478
2018|0|J160|N390|05|0.91435
2018|0|J160|N390|19|1.10573
2018|0|J160|N390|20|0.82001
2018|0|J160|P580|14|0.53998
2018|0|J160|P581|14|0.53998
2018|0|J160|P582|14|0.53998
2018|0|J160|P583|14|0.53998
2018|0|J160|P584|14|0.53998
2018|0|J160|P585|14|0.53998
2018|0|J160|P588|14|0.53998
2018|0|J160|P589|14|0.53998
2018|0|J160|P590|14|0.53998
2018|0|J160|P591|14|0.53998
2018|0|J160|P592|14|0.53998
2018|0|J160|P593|14|0.53998
2018|0|J160|P598|14|0.53998
2018|0|J160|P599|14|0.53998
2018|0|J160|R600|04|0.88682
2018|0|J160|Z501|04|1.08938
2018|0|J160|Z515|06|2.25291
2018|0|J160|Z515|15|0.79602
2018|0|J160|Z515|19|0.66308
2018|0|J168|J440|03|0.69128
2018|0|J168|J440|05|0.86872
2018|0|J168|J440|06|0.74978
2018|0|J168|J440|15|0.74462
2018|0|J168|J440|20|0.75416
2018|0|J168|J441|03|0.69128
2018|0|J168|J441|05|0.86872
2018|0|J168|J441|06|0.74978
2018|0|J168|J441|15|0.74462
2018|0|J168|J441|20|0.75416
2018|0|J168|J448|03|0.69128
2018|0|J168|J448|05|0.86872
2018|0|J168|J448|06|0.74978
2018|0|J168|J448|15|0.74462
2018|0|J168|J448|20|0.75416
2018|0|J168|J90|04|0.83237
2018|0|J168|K913|06|0.86921
2018|0|J168|L0300|05|1.31553
2018|0|J168|L0301|05|1.31553
2018|0|J168|L0310|05|1.31553
2018|0|J168|L0311|05|1.31553
2018|0|J168|L032|05|1.31553
2018|0|J168|L0330|05|1.31553
2018|0|J168|L0331|05|1.31553
2018|0|J168|L0332|05|1.31553
2018|0|J168|L0333|05|1.31553
2018|0|J168|L0334|05|1.31553
2018|0|J168|L0335|05|1.31553
2018|0|J168|L0336|05|1.31553
2018|0|J168|L0339|05|1.31553
2018|0|J168|L038|05|1.31553
2018|0|J168|L039|05|1.31553
2018|0|J168|N170|04|0.92101
2018|0|J168|N170|06|0.87125
2018|0|J168|N170|07|0.80874
2018|0|J168|N170|10|0.87136
2018|0|J168|N170|11|0.70228
2018|0|J168|N170|15|0.77129
2018|0|J168|N170|16|1.17248
2018|0|J168|N171|04|0.92101
2018|0|J168|N171|06|0.87125
2018|0|J168|N171|07|0.80874
2018|0|J168|N171|10|0.87136
2018|0|J168|N171|11|0.70228
2018|0|J168|N171|15|0.77129
2018|0|J168|N171|16|1.17248
2018|0|J168|N172|04|0.92101
2018|0|J168|N172|06|0.87125
2018|0|J168|N172|07|0.80874
2018|0|J168|N172|10|0.87136
2018|0|J168|N172|11|0.70228
2018|0|J168|N172|15|0.77129
2018|0|J168|N172|16|1.17248
2018|0|J168|N178|04|0.92101
2018|0|J168|N178|06|0.87125
2018|0|J168|N178|07|0.80874
2018|0|J168|N178|10|0.87136
2018|0|J168|N178|11|0.70228
2018|0|J168|N178|15|0.77129
2018|0|J168|N178|16|1.17248
2018|0|J168|N179|04|0.92101
2018|0|J168|N179|06|0.87125
2018|0|J168|N179|07|0.80874
2018|0|J168|N179|10|0.87136
2018|0|J168|N179|11|0.70228
2018|0|J168|N179|15|0.77129
2018|0|J168|N179|16|1.17248
2018|0|J168|N181|04|0.80241
2018|0|J168|N182|04|0.80241
2018|0|J168|N183|04|0.80241
2018|0|J168|N184|04|0.80241
2018|0|J168|N185|04|0.80241
2018|0|J168|N189|04|0.80241
2018|0|J168|N390|04|0.94478
2018|0|J168|N390|05|0.91435
2018|0|J168|N390|19|1.10573
2018|0|J168|N390|20|0.82001
2018|0|J168|P580|14|0.53998
2018|0|J168|P581|14|0.53998
2018|0|J168|P582|14|0.53998
2018|0|J168|P583|14|0.53998
2018|0|J168|P584|14|0.53998
2018|0|J168|P585|14|0.53998
2018|0|J168|P588|14|0.53998
2018|0|J168|P589|14|0.53998
2018|0|J168|P590|14|0.53998
2018|0|J168|P591|14|0.53998
2018|0|J168|P592|14|0.53998
2018|0|J168|P593|14|0.53998
2018|0|J168|P598|14|0.53998
2018|0|J168|P599|14|0.53998
2018|0|J168|R600|04|0.88682
2018|0|J168|Z501|04|1.08938
2018|0|J168|Z515|06|2.25291
2018|0|J168|Z515|15|0.79602
2018|0|J168|Z515|19|0.66308
2018|0|J178|J440|03|0.69128
2018|0|J178|J440|05|0.86872
2018|0|J178|J440|06|0.74978
2018|0|J178|J440|15|0.74462
2018|0|J178|J440|20|0.75416
2018|0|J178|J441|03|0.69128
2018|0|J178|J441|05|0.86872
2018|0|J178|J441|06|0.74978
2018|0|J178|J441|15|0.74462
2018|0|J178|J441|20|0.75416
2018|0|J178|J448|03|0.69128
2018|0|J178|J448|05|0.86872
2018|0|J178|J448|06|0.74978
2018|0|J178|J448|15|0.74462
2018|0|J178|J448|20|0.75416
2018|0|J178|J90|04|0.83237
2018|0|J178|K913|06|0.86921
2018|0|J178|L0300|05|1.31553
2018|0|J178|L0301|05|1.31553
2018|0|J178|L0310|05|1.31553
2018|0|J178|L0311|05|1.31553
2018|0|J178|L032|05|1.31553
2018|0|J178|L0330|05|1.31553
2018|0|J178|L0331|05|1.31553
2018|0|J178|L0332|05|1.31553
2018|0|J178|L0333|05|1.31553
2018|0|J178|L0334|05|1.31553
2018|0|J178|L0335|05|1.31553
2018|0|J178|L0336|05|1.31553
2018|0|J178|L0339|05|1.31553
2018|0|J178|L038|05|1.31553
2018|0|J178|L039|05|1.31553
2018|0|J178|N170|04|0.92101
2018|0|J178|N170|06|0.87125
2018|0|J178|N170|07|0.80874
2018|0|J178|N170|10|0.87136
2018|0|J178|N170|11|0.70228
2018|0|J178|N170|15|0.77129
2018|0|J178|N170|16|1.17248
2018|0|J178|N171|04|0.92101
2018|0|J178|N171|06|0.87125
2018|0|J178|N171|07|0.80874
2018|0|J178|N171|10|0.87136
2018|0|J178|N171|11|0.70228
2018|0|J178|N171|15|0.77129
2018|0|J178|N171|16|1.17248
2018|0|J178|N172|04|0.92101
2018|0|J178|N172|06|0.87125
2018|0|J178|N172|07|0.80874
2018|0|J178|N172|10|0.87136
2018|0|J178|N172|11|0.70228
2018|0|J178|N172|15|0.77129
2018|0|J178|N172|16|1.17248
2018|0|J178|N178|04|0.92101
2018|0|J178|N178|06|0.87125
2018|0|J178|N178|07|0.80874
2018|0|J178|N178|10|0.87136
2018|0|J178|N178|11|0.70228
2018|0|J178|N178|15|0.77129
2018|0|J178|N178|16|1.17248
2018|0|J178|N179|04|0.92101
2018|0|J178|N179|06|0.87125
2018|0|J178|N179|07|0.80874
2018|0|J178|N179|10|0.87136
2018|0|J178|N179|11|0.70228
2018|0|J178|N179|15|0.77129
2018|0|J178|N179|16|1.17248
2018|0|J178|N181|04|0.80241
2018|0|J178|N182|04|0.80241
2018|0|J178|N183|04|0.80241
2018|0|J178|N184|04|0.80241
2018|0|J178|N185|04|0.80241
2018|0|J178|N189|04|0.80241
2018|0|J178|N390|04|0.94478
2018|0|J178|N390|05|0.91435
2018|0|J178|N390|19|1.10573
2018|0|J178|N390|20|0.82001
2018|0|J178|P580|14|0.53998
2018|0|J178|P581|14|0.53998
2018|0|J178|P582|14|0.53998
2018|0|J178|P583|14|0.53998
2018|0|J178|P584|14|0.53998
2018|0|J178|P585|14|0.53998
2018|0|J178|P588|14|0.53998
2018|0|J178|P589|14|0.53998
2018|0|J178|P590|14|0.53998
2018|0|J178|P591|14|0.53998
2018|0|J178|P592|14|0.53998
2018|0|J178|P593|14|0.53998
2018|0|J178|P598|14|0.53998
2018|0|J178|P599|14|0.53998
2018|0|J178|R600|04|0.88682
2018|0|J178|Z501|04|1.08938
2018|0|J178|Z515|06|2.25291
2018|0|J178|Z515|15|0.79602
2018|0|J178|Z515|19|0.66308
2018|0|J180|J440|03|0.69128
2018|0|J180|J440|05|0.86872
2018|0|J180|J440|06|0.74978
2018|0|J180|J440|15|0.74462
2018|0|J180|J440|20|0.75416
2018|0|J180|J441|03|0.69128
2018|0|J180|J441|05|0.86872
2018|0|J180|J441|06|0.74978
2018|0|J180|J441|15|0.74462
2018|0|J180|J441|20|0.75416
2018|0|J180|J448|03|0.69128
2018|0|J180|J448|05|0.86872
2018|0|J180|J448|06|0.74978
2018|0|J180|J448|15|0.74462
2018|0|J180|J448|20|0.75416
2018|0|J180|J90|04|0.83237
2018|0|J180|K913|06|0.86921
2018|0|J180|L0300|05|1.31553
2018|0|J180|L0301|05|1.31553
2018|0|J180|L0310|05|1.31553
2018|0|J180|L0311|05|1.31553
2018|0|J180|L032|05|1.31553
2018|0|J180|L0330|05|1.31553
2018|0|J180|L0331|05|1.31553
2018|0|J180|L0332|05|1.31553
2018|0|J180|L0333|05|1.31553
2018|0|J180|L0334|05|1.31553
2018|0|J180|L0335|05|1.31553
2018|0|J180|L0336|05|1.31553
2018|0|J180|L0339|05|1.31553
2018|0|J180|L038|05|1.31553
2018|0|J180|L039|05|1.31553
2018|0|J180|N170|04|0.92101
2018|0|J180|N170|06|0.87125
2018|0|J180|N170|07|0.80874
2018|0|J180|N170|10|0.87136
2018|0|J180|N170|11|0.70228
2018|0|J180|N170|15|0.77129
2018|0|J180|N170|16|1.17248
2018|0|J180|N171|04|0.92101
2018|0|J180|N171|06|0.87125
2018|0|J180|N171|07|0.80874
2018|0|J180|N171|10|0.87136
2018|0|J180|N171|11|0.70228
2018|0|J180|N171|15|0.77129
2018|0|J180|N171|16|1.17248
2018|0|J180|N172|04|0.92101
2018|0|J180|N172|06|0.87125
2018|0|J180|N172|07|0.80874
2018|0|J180|N172|10|0.87136
2018|0|J180|N172|11|0.70228
2018|0|J180|N172|15|0.77129
2018|0|J180|N172|16|1.17248
2018|0|J180|N178|04|0.92101
2018|0|J180|N178|06|0.87125
2018|0|J180|N178|07|0.80874
2018|0|J180|N178|10|0.87136
2018|0|J180|N178|11|0.70228
2018|0|J180|N178|15|0.77129
2018|0|J180|N178|16|1.17248
2018|0|J180|N179|04|0.92101
2018|0|J180|N179|06|0.87125
2018|0|J180|N179|07|0.80874
2018|0|J180|N179|10|0.87136
2018|0|J180|N179|11|0.70228
2018|0|J180|N179|15|0.77129
2018|0|J180|N179|16|1.17248
2018|0|J180|N181|04|0.80241
2018|0|J180|N182|04|0.80241
2018|0|J180|N183|04|0.80241
2018|0|J180|N184|04|0.80241
2018|0|J180|N185|04|0.80241
2018|0|J180|N189|04|0.80241
2018|0|J180|N390|04|0.94478
2018|0|J180|N390|05|0.91435
2018|0|J180|N390|19|1.10573
2018|0|J180|N390|20|0.82001
2018|0|J180|P580|14|0.53998
2018|0|J180|P581|14|0.53998
2018|0|J180|P582|14|0.53998
2018|0|J180|P583|14|0.53998
2018|0|J180|P584|14|0.53998
2018|0|J180|P585|14|0.53998
2018|0|J180|P588|14|0.53998
2018|0|J180|P589|14|0.53998
2018|0|J180|P590|14|0.53998
2018|0|J180|P591|14|0.53998
2018|0|J180|P592|14|0.53998
2018|0|J180|P593|14|0.53998
2018|0|J180|P598|14|0.53998
2018|0|J180|P599|14|0.53998
2018|0|J180|R600|04|0.88682
2018|0|J180|Z501|04|1.08938
2018|0|J180|Z515|06|2.25291
2018|0|J180|Z515|15|0.79602
2018|0|J180|Z515|19|0.66308
2018|0|J181|J440|03|0.69128
2018|0|J181|J440|05|0.86872
2018|0|J181|J440|06|0.74978
2018|0|J181|J440|15|0.74462
2018|0|J181|J440|20|0.75416
2018|0|J181|J441|03|0.69128
2018|0|J181|J441|05|0.86872
2018|0|J181|J441|06|0.74978
2018|0|J181|J441|15|0.74462
2018|0|J181|J441|20|0.75416
2018|0|J181|J448|03|0.69128
2018|0|J181|J448|05|0.86872
2018|0|J181|J448|06|0.74978
2018|0|J181|J448|15|0.74462
2018|0|J181|J448|20|0.75416
2018|0|J181|J90|04|0.83237
2018|0|J181|K913|06|0.86921
2018|0|J181|L0300|05|1.31553
2018|0|J181|L0301|05|1.31553
2018|0|J181|L0310|05|1.31553
2018|0|J181|L0311|05|1.31553
2018|0|J181|L032|05|1.31553
2018|0|J181|L0330|05|1.31553
2018|0|J181|L0331|05|1.31553
2018|0|J181|L0332|05|1.31553
2018|0|J181|L0333|05|1.31553
2018|0|J181|L0334|05|1.31553
2018|0|J181|L0335|05|1.31553
2018|0|J181|L0336|05|1.31553
2018|0|J181|L0339|05|1.31553
2018|0|J181|L038|05|1.31553
2018|0|J181|L039|05|1.31553
2018|0|J181|N170|04|0.92101
2018|0|J181|N170|06|0.87125
2018|0|J181|N170|07|0.80874
2018|0|J181|N170|10|0.87136
2018|0|J181|N170|11|0.70228
2018|0|J181|N170|15|0.77129
2018|0|J181|N170|16|1.17248
2018|0|J181|N171|04|0.92101
2018|0|J181|N171|06|0.87125
2018|0|J181|N171|07|0.80874
2018|0|J181|N171|10|0.87136
2018|0|J181|N171|11|0.70228
2018|0|J181|N171|15|0.77129
2018|0|J181|N171|16|1.17248
2018|0|J181|N172|04|0.92101
2018|0|J181|N172|06|0.87125
2018|0|J181|N172|07|0.80874
2018|0|J181|N172|10|0.87136
2018|0|J181|N172|11|0.70228
2018|0|J181|N172|15|0.77129
2018|0|J181|N172|16|1.17248
2018|0|J181|N178|04|0.92101
2018|0|J181|N178|06|0.87125
2018|0|J181|N178|07|0.80874
2018|0|J181|N178|10|0.87136
2018|0|J181|N178|11|0.70228
2018|0|J181|N178|15|0.77129
2018|0|J181|N178|16|1.17248
2018|0|J181|N179|04|0.92101
2018|0|J181|N179|06|0.87125
2018|0|J181|N179|07|0.80874
2018|0|J181|N179|10|0.87136
2018|0|J181|N179|11|0.70228
2018|0|J181|N179|15|0.77129
2018|0|J181|N179|16|1.17248
2018|0|J181|N181|04|0.80241
2018|0|J181|N182|04|0.80241
2018|0|J181|N183|04|0.80241
2018|0|J181|N184|04|0.80241
2018|0|J181|N185|04|0.80241
2018|0|J181|N189|04|0.80241
2018|0|J181|N390|04|0.94478
2018|0|J181|N390|05|0.91435
2018|0|J181|N390|19|1.10573
2018|0|J181|N390|20|0.82001
2018|0|J181|P580|14|0.53998
2018|0|J181|P581|14|0.53998
2018|0|J181|P582|14|0.53998
2018|0|J181|P583|14|0.53998
2018|0|J181|P584|14|0.53998
2018|0|J181|P585|14|0.53998
2018|0|J181|P588|14|0.53998
2018|0|J181|P589|14|0.53998
2018|0|J181|P590|14|0.53998
2018|0|J181|P591|14|0.53998
2018|0|J181|P592|14|0.53998
2018|0|J181|P593|14|0.53998
2018|0|J181|P598|14|0.53998
2018|0|J181|P599|14|0.53998
2018|0|J181|R600|04|0.88682
2018|0|J181|Z501|04|1.08938
2018|0|J181|Z515|06|2.25291
2018|0|J181|Z515|15|0.79602
2018|0|J181|Z515|19|0.66308
2018|0|J182|J440|03|0.69128
2018|0|J182|J440|05|0.86872
2018|0|J182|J440|06|0.74978
2018|0|J182|J440|15|0.74462
2018|0|J182|J440|20|0.75416
2018|0|J182|J441|03|0.69128
2018|0|J182|J441|05|0.86872
2018|0|J182|J441|06|0.74978
2018|0|J182|J441|15|0.74462
2018|0|J182|J441|20|0.75416
2018|0|J182|J448|03|0.69128
2018|0|J182|J448|05|0.86872
2018|0|J182|J448|06|0.74978
2018|0|J182|J448|15|0.74462
2018|0|J182|J448|20|0.75416
2018|0|J182|J90|04|0.83237
2018|0|J182|K913|06|0.86921
2018|0|J182|L0300|05|1.31553
2018|0|J182|L0301|05|1.31553
2018|0|J182|L0310|05|1.31553
2018|0|J182|L0311|05|1.31553
2018|0|J182|L032|05|1.31553
2018|0|J182|L0330|05|1.31553
2018|0|J182|L0331|05|1.31553
2018|0|J182|L0332|05|1.31553
2018|0|J182|L0333|05|1.31553
2018|0|J182|L0334|05|1.31553
2018|0|J182|L0335|05|1.31553
2018|0|J182|L0336|05|1.31553
2018|0|J182|L0339|05|1.31553
2018|0|J182|L038|05|1.31553
2018|0|J182|L039|05|1.31553
2018|0|J182|N170|04|0.92101
2018|0|J182|N170|06|0.87125
2018|0|J182|N170|07|0.80874
2018|0|J182|N170|10|0.87136
2018|0|J182|N170|11|0.70228
2018|0|J182|N170|15|0.77129
2018|0|J182|N170|16|1.17248
2018|0|J182|N171|04|0.92101
2018|0|J182|N171|06|0.87125
2018|0|J182|N171|07|0.80874
2018|0|J182|N171|10|0.87136
2018|0|J182|N171|11|0.70228
2018|0|J182|N171|15|0.77129
2018|0|J182|N171|16|1.17248
2018|0|J182|N172|04|0.92101
2018|0|J182|N172|06|0.87125
2018|0|J182|N172|07|0.80874
2018|0|J182|N172|10|0.87136
2018|0|J182|N172|11|0.70228
2018|0|J182|N172|15|0.77129
2018|0|J182|N172|16|1.17248
2018|0|J182|N178|04|0.92101
2018|0|J182|N178|06|0.87125
2018|0|J182|N178|07|0.80874
2018|0|J182|N178|10|0.87136
2018|0|J182|N178|11|0.70228
2018|0|J182|N178|15|0.77129
2018|0|J182|N178|16|1.17248
2018|0|J182|N179|04|0.92101
2018|0|J182|N179|06|0.87125
2018|0|J182|N179|07|0.80874
2018|0|J182|N179|10|0.87136
2018|0|J182|N179|11|0.70228
2018|0|J182|N179|15|0.77129
2018|0|J182|N179|16|1.17248
2018|0|J182|N181|04|0.80241
2018|0|J182|N182|04|0.80241
2018|0|J182|N183|04|0.80241
2018|0|J182|N184|04|0.80241
2018|0|J182|N185|04|0.80241
2018|0|J182|N189|04|0.80241
2018|0|J182|N390|04|0.94478
2018|0|J182|N390|05|0.91435
2018|0|J182|N390|19|1.10573
2018|0|J182|N390|20|0.82001
2018|0|J182|P580|14|0.53998
2018|0|J182|P581|14|0.53998
2018|0|J182|P582|14|0.53998
2018|0|J182|P583|14|0.53998
2018|0|J182|P584|14|0.53998
2018|0|J182|P585|14|0.53998
2018|0|J182|P588|14|0.53998
2018|0|J182|P589|14|0.53998
2018|0|J182|P590|14|0.53998
2018|0|J182|P591|14|0.53998
2018|0|J182|P592|14|0.53998
2018|0|J182|P593|14|0.53998
2018|0|J182|P598|14|0.53998
2018|0|J182|P599|14|0.53998
2018|0|J182|R600|04|0.88682
2018|0|J182|Z501|04|1.08938
2018|0|J182|Z515|06|2.25291
2018|0|J182|Z515|15|0.79602
2018|0|J182|Z515|19|0.66308
2018|0|J188|J440|03|0.69128
2018|0|J188|J440|05|0.86872
2018|0|J188|J440|06|0.74978
2018|0|J188|J440|15|0.74462
2018|0|J188|J440|20|0.75416
2018|0|J188|J441|03|0.69128
2018|0|J188|J441|05|0.86872
2018|0|J188|J441|06|0.74978
2018|0|J188|J441|15|0.74462
2018|0|J188|J441|20|0.75416
2018|0|J188|J448|03|0.69128
2018|0|J188|J448|05|0.86872
2018|0|J188|J448|06|0.74978
2018|0|J188|J448|15|0.74462
2018|0|J188|J448|20|0.75416
2018|0|J188|J90|04|0.83237
2018|0|J188|K913|06|0.86921
2018|0|J188|L0300|05|1.31553
2018|0|J188|L0301|05|1.31553
2018|0|J188|L0310|05|1.31553
2018|0|J188|L0311|05|1.31553
2018|0|J188|L032|05|1.31553
2018|0|J188|L0330|05|1.31553
2018|0|J188|L0331|05|1.31553
2018|0|J188|L0332|05|1.31553
2018|0|J188|L0333|05|1.31553
2018|0|J188|L0334|05|1.31553
2018|0|J188|L0335|05|1.31553
2018|0|J188|L0336|05|1.31553
2018|0|J188|L0339|05|1.31553
2018|0|J188|L038|05|1.31553
2018|0|J188|L039|05|1.31553
2018|0|J188|N170|04|0.92101
2018|0|J188|N170|06|0.87125
2018|0|J188|N170|07|0.80874
2018|0|J188|N170|10|0.87136
2018|0|J188|N170|11|0.70228
2018|0|J188|N170|15|0.77129
2018|0|J188|N170|16|1.17248
2018|0|J188|N171|04|0.92101
2018|0|J188|N171|06|0.87125
2018|0|J188|N171|07|0.80874
2018|0|J188|N171|10|0.87136
2018|0|J188|N171|11|0.70228
2018|0|J188|N171|15|0.77129
2018|0|J188|N171|16|1.17248
2018|0|J188|N172|04|0.92101
2018|0|J188|N172|06|0.87125
2018|0|J188|N172|07|0.80874
2018|0|J188|N172|10|0.87136
2018|0|J188|N172|11|0.70228
2018|0|J188|N172|15|0.77129
2018|0|J188|N172|16|1.17248
2018|0|J188|N178|04|0.92101
2018|0|J188|N178|06|0.87125
2018|0|J188|N178|07|0.80874
2018|0|J188|N178|10|0.87136
2018|0|J188|N178|11|0.70228
2018|0|J188|N178|15|0.77129
2018|0|J188|N178|16|1.17248
2018|0|J188|N179|04|0.92101
2018|0|J188|N179|06|0.87125
2018|0|J188|N179|07|0.80874
2018|0|J188|N179|10|0.87136
2018|0|J188|N179|11|0.70228
2018|0|J188|N179|15|0.77129
2018|0|J188|N179|16|1.17248
2018|0|J188|N181|04|0.80241
2018|0|J188|N182|04|0.80241
2018|0|J188|N183|04|0.80241
2018|0|J188|N184|04|0.80241
2018|0|J188|N185|04|0.80241
2018|0|J188|N189|04|0.80241
2018|0|J188|N390|04|0.94478
2018|0|J188|N390|05|0.91435
2018|0|J188|N390|19|1.10573
2018|0|J188|N390|20|0.82001
2018|0|J188|P580|14|0.53998
2018|0|J188|P581|14|0.53998
2018|0|J188|P582|14|0.53998
2018|0|J188|P583|14|0.53998
2018|0|J188|P584|14|0.53998
2018|0|J188|P585|14|0.53998
2018|0|J188|P588|14|0.53998
2018|0|J188|P589|14|0.53998
2018|0|J188|P590|14|0.53998
2018|0|J188|P591|14|0.53998
2018|0|J188|P592|14|0.53998
2018|0|J188|P593|14|0.53998
2018|0|J188|P598|14|0.53998
2018|0|J188|P599|14|0.53998
2018|0|J188|R600|04|0.88682
2018|0|J188|Z501|04|1.08938
2018|0|J188|Z515|06|2.25291
2018|0|J188|Z515|15|0.79602
2018|0|J188|Z515|19|0.66308
2018|0|J189|J440|03|0.69128
2018|0|J189|J440|05|0.86872
2018|0|J189|J440|06|0.74978
2018|0|J189|J440|15|0.74462
2018|0|J189|J440|20|0.75416
2018|0|J189|J441|03|0.69128
2018|0|J189|J441|05|0.86872
2018|0|J189|J441|06|0.74978
2018|0|J189|J441|15|0.74462
2018|0|J189|J441|20|0.75416
2018|0|J189|J448|03|0.69128
2018|0|J189|J448|05|0.86872
2018|0|J189|J448|06|0.74978
2018|0|J189|J448|15|0.74462
2018|0|J189|J448|20|0.75416
2018|0|J189|J90|04|0.83237
2018|0|J189|K913|06|0.86921
2018|0|J189|L0300|05|1.31553
2018|0|J189|L0301|05|1.31553
2018|0|J189|L0310|05|1.31553
2018|0|J189|L0311|05|1.31553
2018|0|J189|L032|05|1.31553
2018|0|J189|L0330|05|1.31553
2018|0|J189|L0331|05|1.31553
2018|0|J189|L0332|05|1.31553
2018|0|J189|L0333|05|1.31553
2018|0|J189|L0334|05|1.31553
2018|0|J189|L0335|05|1.31553
2018|0|J189|L0336|05|1.31553
2018|0|J189|L0339|05|1.31553
2018|0|J189|L038|05|1.31553
2018|0|J189|L039|05|1.31553
2018|0|J189|N170|04|0.92101
2018|0|J189|N170|06|0.87125
2018|0|J189|N170|07|0.80874
2018|0|J189|N170|10|0.87136
2018|0|J189|N170|11|0.70228
2018|0|J189|N170|15|0.77129
2018|0|J189|N170|16|1.17248
2018|0|J189|N171|04|0.92101
2018|0|J189|N171|06|0.87125
2018|0|J189|N171|07|0.80874
2018|0|J189|N171|10|0.87136
2018|0|J189|N171|11|0.70228
2018|0|J189|N171|15|0.77129
2018|0|J189|N171|16|1.17248
2018|0|J189|N172|04|0.92101
2018|0|J189|N172|06|0.87125
2018|0|J189|N172|07|0.80874
2018|0|J189|N172|10|0.87136
2018|0|J189|N172|11|0.70228
2018|0|J189|N172|15|0.77129
2018|0|J189|N172|16|1.17248
2018|0|J189|N178|04|0.92101
2018|0|J189|N178|06|0.87125
2018|0|J189|N178|07|0.80874
2018|0|J189|N178|10|0.87136
2018|0|J189|N178|11|0.70228
2018|0|J189|N178|15|0.77129
2018|0|J189|N178|16|1.17248
2018|0|J189|N179|04|0.92101
2018|0|J189|N179|06|0.87125
2018|0|J189|N179|07|0.80874
2018|0|J189|N179|10|0.87136
2018|0|J189|N179|11|0.70228
2018|0|J189|N179|15|0.77129
2018|0|J189|N179|16|1.17248
2018|0|J189|N181|04|0.80241
2018|0|J189|N182|04|0.80241
2018|0|J189|N183|04|0.80241
2018|0|J189|N184|04|0.80241
2018|0|J189|N185|04|0.80241
2018|0|J189|N189|04|0.80241
2018|0|J189|N390|04|0.94478
2018|0|J189|N390|05|0.91435
2018|0|J189|N390|19|1.10573
2018|0|J189|N390|20|0.82001
2018|0|J189|P580|14|0.53998
2018|0|J189|P581|14|0.53998
2018|0|J189|P582|14|0.53998
2018|0|J189|P583|14|0.53998
2018|0|J189|P584|14|0.53998
2018|0|J189|P585|14|0.53998
2018|0|J189|P588|14|0.53998
2018|0|J189|P589|14|0.53998
2018|0|J189|P590|14|0.53998
2018|0|J189|P591|14|0.53998
2018|0|J189|P592|14|0.53998
2018|0|J189|P593|14|0.53998
2018|0|J189|P598|14|0.53998
2018|0|J189|P599|14|0.53998
2018|0|J189|R600|04|0.88682
2018|0|J189|Z501|04|1.08938
2018|0|J189|Z515|06|2.25291
2018|0|J189|Z515|15|0.79602
2018|0|J189|Z515|19|0.66308
2018|0|J440|R33|05|0.78132
2018|0|J441|R33|05|0.78132
2018|0|J448|R33|05|0.78132
2018|0|J449|N170|05|0.82711
2018|0|J449|N171|05|0.82711
2018|0|J449|N172|05|0.82711
2018|0|J449|N178|05|0.82711
2018|0|J449|N179|05|0.82711
2018|0|J47|J9600|04|0.78894
2018|0|J47|J9601|04|0.78894
2018|0|J47|J9609|04|0.78894
2018|0|J47|J9610|04|0.78894
2018|0|J47|J9611|04|0.78894
2018|0|J47|J9619|04|0.78894
2018|0|J47|J9690|04|0.78894
2018|0|J47|J9691|04|0.78894
2018|0|J47|J9699|04|0.78894
2018|0|J690|J9600|04|0.85478
2018|0|J690|J9601|04|0.85478
2018|0|J690|J9609|04|0.85478
2018|0|J690|J9610|04|0.85478
2018|0|J690|J9611|04|0.85478
2018|0|J690|J9619|04|0.85478
2018|0|J690|J9690|04|0.85478
2018|0|J690|J9691|04|0.85478
2018|0|J690|J9699|04|0.85478
2018|0|J690|N170|11|1.19193
2018|0|J690|N171|11|1.19193
2018|0|J690|N172|11|1.19193
2018|0|J690|N178|11|1.19193
2018|0|J690|N179|11|1.19193
2018|0|J690|N390|19|0.79949
2018|0|J691|J9600|04|0.85478
2018|0|J691|J9601|04|0.85478
2018|0|J691|J9609|04|0.85478
2018|0|J691|J9610|04|0.85478
2018|0|J691|J9611|04|0.85478
2018|0|J691|J9619|04|0.85478
2018|0|J691|J9690|04|0.85478
2018|0|J691|J9691|04|0.85478
2018|0|J691|J9699|04|0.85478
2018|0|J691|N170|11|1.19193
2018|0|J691|N171|11|1.19193
2018|0|J691|N172|11|1.19193
2018|0|J691|N178|11|1.19193
2018|0|J691|N179|11|1.19193
2018|0|J691|N390|19|0.79949
2018|0|J698|J9600|04|0.85478
2018|0|J698|J9601|04|0.85478
2018|0|J698|J9609|04|0.85478
2018|0|J698|J9610|04|0.85478
2018|0|J698|J9611|04|0.85478
2018|0|J698|J9619|04|0.85478
2018|0|J698|J9690|04|0.85478
2018|0|J698|J9691|04|0.85478
2018|0|J698|J9699|04|0.85478
2018|0|J698|N170|11|1.19193
2018|0|J698|N171|11|1.19193
2018|0|J698|N172|11|1.19193
2018|0|J698|N178|11|1.19193
2018|0|J698|N179|11|1.19193
2018|0|J698|N390|19|0.79949
2018|0|J840|N170|05|0.74767
2018|0|J840|N171|05|0.74767
2018|0|J840|N172|05|0.74767
2018|0|J840|N178|05|0.74767
2018|0|J840|N179|05|0.74767
2018|0|J841|N170|05|0.74767
2018|0|J841|N171|05|0.74767
2018|0|J841|N172|05|0.74767
2018|0|J841|N178|05|0.74767
2018|0|J841|N179|05|0.74767
2018|0|J848|N170|05|0.74767
2018|0|J848|N171|05|0.74767
2018|0|J848|N172|05|0.74767
2018|0|J848|N178|05|0.74767
2018|0|J848|N179|05|0.74767
2018|0|J849|N170|05|0.74767
2018|0|J849|N171|05|0.74767
2018|0|J849|N172|05|0.74767
2018|0|J849|N178|05|0.74767
2018|0|J849|N179|05|0.74767
2018|0|J851|P580|14|0.53998
2018|0|J851|P581|14|0.53998
2018|0|J851|P582|14|0.53998
2018|0|J851|P583|14|0.53998
2018|0|J851|P584|14|0.53998
2018|0|J851|P585|14|0.53998
2018|0|J851|P588|14|0.53998
2018|0|J851|P589|14|0.53998
2018|0|J851|P590|14|0.53998
2018|0|J851|P591|14|0.53998
2018|0|J851|P592|14|0.53998
2018|0|J851|P593|14|0.53998
2018|0|J851|P598|14|0.53998
2018|0|J851|P599|14|0.53998
2018|0|J90|J9600|04|0.81266
2018|0|J90|J9601|04|0.81266
2018|0|J90|J9609|04|0.81266
2018|0|J90|J9610|04|0.81266
2018|0|J90|J9611|04|0.81266
2018|0|J90|J9619|04|0.81266
2018|0|J90|J9690|04|0.81266
2018|0|J90|J9691|04|0.81266
2018|0|J90|J9699|04|0.81266
2018|0|J90|N170|04|1.22437
2018|0|J90|N171|04|1.22437
2018|0|J90|N172|04|1.22437
2018|0|J90|N178|04|1.22437
2018|0|J90|N179|04|1.22437
2018|0|J90|N390|04|0.97813
2018|0|J90|Z515|04|0.81266
2018|0|J930|P221|14|0.62235
2018|0|J930|P580|14|0.72134
2018|0|J930|P581|14|0.72134
2018|0|J930|P582|14|0.72134
2018|0|J930|P583|14|0.72134
2018|0|J930|P584|14|0.72134
2018|0|J930|P585|14|0.72134
2018|0|J930|P588|14|0.72134
2018|0|J930|P589|14|0.72134
2018|0|J930|P590|14|0.72134
2018|0|J930|P591|14|0.72134
2018|0|J930|P592|14|0.72134
2018|0|J930|P593|14|0.72134
2018|0|J930|P598|14|0.72134
2018|0|J930|P599|14|0.72134
2018|0|J931|P221|14|0.62235
2018|0|J931|P580|14|0.72134
2018|0|J931|P581|14|0.72134
2018|0|J931|P582|14|0.72134
2018|0|J931|P583|14|0.72134
2018|0|J931|P584|14|0.72134
2018|0|J931|P585|14|0.72134
2018|0|J931|P588|14|0.72134
2018|0|J931|P589|14|0.72134
2018|0|J931|P590|14|0.72134
2018|0|J931|P591|14|0.72134
2018|0|J931|P592|14|0.72134
2018|0|J931|P593|14|0.72134
2018|0|J931|P598|14|0.72134
2018|0|J931|P599|14|0.72134
2018|0|J938|P221|14|0.62235
2018|0|J938|P580|14|0.72134
2018|0|J938|P581|14|0.72134
2018|0|J938|P582|14|0.72134
2018|0|J938|P583|14|0.72134
2018|0|J938|P584|14|0.72134
2018|0|J938|P585|14|0.72134
2018|0|J938|P588|14|0.72134
2018|0|J938|P589|14|0.72134
2018|0|J938|P590|14|0.72134
2018|0|J938|P591|14|0.72134
2018|0|J938|P592|14|0.72134
2018|0|J938|P593|14|0.72134
2018|0|J938|P598|14|0.72134
2018|0|J938|P599|14|0.72134
2018|0|J939|P221|14|0.62235
2018|0|J939|P580|14|0.72134
2018|0|J939|P581|14|0.72134
2018|0|J939|P582|14|0.72134
2018|0|J939|P583|14|0.72134
2018|0|J939|P584|14|0.72134
2018|0|J939|P585|14|0.72134
2018|0|J939|P588|14|0.72134
2018|0|J939|P589|14|0.72134
2018|0|J939|P590|14|0.72134
2018|0|J939|P591|14|0.72134
2018|0|J939|P592|14|0.72134
2018|0|J939|P593|14|0.72134
2018|0|J939|P598|14|0.72134
2018|0|J939|P599|14|0.72134
2018|0|J951|P221|14|0.62235
2018|0|J951|P580|14|0.72134
2018|0|J951|P581|14|0.72134
2018|0|J951|P582|14|0.72134
2018|0|J951|P583|14|0.72134
2018|0|J951|P584|14|0.72134
2018|0|J951|P585|14|0.72134
2018|0|J951|P588|14|0.72134
2018|0|J951|P589|14|0.72134
2018|0|J951|P590|14|0.72134
2018|0|J951|P591|14|0.72134
2018|0|J951|P592|14|0.72134
2018|0|J951|P593|14|0.72134
2018|0|J951|P598|14|0.72134
2018|0|J951|P599|14|0.72134
2018|0|J952|P221|14|0.62235
2018|0|J952|P580|14|0.72134
2018|0|J952|P581|14|0.72134
2018|0|J952|P582|14|0.72134
2018|0|J952|P583|14|0.72134
2018|0|J952|P584|14|0.72134
2018|0|J952|P585|14|0.72134
2018|0|J952|P588|14|0.72134
2018|0|J952|P589|14|0.72134
2018|0|J952|P590|14|0.72134
2018|0|J952|P591|14|0.72134
2018|0|J952|P592|14|0.72134
2018|0|J952|P593|14|0.72134
2018|0|J952|P598|14|0.72134
2018|0|J952|P599|14|0.72134
2018|0|J953|P221|14|0.62235
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2018|0|J953|P581|14|0.72134
2018|0|J953|P582|14|0.72134
2018|0|J953|P583|14|0.72134
2018|0|J953|P584|14|0.72134
2018|0|J953|P585|14|0.72134
2018|0|J953|P588|14|0.72134
2018|0|J953|P589|14|0.72134
2018|0|J953|P590|14|0.72134
2018|0|J953|P591|14|0.72134
2018|0|J953|P592|14|0.72134
2018|0|J953|P593|14|0.72134
2018|0|J953|P598|14|0.72134
2018|0|J953|P599|14|0.72134
2018|0|J954|P221|14|0.62235
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2018|0|J954|P582|14|0.72134
2018|0|J954|P583|14|0.72134
2018|0|J954|P584|14|0.72134
2018|0|J954|P585|14|0.72134
2018|0|J954|P588|14|0.72134
2018|0|J954|P589|14|0.72134
2018|0|J954|P590|14|0.72134
2018|0|J954|P591|14|0.72134
2018|0|J954|P592|14|0.72134
2018|0|J954|P593|14|0.72134
2018|0|J954|P598|14|0.72134
2018|0|J954|P599|14|0.72134
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2018|0|J955|P581|14|0.72134
2018|0|J955|P582|14|0.72134
2018|0|J955|P583|14|0.72134
2018|0|J955|P584|14|0.72134
2018|0|J955|P585|14|0.72134
2018|0|J955|P588|14|0.72134
2018|0|J955|P589|14|0.72134
2018|0|J955|P590|14|0.72134
2018|0|J955|P591|14|0.72134
2018|0|J955|P592|14|0.72134
2018|0|J955|P593|14|0.72134
2018|0|J955|P598|14|0.72134
2018|0|J955|P599|14|0.72134
2018|0|J9580|P221|14|0.62235
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2018|0|J9580|P581|14|0.72134
2018|0|J9580|P582|14|0.72134
2018|0|J9580|P583|14|0.72134
2018|0|J9580|P584|14|0.72134
2018|0|J9580|P585|14|0.72134
2018|0|J9580|P588|14|0.72134
2018|0|J9580|P589|14|0.72134
2018|0|J9580|P590|14|0.72134
2018|0|J9580|P591|14|0.72134
2018|0|J9580|P592|14|0.72134
2018|0|J9580|P593|14|0.72134
2018|0|J9580|P598|14|0.72134
2018|0|J9580|P599|14|0.72134
2018|0|J9600|N390|05|0.92889
2018|0|J9600|R000|04|0.78659
2018|0|J9600|Z515|04|0.86095
2018|0|J9601|N390|05|0.92889
2018|0|J9601|R000|04|0.78659
2018|0|J9601|Z515|04|0.86095
2018|0|J9609|N390|05|0.92889
2018|0|J9609|R000|04|0.78659
2018|0|J9609|Z515|04|0.86095
2018|0|J9610|N390|05|0.92889
2018|0|J9610|R000|04|0.78659
2018|0|J9610|Z515|04|0.86095
2018|0|J9611|N390|05|0.92889
2018|0|J9611|R000|04|0.78659
2018|0|J9611|Z515|04|0.86095
2018|0|J9619|N390|05|0.92889
2018|0|J9619|R000|04|0.78659
2018|0|J9619|Z515|04|0.86095
2018|0|J9690|N390|05|0.92889
2018|0|J9690|R000|04|0.78659
2018|0|J9690|Z515|04|0.86095
2018|0|J9691|N390|05|0.92889
2018|0|J9691|R000|04|0.78659
2018|0|J9691|Z515|04|0.86095
2018|0|J9699|N390|05|0.92889
2018|0|J9699|R000|04|0.78659
2018|0|J9699|Z515|04|0.86095
2018|0|K913|N390|06|0.84481
2018|0|K913|R520|06|0.91098
2018|0|K913|T810|06|0.84676
2018|0|K913|T812|12|0.79711
2018|0|K913|T814|06|0.86556
2018|0|K922|N170|05|0.80713
2018|0|K922|N171|05|0.80713
2018|0|K922|N172|05|0.80713
2018|0|K922|N178|05|0.80713
2018|0|K922|N179|05|0.80713
2018|0|L0300|N170|08|1.45349
2018|0|L0300|N170|09|0.83007
2018|0|L0300|N171|08|1.45349
2018|0|L0300|N171|09|0.83007
2018|0|L0300|N172|08|1.45349
2018|0|L0300|N172|09|0.83007
2018|0|L0300|N178|08|1.45349
2018|0|L0300|N178|09|0.83007
2018|0|L0300|N179|08|1.45349
2018|0|L0300|N179|09|0.83007
2018|0|L0301|N170|08|1.45349
2018|0|L0301|N170|09|0.83007
2018|0|L0301|N171|08|1.45349
2018|0|L0301|N171|09|0.83007
2018|0|L0301|N172|08|1.45349
2018|0|L0301|N172|09|0.83007
2018|0|L0301|N178|08|1.45349
2018|0|L0301|N178|09|0.83007
2018|0|L0301|N179|08|1.45349
2018|0|L0301|N179|09|0.83007
2018|0|L0310|N170|08|1.45349
2018|0|L0310|N170|09|0.83007
2018|0|L0310|N171|08|1.45349
2018|0|L0310|N171|09|0.83007
2018|0|L0310|N172|08|1.45349
2018|0|L0310|N172|09|0.83007
2018|0|L0310|N178|08|1.45349
2018|0|L0310|N178|09|0.83007
2018|0|L0310|N179|08|1.45349
2018|0|L0310|N179|09|0.83007
2018|0|L0311|N170|08|1.45349
2018|0|L0311|N170|09|0.83007
2018|0|L0311|N171|08|1.45349
2018|0|L0311|N171|09|0.83007
2018|0|L0311|N172|08|1.45349
2018|0|L0311|N172|09|0.83007
2018|0|L0311|N178|08|1.45349
2018|0|L0311|N178|09|0.83007
2018|0|L0311|N179|08|1.45349
2018|0|L0311|N179|09|0.83007
2018|0|L032|N170|08|1.45349
2018|0|L032|N170|09|0.83007
2018|0|L032|N171|08|1.45349
2018|0|L032|N171|09|0.83007
2018|0|L032|N172|08|1.45349
2018|0|L032|N172|09|0.83007
2018|0|L032|N178|08|1.45349
2018|0|L032|N178|09|0.83007
2018|0|L032|N179|08|1.45349
2018|0|L032|N179|09|0.83007
2018|0|L0330|N170|08|1.45349
2018|0|L0330|N170|09|0.83007
2018|0|L0330|N171|08|1.45349
2018|0|L0330|N171|09|0.83007
2018|0|L0330|N172|08|1.45349
2018|0|L0330|N172|09|0.83007
2018|0|L0330|N178|08|1.45349
2018|0|L0330|N178|09|0.83007
2018|0|L0330|N179|08|1.45349
2018|0|L0330|N179|09|0.83007
2018|0|L0331|N170|08|1.45349
2018|0|L0331|N170|09|0.83007
2018|0|L0331|N171|08|1.45349
2018|0|L0331|N171|09|0.83007
2018|0|L0331|N172|08|1.45349
2018|0|L0331|N172|09|0.83007
2018|0|L0331|N178|08|1.45349
2018|0|L0331|N178|09|0.83007
2018|0|L0331|N179|08|1.45349
2018|0|L0331|N179|09|0.83007
2018|0|L0332|N170|08|1.45349
2018|0|L0332|N170|09|0.83007
2018|0|L0332|N171|08|1.45349
2018|0|L0332|N171|09|0.83007
2018|0|L0332|N172|08|1.45349
2018|0|L0332|N172|09|0.83007
2018|0|L0332|N178|08|1.45349
2018|0|L0332|N178|09|0.83007
2018|0|L0332|N179|08|1.45349
2018|0|L0332|N179|09|0.83007
2018|0|L0333|N170|08|1.45349
2018|0|L0333|N170|09|0.83007
2018|0|L0333|N171|08|1.45349
2018|0|L0333|N171|09|0.83007
2018|0|L0333|N172|08|1.45349
2018|0|L0333|N172|09|0.83007
2018|0|L0333|N178|08|1.45349
2018|0|L0333|N178|09|0.83007
2018|0|L0333|N179|08|1.45349
2018|0|L0333|N179|09|0.83007
2018|0|L0334|N170|08|1.45349
2018|0|L0334|N170|09|0.83007
2018|0|L0334|N171|08|1.45349
2018|0|L0334|N171|09|0.83007
2018|0|L0334|N172|08|1.45349
2018|0|L0334|N172|09|0.83007
2018|0|L0334|N178|08|1.45349
2018|0|L0334|N178|09|0.83007
2018|0|L0334|N179|08|1.45349
2018|0|L0334|N179|09|0.83007
2018|0|L0335|N170|08|1.45349
2018|0|L0335|N170|09|0.83007
2018|0|L0335|N171|08|1.45349
2018|0|L0335|N171|09|0.83007
2018|0|L0335|N172|08|1.45349
2018|0|L0335|N172|09|0.83007
2018|0|L0335|N178|08|1.45349
2018|0|L0335|N178|09|0.83007
2018|0|L0335|N179|08|1.45349
2018|0|L0335|N179|09|0.83007
2018|0|L0336|N170|08|1.45349
2018|0|L0336|N170|09|0.83007
2018|0|L0336|N171|08|1.45349
2018|0|L0336|N171|09|0.83007
2018|0|L0336|N172|08|1.45349
2018|0|L0336|N172|09|0.83007
2018|0|L0336|N178|08|1.45349
2018|0|L0336|N178|09|0.83007
2018|0|L0336|N179|08|1.45349
2018|0|L0336|N179|09|0.83007
2018|0|L0339|N170|08|1.45349
2018|0|L0339|N170|09|0.83007
2018|0|L0339|N171|08|1.45349
2018|0|L0339|N171|09|0.83007
2018|0|L0339|N172|08|1.45349
2018|0|L0339|N172|09|0.83007
2018|0|L0339|N178|08|1.45349
2018|0|L0339|N178|09|0.83007
2018|0|L0339|N179|08|1.45349
2018|0|L0339|N179|09|0.83007
2018|0|L038|N170|08|1.45349
2018|0|L038|N170|09|0.83007
2018|0|L038|N171|08|1.45349
2018|0|L038|N171|09|0.83007
2018|0|L038|N172|08|1.45349
2018|0|L038|N172|09|0.83007
2018|0|L038|N178|08|1.45349
2018|0|L038|N178|09|0.83007
2018|0|L038|N179|08|1.45349
2018|0|L038|N179|09|0.83007
2018|0|L039|N170|08|1.45349
2018|0|L039|N170|09|0.83007
2018|0|L039|N171|08|1.45349
2018|0|L039|N171|09|0.83007
2018|0|L039|N172|08|1.45349
2018|0|L039|N172|09|0.83007
2018|0|L039|N178|08|1.45349
2018|0|L039|N178|09|0.83007
2018|0|L039|N179|08|1.45349
2018|0|L039|N179|09|0.83007
2018|0|L891|N170|04|0.84559
2018|0|L891|N171|04|0.84559
2018|0|L891|N172|04|0.84559
2018|0|L891|N178|04|0.84559
2018|0|L891|N179|04|0.84559
2018|0|L891|N390|04|0.76246
2018|0|L891|N390|05|0.84285
2018|0|L892|N170|04|0.84559
2018|0|L892|N171|04|0.84559
2018|0|L892|N172|04|0.84559
2018|0|L892|N178|04|0.84559
2018|0|L892|N179|04|0.84559
2018|0|L892|N390|04|0.76246
2018|0|L892|N390|05|0.84285
2018|0|L893|N170|04|0.84559
2018|0|L893|N171|04|0.84559
2018|0|L893|N172|04|0.84559
2018|0|L893|N178|04|0.84559
2018|0|L893|N179|04|0.84559
2018|0|L893|N390|04|0.76246
2018|0|L893|N390|05|0.84285
2018|0|L898|N170|04|0.84559
2018|0|L898|N171|04|0.84559
2018|0|L898|N172|04|0.84559
2018|0|L898|N178|04|0.84559
2018|0|L898|N179|04|0.84559
2018|0|L898|N390|04|0.76246
2018|0|L898|N390|05|0.84285
2018|0|L97|N170|05|1.57576
2018|0|L97|N171|05|1.57576
2018|0|L97|N172|05|1.57576
2018|0|L97|N178|05|1.57576
2018|0|L97|N179|05|1.57576
2018|0|N170|N181|04|1.01104
2018|0|N170|N182|04|1.01104
2018|0|N170|N183|04|1.01104
2018|0|N170|N184|04|1.01104
2018|0|N170|N185|04|1.01104
2018|0|N170|N189|04|1.01104
2018|0|N170|N390|01|0.7862
2018|0|N170|N390|04|0.90446
2018|0|N170|N390|05|0.91858
2018|0|N170|N390|07|1.06492
2018|0|N170|N390|09|0.77815
2018|0|N170|N390|11|1.15845
2018|0|N170|N390|20|0.88785
2018|0|N170|O85002|04|0.84441
2018|0|N170|O85002|05|0.86273
2018|0|N170|O85002|09|0.76185
2018|0|N170|O85004|04|0.84441
2018|0|N170|O85004|05|0.86273
2018|0|N170|O85004|09|0.76185
2018|0|N170|O85009|04|0.84441
2018|0|N170|O85009|05|0.86273
2018|0|N170|O85009|09|0.76185
2018|0|N170|R33|05|0.81263
2018|0|N170|R410|05|0.75382
2018|0|N170|R410|11|0.71378
2018|0|N170|R4180|05|0.86192
2018|0|N170|R4180|11|0.69462
2018|0|N170|R570|05|0.79412
2018|0|N170|R571|05|0.79412
2018|0|N170|R572|05|0.79412
2018|0|N170|R578|05|0.79412
2018|0|N170|R579|05|0.79412
2018|0|N170|R64|05|0.70656
2018|0|N170|U821|04|1.24601
2018|0|N170|U8220|11|0.84623
2018|0|N170|U8228|11|0.84623
2018|0|N170|U828|11|0.84623
2018|0|N170|U829|11|0.84623
2018|0|N170|Z501|04|1.11282
2018|0|N170|Z501|05|0.76695
2018|0|N170|Z515|04|0.93467
2018|0|N170|Z515|15|0.74859
2018|0|N171|N181|04|1.01104
2018|0|N171|N182|04|1.01104
2018|0|N171|N183|04|1.01104
2018|0|N171|N184|04|1.01104
2018|0|N171|N185|04|1.01104
2018|0|N171|N189|04|1.01104
2018|0|N171|N390|01|0.7862
2018|0|N171|N390|04|0.90446
2018|0|N171|N390|05|0.91858
2018|0|N171|N390|07|1.06492
2018|0|N171|N390|09|0.77815
2018|0|N171|N390|11|1.15845
2018|0|N171|N390|20|0.88785
2018|0|N171|O85002|04|0.84441
2018|0|N171|O85002|05|0.86273
2018|0|N171|O85002|09|0.76185
2018|0|N171|O85004|04|0.84441
2018|0|N171|O85004|05|0.86273
2018|0|N171|O85004|09|0.76185
2018|0|N171|O85009|04|0.84441
2018|0|N171|O85009|05|0.86273
2018|0|N171|O85009|09|0.76185
2018|0|N171|R33|05|0.81263
2018|0|N171|R410|05|0.75382
2018|0|N171|R410|11|0.71378
2018|0|N171|R4180|05|0.86192
2018|0|N171|R4180|11|0.69462
2018|0|N171|R570|05|0.79412
2018|0|N171|R571|05|0.79412
2018|0|N171|R572|05|0.79412
2018|0|N171|R578|05|0.79412
2018|0|N171|R579|05|0.79412
2018|0|N171|R64|05|0.70656
2018|0|N171|U821|04|1.24601
2018|0|N171|U8220|11|0.84623
2018|0|N171|U8228|11|0.84623
2018|0|N171|U828|11|0.84623
2018|0|N171|U829|11|0.84623
2018|0|N171|Z501|04|1.11282
2018|0|N171|Z501|05|0.76695
2018|0|N171|Z515|04|0.93467
2018|0|N171|Z515|15|0.74859
2018|0|N172|N181|04|1.01104
2018|0|N172|N182|04|1.01104
2018|0|N172|N183|04|1.01104
2018|0|N172|N184|04|1.01104
2018|0|N172|N185|04|1.01104
2018|0|N172|N189|04|1.01104
2018|0|N172|N390|01|0.7862
2018|0|N172|N390|04|0.90446
2018|0|N172|N390|05|0.91858
2018|0|N172|N390|07|1.06492
2018|0|N172|N390|09|0.77815
2018|0|N172|N390|11|1.15845
2018|0|N172|N390|20|0.88785
2018|0|N172|O85002|04|0.84441
2018|0|N172|O85002|05|0.86273
2018|0|N172|O85002|09|0.76185
2018|0|N172|O85004|04|0.84441
2018|0|N172|O85004|05|0.86273
2018|0|N172|O85004|09|0.76185
2018|0|N172|O85009|04|0.84441
2018|0|N172|O85009|05|0.86273
2018|0|N172|O85009|09|0.76185
2018|0|N172|R33|05|0.81263
2018|0|N172|R410|05|0.75382
2018|0|N172|R410|11|0.71378
2018|0|N172|R4180|05|0.86192
2018|0|N172|R4180|11|0.69462
2018|0|N172|R570|05|0.79412
2018|0|N172|R571|05|0.79412
2018|0|N172|R572|05|0.79412
2018|0|N172|R578|05|0.79412
2018|0|N172|R579|05|0.79412
2018|0|N172|R64|05|0.70656
2018|0|N172|U821|04|1.24601
2018|0|N172|U8220|11|0.84623
2018|0|N172|U8228|11|0.84623
2018|0|N172|U828|11|0.84623
2018|0|N172|U829|11|0.84623
2018|0|N172|Z501|04|1.11282
2018|0|N172|Z501|05|0.76695
2018|0|N172|Z515|04|0.93467
2018|0|N172|Z515|15|0.74859
2018|0|N178|N181|04|1.01104
2018|0|N178|N182|04|1.01104
2018|0|N178|N183|04|1.01104
2018|0|N178|N184|04|1.01104
2018|0|N178|N185|04|1.01104
2018|0|N178|N189|04|1.01104
2018|0|N178|N390|01|0.7862
2018|0|N178|N390|04|0.90446
2018|0|N178|N390|05|0.91858
2018|0|N178|N390|07|1.06492
2018|0|N178|N390|09|0.77815
2018|0|N178|N390|11|1.15845
2018|0|N178|N390|20|0.88785
2018|0|N178|O85002|04|0.84441
2018|0|N178|O85002|05|0.86273
2018|0|N178|O85002|09|0.76185
2018|0|N178|O85004|04|0.84441
2018|0|N178|O85004|05|0.86273
2018|0|N178|O85004|09|0.76185
2018|0|N178|O85009|04|0.84441
2018|0|N178|O85009|05|0.86273
2018|0|N178|O85009|09|0.76185
2018|0|N178|R33|05|0.81263
2018|0|N178|R410|05|0.75382
2018|0|N178|R410|11|0.71378
2018|0|N178|R4180|05|0.86192
2018|0|N178|R4180|11|0.69462
2018|0|N178|R570|05|0.79412
2018|0|N178|R571|05|0.79412
2018|0|N178|R572|05|0.79412
2018|0|N178|R578|05|0.79412
2018|0|N178|R579|05|0.79412
2018|0|N178|R64|05|0.70656
2018|0|N178|U821|04|1.24601
2018|0|N178|U8220|11|0.84623
2018|0|N178|U8228|11|0.84623
2018|0|N178|U828|11|0.84623
2018|0|N178|U829|11|0.84623
2018|0|N178|Z501|04|1.11282
2018|0|N178|Z501|05|0.76695
2018|0|N178|Z515|04|0.93467
2018|0|N178|Z515|15|0.74859
2018|0|N179|N181|04|1.01104
2018|0|N179|N182|04|1.01104
2018|0|N179|N183|04|1.01104
2018|0|N179|N184|04|1.01104
2018|0|N179|N185|04|1.01104
2018|0|N179|N189|04|1.01104
2018|0|N179|N390|01|0.7862
2018|0|N179|N390|04|0.90446
2018|0|N179|N390|05|0.91858
2018|0|N179|N390|07|1.06492
2018|0|N179|N390|09|0.77815
2018|0|N179|N390|11|1.15845
2018|0|N179|N390|20|0.88785
2018|0|N179|O85002|04|0.84441
2018|0|N179|O85002|05|0.86273
2018|0|N179|O85002|09|0.76185
2018|0|N179|O85004|04|0.84441
2018|0|N179|O85004|05|0.86273
2018|0|N179|O85004|09|0.76185
2018|0|N179|O85009|04|0.84441
2018|0|N179|O85009|05|0.86273
2018|0|N179|O85009|09|0.76185
2018|0|N179|R33|05|0.81263
2018|0|N179|R410|05|0.75382
2018|0|N179|R410|11|0.71378
2018|0|N179|R4180|05|0.86192
2018|0|N179|R4180|11|0.69462
2018|0|N179|R570|05|0.79412
2018|0|N179|R571|05|0.79412
2018|0|N179|R572|05|0.79412
2018|0|N179|R578|05|0.79412
2018|0|N179|R579|05|0.79412
2018|0|N179|R64|05|0.70656
2018|0|N179|U821|04|1.24601
2018|0|N179|U8220|11|0.84623
2018|0|N179|U8228|11|0.84623
2018|0|N179|U828|11|0.84623
2018|0|N179|U829|11|0.84623
2018|0|N179|Z501|04|1.11282
2018|0|N179|Z501|05|0.76695
2018|0|N179|Z515|04|0.93467
2018|0|N179|Z515|15|0.74859
2018|0|N390|O85002|01|0.58232
2018|0|N390|O85002|05|0.87922
2018|0|N390|O85002|11|0.94697
2018|0|N390|O85004|01|0.58232
2018|0|N390|O85004|05|0.87922
2018|0|N390|O85004|11|0.94697
2018|0|N390|O85009|01|0.58232
2018|0|N390|O85009|05|0.87922
2018|0|N390|O85009|11|0.94697
2018|0|N390|R130|01|0.77159
2018|0|N390|R33|01|0.88595
2018|0|N390|R33|05|1.24586
2018|0|N390|R410|01|0.81182
2018|0|N390|R410|19|0.80029
2018|0|N390|R410|20|0.83819
2018|0|N390|R4180|04|1.22142
2018|0|N390|R600|05|1.30667
2018|0|N390|S12000|20|0.71617
2018|0|N390|S12001|20|0.71617
2018|0|N390|S12100|20|0.71617
2018|0|N390|S12101|20|0.71617
2018|0|N390|S12200|20|0.71617
2018|0|N390|S12201|20|0.71617
2018|0|N390|S12210|20|0.71617
2018|0|N390|S12211|20|0.71617
2018|0|N390|S12700|20|0.71617
2018|0|N390|S12701|20|0.71617
2018|0|N390|S22000|20|0.71617
2018|0|N390|S22001|20|0.71617
2018|0|N390|S22010|20|0.71617
2018|0|N390|S22011|20|0.71617
2018|0|N390|S22090|20|0.71617
2018|0|N390|S22091|20|0.71617
2018|0|N390|S22100|20|0.71617
2018|0|N390|S22101|20|0.71617
2018|0|N390|S22300|19|0.8149
2018|0|N390|S22301|19|0.8149
2018|0|N390|S22400|19|0.8149
2018|0|N390|S22401|19|0.8149
2018|0|N390|S22410|19|0.8149
2018|0|N390|S22411|19|0.8149
2018|0|N390|S22490|19|0.8149
2018|0|N390|S22491|19|0.8149
2018|0|N390|S32000|20|0.71617
2018|0|N390|S32001|20|0.71617
2018|0|N390|S32010|20|0.71617
2018|0|N390|S32011|20|0.71617
2018|0|N390|S32020|20|0.71617
2018|0|N390|S32021|20|0.71617
2018|0|N390|S32030|20|0.71617
2018|0|N390|S32031|20|0.71617
2018|0|N390|S32040|20|0.71617
2018|0|N390|S32041|20|0.71617
2018|0|N390|S32090|20|0.71617
2018|0|N390|S32091|20|0.71617
2018|0|N390|S32700|20|0.71617
2018|0|N390|S32701|20|0.71617
2018|0|N390|S42200|19|0.81732
2018|0|N390|S42201|19|0.81732
2018|0|N390|S42210|19|0.81732
2018|0|N390|S42211|19|0.81732
2018|0|N390|S42220|19|0.81732
2018|0|N390|S42221|19|0.81732
2018|0|N390|S42280|19|0.81732
2018|0|N390|S42281|19|0.81732
2018|0|N390|S42290|19|0.81732
2018|0|N390|S42291|19|0.81732
2018|0|N390|S42300|19|0.81732
2018|0|N390|S42301|19|0.81732
2018|0|N390|S42390|19|0.81732
2018|0|N390|S42391|19|0.81732
2018|0|N390|S42400|19|0.81732
2018|0|N390|S42401|19|0.81732
2018|0|N390|S42410|19|0.81732
2018|0|N390|S42411|19|0.81732
2018|0|N390|S42420|19|0.81732
2018|0|N390|S42421|19|0.81732
2018|0|N390|S42430|19|0.81732
2018|0|N390|S42431|19|0.81732
2018|0|N390|S42480|19|0.81732
2018|0|N390|S42481|19|0.81732
2018|0|N390|S42490|19|0.81732
2018|0|N390|S42491|19|0.81732
2018|0|N390|S42700|19|0.81732
2018|0|N390|S42701|19|0.81732
2018|0|N390|S52000|19|0.84747
2018|0|N390|S52001|19|0.84747
2018|0|N390|S52010|19|0.84747
2018|0|N390|S52011|19|0.84747
2018|0|N390|S52020|19|0.84747
2018|0|N390|S52021|19|0.84747
2018|0|N390|S52080|19|0.84747
2018|0|N390|S52081|19|0.84747
2018|0|N390|S52090|19|0.84747
2018|0|N390|S52091|19|0.84747
2018|0|N390|S52100|19|0.84747
2018|0|N390|S52101|19|0.84747
2018|0|N390|S52110|19|0.84747
2018|0|N390|S52111|19|0.84747
2018|0|N390|S52120|19|0.84747
2018|0|N390|S52121|19|0.84747
2018|0|N390|S52180|19|0.84747
2018|0|N390|S52181|19|0.84747
2018|0|N390|S52190|19|0.84747
2018|0|N390|S52191|19|0.84747
2018|0|N390|S52200|19|0.84747
2018|0|N390|S52201|19|0.84747
2018|0|N390|S52300|19|0.84747
2018|0|N390|S52301|19|0.84747
2018|0|N390|S52400|19|0.84747
2018|0|N390|S52401|19|0.84747
2018|0|N390|S52500|19|0.84747
2018|0|N390|S52501|19|0.84747
2018|0|N390|S52580|19|0.84747
2018|0|N390|S52581|19|0.84747
2018|0|N390|S52590|19|0.84747
2018|0|N390|S52591|19|0.84747
2018|0|N390|S52600|19|0.84747
2018|0|N390|S52601|19|0.84747
2018|0|N390|S52700|19|0.84747
2018|0|N390|S52701|19|0.84747
2018|0|N390|S52800|19|0.84747
2018|0|N390|S52801|19|0.84747
2018|0|N390|S52900|19|0.84747
2018|0|N390|S52901|19|0.84747
2018|0|N390|S72000|20|0.60736
2018|0|N390|S72001|20|0.60736
2018|0|N390|S72010|20|0.60736
2018|0|N390|S72011|20|0.60736
2018|0|N390|S72080|20|0.60736
2018|0|N390|S72081|20|0.60736
2018|0|N390|S72090|20|0.60736
2018|0|N390|S72091|20|0.60736
2018|0|N390|S72100|20|0.60736
2018|0|N390|S72101|20|0.60736
2018|0|N390|S72190|20|0.60736
2018|0|N390|S72191|20|0.60736
2018|0|N390|S72200|20|0.60736
2018|0|N390|S72201|20|0.60736
2018|0|N390|S72300|20|0.60736
2018|0|N390|S72301|20|0.60736
2018|0|N390|S72400|20|0.60736
2018|0|N390|S72401|20|0.60736
2018|0|N390|S72410|20|0.60736
2018|0|N390|S72411|20|0.60736
2018|0|N390|S72420|20|0.60736
2018|0|N390|S72421|20|0.60736
2018|0|N390|S72490|20|0.60736
2018|0|N390|S72491|20|0.60736
2018|0|N390|S72700|20|0.60736
2018|0|N390|S72701|20|0.60736
2018|0|N390|S72800|20|0.60736
2018|0|N390|S72801|20|0.60736
2018|0|N390|S72900|20|0.60736
2018|0|N390|S72901|20|0.60736
2018|0|N390|T0220|19|0.84747
2018|0|N390|T0221|19|0.84747
2018|0|N390|T0240|19|0.84747
2018|0|N390|T0241|19|0.84747
2018|0|N390|T814|06|0.87068
2018|0|N390|U8220|04|0.76246
2018|0|N390|U8220|11|0.86319
2018|0|N390|U8228|04|0.76246
2018|0|N390|U8228|11|0.86319
2018|0|N390|U828|04|0.76246
2018|0|N390|U828|11|0.86319
2018|0|N390|U829|04|0.76246
2018|0|N390|U829|11|0.86319
2018|0|N390|Z501|01|0.67853
2018|0|N390|Z501|05|1.28794
2018|0|N390|Z515|06|1.12565
2018|0|N390|Z515|19|0.7572
2018|0|O42111|O75601|13|0.76909
2018|0|O85002|R570|04|0.67066
2018|0|O85002|R570|06|0.72847
2018|0|O85002|R570|07|0.77183
2018|0|O85002|R570|11|0.80427
2018|0|O85002|R571|04|0.67066
2018|0|O85002|R571|06|0.72847
2018|0|O85002|R571|07|0.77183
2018|0|O85002|R571|11|0.80427
2018|0|O85002|R572|04|0.67066
2018|0|O85002|R572|06|0.72847
2018|0|O85002|R572|07|0.77183
2018|0|O85002|R572|11|0.80427
2018|0|O85002|R578|04|0.67066
2018|0|O85002|R578|06|0.72847
2018|0|O85002|R578|07|0.77183
2018|0|O85002|R578|11|0.80427
2018|0|O85002|R579|04|0.67066
2018|0|O85002|R579|06|0.72847
2018|0|O85002|R579|07|0.77183
2018|0|O85002|R579|11|0.80427
2018|0|O85002|Z515|11|0.78557
2018|0|O85004|R570|04|0.67066
2018|0|O85004|R570|06|0.72847
2018|0|O85004|R570|07|0.77183
2018|0|O85004|R570|11|0.80427
2018|0|O85004|R571|04|0.67066
2018|0|O85004|R571|06|0.72847
2018|0|O85004|R571|07|0.77183
2018|0|O85004|R571|11|0.80427
2018|0|O85004|R572|04|0.67066
2018|0|O85004|R572|06|0.72847
2018|0|O85004|R572|07|0.77183
2018|0|O85004|R572|11|0.80427
2018|0|O85004|R578|04|0.67066
2018|0|O85004|R578|06|0.72847
2018|0|O85004|R578|07|0.77183
2018|0|O85004|R578|11|0.80427
2018|0|O85004|R579|04|0.67066
2018|0|O85004|R579|06|0.72847
2018|0|O85004|R579|07|0.77183
2018|0|O85004|R579|11|0.80427
2018|0|O85004|Z515|11|0.78557
2018|0|O85009|R570|04|0.67066
2018|0|O85009|R570|06|0.72847
2018|0|O85009|R570|07|0.77183
2018|0|O85009|R570|11|0.80427
2018|0|O85009|R571|04|0.67066
2018|0|O85009|R571|06|0.72847
2018|0|O85009|R571|07|0.77183
2018|0|O85009|R571|11|0.80427
2018|0|O85009|R572|04|0.67066
2018|0|O85009|R572|06|0.72847
2018|0|O85009|R572|07|0.77183
2018|0|O85009|R572|11|0.80427
2018|0|O85009|R578|04|0.67066
2018|0|O85009|R578|06|0.72847
2018|0|O85009|R578|07|0.77183
2018|0|O85009|R578|11|0.80427
2018|0|O85009|R579|04|0.67066
2018|0|O85009|R579|06|0.72847
2018|0|O85009|R579|07|0.77183
2018|0|O85009|R579|11|0.80427
2018|0|O85009|Z515|11|0.78557
2018|0|P0590|P580|14|0.72461
2018|0|P0590|P581|14|0.72461
2018|0|P0590|P582|14|0.72461
2018|0|P0590|P583|14|0.72461
2018|0|P0590|P584|14|0.72461
2018|0|P0590|P585|14|0.72461
2018|0|P0590|P588|14|0.72461
2018|0|P0590|P589|14|0.72461
2018|0|P0590|P590|14|0.72461
2018|0|P0590|P591|14|0.72461
2018|0|P0590|P592|14|0.72461
2018|0|P0590|P593|14|0.72461
2018|0|P0590|P598|14|0.72461
2018|0|P0590|P599|14|0.72461
2018|0|P0590|P703|14|0.78953
2018|0|P0590|P704|14|0.78953
2018|0|P0591|P221|14|0.6724
2018|0|P0591|P580|14|0.66716
2018|0|P0591|P581|14|0.66716
2018|0|P0591|P582|14|0.66716
2018|0|P0591|P583|14|0.66716
2018|0|P0591|P584|14|0.66716
2018|0|P0591|P585|14|0.66716
2018|0|P0591|P588|14|0.66716
2018|0|P0591|P589|14|0.66716
2018|0|P0591|P590|14|0.66716
2018|0|P0591|P591|14|0.66716
2018|0|P0591|P592|14|0.66716
2018|0|P0591|P593|14|0.66716
2018|0|P0591|P598|14|0.66716
2018|0|P0591|P599|14|0.66716
2018|0|P0591|P928|14|0.66716
2018|0|P220|P221|14|0.70809
2018|0|P220|P2910|14|0.67533
2018|0|P220|P2918|14|0.67533
2018|0|P220|P580|14|0.65977
2018|0|P220|P581|14|0.65977
2018|0|P220|P582|14|0.65977
2018|0|P220|P583|14|0.65977
2018|0|P220|P584|14|0.65977
2018|0|P220|P585|14|0.65977
2018|0|P220|P588|14|0.65977
2018|0|P220|P589|14|0.65977
2018|0|P220|P590|14|0.65977
2018|0|P220|P591|14|0.65977
2018|0|P220|P592|14|0.65977
2018|0|P220|P593|14|0.65977
2018|0|P220|P598|14|0.65977
2018|0|P220|P599|14|0.65977
2018|0|P220|P703|14|0.69888
2018|0|P220|P704|14|0.69888
2018|0|P220|P928|14|0.75742
2018|0|P221|P229|14|0.67367
2018|0|P221|P250|14|0.62235
2018|0|P221|P251|14|0.62235
2018|0|P221|P252|14|0.62235
2018|0|P221|P285|14|0.72732
2018|0|P221|P2910|14|0.7591
2018|0|P221|P2918|14|0.7591
2018|0|P221|P360|14|0.75792
2018|0|P221|P361|14|0.75792
2018|0|P221|P362|14|0.75792
2018|0|P221|P363|14|0.75792
2018|0|P221|P364|14|0.75792
2018|0|P221|P365|14|0.75792
2018|0|P221|P368|14|0.75792
2018|0|P221|P369|14|0.75792
2018|0|P221|P580|14|0.75307
2018|0|P221|P581|14|0.75307
2018|0|P221|P582|14|0.75307
2018|0|P221|P583|14|0.75307
2018|0|P221|P584|14|0.75307
2018|0|P221|P585|14|0.75307
2018|0|P221|P588|14|0.75307
2018|0|P221|P589|14|0.75307
2018|0|P221|P590|14|0.75307
2018|0|P221|P591|14|0.75307
2018|0|P221|P592|14|0.75307
2018|0|P221|P593|14|0.75307
2018|0|P221|P598|14|0.75307
2018|0|P221|P599|14|0.75307
2018|0|P221|P610|14|0.76133
2018|0|P221|P700|14|0.79629
2018|0|P221|P703|14|0.76477
2018|0|P221|P704|14|0.76477
2018|0|P221|P7420|14|0.59979
2018|0|P221|P929|14|0.80927
2018|0|P221|Q211|14|0.8462
2018|0|P228|P580|14|0.62494
2018|0|P228|P581|14|0.62494
2018|0|P228|P582|14|0.62494
2018|0|P228|P583|14|0.62494
2018|0|P228|P584|14|0.62494
2018|0|P228|P585|14|0.62494
2018|0|P228|P588|14|0.62494
2018|0|P228|P589|14|0.62494
2018|0|P228|P590|14|0.62494
2018|0|P228|P591|14|0.62494
2018|0|P228|P592|14|0.62494
2018|0|P228|P593|14|0.62494
2018|0|P228|P598|14|0.62494
2018|0|P228|P599|14|0.62494
2018|0|P228|P703|14|0.73114
2018|0|P228|P704|14|0.73114
2018|0|P229|P285|14|0.72732
2018|0|P229|P580|14|0.81194
2018|0|P229|P581|14|0.81194
2018|0|P229|P582|14|0.81194
2018|0|P229|P583|14|0.81194
2018|0|P229|P584|14|0.81194
2018|0|P229|P585|14|0.81194
2018|0|P229|P588|14|0.81194
2018|0|P229|P589|14|0.81194
2018|0|P229|P590|14|0.81194
2018|0|P229|P591|14|0.81194
2018|0|P229|P592|14|0.81194
2018|0|P229|P593|14|0.81194
2018|0|P229|P598|14|0.81194
2018|0|P229|P599|14|0.81194
2018|0|P229|P703|14|0.7186
2018|0|P229|P704|14|0.7186
2018|0|P229|P928|14|0.61168
2018|0|P230|P580|14|0.53998
2018|0|P230|P581|14|0.53998
2018|0|P230|P582|14|0.53998
2018|0|P230|P583|14|0.53998
2018|0|P230|P584|14|0.53998
2018|0|P230|P585|14|0.53998
2018|0|P230|P588|14|0.53998
2018|0|P230|P589|14|0.53998
2018|0|P230|P590|14|0.53998
2018|0|P230|P591|14|0.53998
2018|0|P230|P592|14|0.53998
2018|0|P230|P593|14|0.53998
2018|0|P230|P598|14|0.53998
2018|0|P230|P599|14|0.53998
2018|0|P231|P580|14|0.53998
2018|0|P231|P581|14|0.53998
2018|0|P231|P582|14|0.53998
2018|0|P231|P583|14|0.53998
2018|0|P231|P584|14|0.53998
2018|0|P231|P585|14|0.53998
2018|0|P231|P588|14|0.53998
2018|0|P231|P589|14|0.53998
2018|0|P231|P590|14|0.53998
2018|0|P231|P591|14|0.53998
2018|0|P231|P592|14|0.53998
2018|0|P231|P593|14|0.53998
2018|0|P231|P598|14|0.53998
2018|0|P231|P599|14|0.53998
2018|0|P232|P580|14|0.53998
2018|0|P232|P581|14|0.53998
2018|0|P232|P582|14|0.53998
2018|0|P232|P583|14|0.53998
2018|0|P232|P584|14|0.53998
2018|0|P232|P585|14|0.53998
2018|0|P232|P588|14|0.53998
2018|0|P232|P589|14|0.53998
2018|0|P232|P590|14|0.53998
2018|0|P232|P591|14|0.53998
2018|0|P232|P592|14|0.53998
2018|0|P232|P593|14|0.53998
2018|0|P232|P598|14|0.53998
2018|0|P232|P599|14|0.53998
2018|0|P233|P580|14|0.53998
2018|0|P233|P581|14|0.53998
2018|0|P233|P582|14|0.53998
2018|0|P233|P583|14|0.53998
2018|0|P233|P584|14|0.53998
2018|0|P233|P585|14|0.53998
2018|0|P233|P588|14|0.53998
2018|0|P233|P589|14|0.53998
2018|0|P233|P590|14|0.53998
2018|0|P233|P591|14|0.53998
2018|0|P233|P592|14|0.53998
2018|0|P233|P593|14|0.53998
2018|0|P233|P598|14|0.53998
2018|0|P233|P599|14|0.53998
2018|0|P234|P580|14|0.53998
2018|0|P234|P581|14|0.53998
2018|0|P234|P582|14|0.53998
2018|0|P234|P583|14|0.53998
2018|0|P234|P584|14|0.53998
2018|0|P234|P585|14|0.53998
2018|0|P234|P588|14|0.53998
2018|0|P234|P589|14|0.53998
2018|0|P234|P590|14|0.53998
2018|0|P234|P591|14|0.53998
2018|0|P234|P592|14|0.53998
2018|0|P234|P593|14|0.53998
2018|0|P234|P598|14|0.53998
2018|0|P234|P599|14|0.53998
2018|0|P235|P580|14|0.53998
2018|0|P235|P581|14|0.53998
2018|0|P235|P582|14|0.53998
2018|0|P235|P583|14|0.53998
2018|0|P235|P584|14|0.53998
2018|0|P235|P585|14|0.53998
2018|0|P235|P588|14|0.53998
2018|0|P235|P589|14|0.53998
2018|0|P235|P590|14|0.53998
2018|0|P235|P591|14|0.53998
2018|0|P235|P592|14|0.53998
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2018|0|P235|P598|14|0.53998
2018|0|P235|P599|14|0.53998
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2018|0|P236|P581|14|0.53998
2018|0|P236|P582|14|0.53998
2018|0|P236|P583|14|0.53998
2018|0|P236|P584|14|0.53998
2018|0|P236|P585|14|0.53998
2018|0|P236|P588|14|0.53998
2018|0|P236|P589|14|0.53998
2018|0|P236|P590|14|0.53998
2018|0|P236|P591|14|0.53998
2018|0|P236|P592|14|0.53998
2018|0|P236|P593|14|0.53998
2018|0|P236|P598|14|0.53998
2018|0|P236|P599|14|0.53998
2018|0|P238|P580|14|0.53998
2018|0|P238|P581|14|0.53998
2018|0|P238|P582|14|0.53998
2018|0|P238|P583|14|0.53998
2018|0|P238|P584|14|0.53998
2018|0|P238|P585|14|0.53998
2018|0|P238|P588|14|0.53998
2018|0|P238|P589|14|0.53998
2018|0|P238|P590|14|0.53998
2018|0|P238|P591|14|0.53998
2018|0|P238|P592|14|0.53998
2018|0|P238|P593|14|0.53998
2018|0|P238|P598|14|0.53998
2018|0|P238|P599|14|0.53998
2018|0|P239|P580|14|0.53998
2018|0|P239|P581|14|0.53998
2018|0|P239|P582|14|0.53998
2018|0|P239|P583|14|0.53998
2018|0|P239|P584|14|0.53998
2018|0|P239|P585|14|0.53998
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2018|0|P239|P589|14|0.53998
2018|0|P239|P590|14|0.53998
2018|0|P239|P591|14|0.53998
2018|0|P239|P592|14|0.53998
2018|0|P239|P593|14|0.53998
2018|0|P239|P598|14|0.53998
2018|0|P239|P599|14|0.53998
2018|0|P250|P580|14|0.72134
2018|0|P250|P581|14|0.72134
2018|0|P250|P582|14|0.72134
2018|0|P250|P583|14|0.72134
2018|0|P250|P584|14|0.72134
2018|0|P250|P585|14|0.72134
2018|0|P250|P588|14|0.72134
2018|0|P250|P589|14|0.72134
2018|0|P250|P590|14|0.72134
2018|0|P250|P591|14|0.72134
2018|0|P250|P592|14|0.72134
2018|0|P250|P593|14|0.72134
2018|0|P250|P598|14|0.72134
2018|0|P250|P599|14|0.72134
2018|0|P251|P580|14|0.72134
2018|0|P251|P581|14|0.72134
2018|0|P251|P582|14|0.72134
2018|0|P251|P583|14|0.72134
2018|0|P251|P584|14|0.72134
2018|0|P251|P585|14|0.72134
2018|0|P251|P588|14|0.72134
2018|0|P251|P589|14|0.72134
2018|0|P251|P590|14|0.72134
2018|0|P251|P591|14|0.72134
2018|0|P251|P592|14|0.72134
2018|0|P251|P593|14|0.72134
2018|0|P251|P598|14|0.72134
2018|0|P251|P599|14|0.72134
2018|0|P252|P580|14|0.72134
2018|0|P252|P581|14|0.72134
2018|0|P252|P582|14|0.72134
2018|0|P252|P583|14|0.72134
2018|0|P252|P584|14|0.72134
2018|0|P252|P585|14|0.72134
2018|0|P252|P588|14|0.72134
2018|0|P252|P589|14|0.72134
2018|0|P252|P590|14|0.72134
2018|0|P252|P591|14|0.72134
2018|0|P252|P592|14|0.72134
2018|0|P252|P593|14|0.72134
2018|0|P252|P598|14|0.72134
2018|0|P252|P599|14|0.72134
2018|0|P2910|P928|14|0.74132
2018|0|P2910|Q211|14|0.70733
2018|0|P2918|P928|14|0.74132
2018|0|P2918|Q211|14|0.70733
2018|0|P360|P580|14|0.74851
2018|0|P360|P581|14|0.74851
2018|0|P360|P582|14|0.74851
2018|0|P360|P583|14|0.74851
2018|0|P360|P584|14|0.74851
2018|0|P360|P585|14|0.74851
2018|0|P360|P588|14|0.74851
2018|0|P360|P589|14|0.74851
2018|0|P360|P590|14|0.74851
2018|0|P360|P591|14|0.74851
2018|0|P360|P592|14|0.74851
2018|0|P360|P593|14|0.74851
2018|0|P360|P598|14|0.74851
2018|0|P360|P599|14|0.74851
2018|0|P360|P928|14|0.62137
2018|0|P361|P580|14|0.74851
2018|0|P361|P581|14|0.74851
2018|0|P361|P582|14|0.74851
2018|0|P361|P583|14|0.74851
2018|0|P361|P584|14|0.74851
2018|0|P361|P585|14|0.74851
2018|0|P361|P588|14|0.74851
2018|0|P361|P589|14|0.74851
2018|0|P361|P590|14|0.74851
2018|0|P361|P591|14|0.74851
2018|0|P361|P592|14|0.74851
2018|0|P361|P593|14|0.74851
2018|0|P361|P598|14|0.74851
2018|0|P361|P599|14|0.74851
2018|0|P361|P928|14|0.62137
2018|0|P362|P580|14|0.74851
2018|0|P362|P581|14|0.74851
2018|0|P362|P582|14|0.74851
2018|0|P362|P583|14|0.74851
2018|0|P362|P584|14|0.74851
2018|0|P362|P585|14|0.74851
2018|0|P362|P588|14|0.74851
2018|0|P362|P589|14|0.74851
2018|0|P362|P590|14|0.74851
2018|0|P362|P591|14|0.74851
2018|0|P362|P592|14|0.74851
2018|0|P362|P593|14|0.74851
2018|0|P362|P598|14|0.74851
2018|0|P362|P599|14|0.74851
2018|0|P362|P928|14|0.62137
2018|0|P363|P580|14|0.74851
2018|0|P363|P581|14|0.74851
2018|0|P363|P582|14|0.74851
2018|0|P363|P583|14|0.74851
2018|0|P363|P584|14|0.74851
2018|0|P363|P585|14|0.74851
2018|0|P363|P588|14|0.74851
2018|0|P363|P589|14|0.74851
2018|0|P363|P590|14|0.74851
2018|0|P363|P591|14|0.74851
2018|0|P363|P592|14|0.74851
2018|0|P363|P593|14|0.74851
2018|0|P363|P598|14|0.74851
2018|0|P363|P599|14|0.74851
2018|0|P363|P928|14|0.62137
2018|0|P364|P580|14|0.74851
2018|0|P364|P581|14|0.74851
2018|0|P364|P582|14|0.74851
2018|0|P364|P583|14|0.74851
2018|0|P364|P584|14|0.74851
2018|0|P364|P585|14|0.74851
2018|0|P364|P588|14|0.74851
2018|0|P364|P589|14|0.74851
2018|0|P364|P590|14|0.74851
2018|0|P364|P591|14|0.74851
2018|0|P364|P592|14|0.74851
2018|0|P364|P593|14|0.74851
2018|0|P364|P598|14|0.74851
2018|0|P364|P599|14|0.74851
2018|0|P364|P928|14|0.62137
2018|0|P365|P580|14|0.74851
2018|0|P365|P581|14|0.74851
2018|0|P365|P582|14|0.74851
2018|0|P365|P583|14|0.74851
2018|0|P365|P584|14|0.74851
2018|0|P365|P585|14|0.74851
2018|0|P365|P588|14|0.74851
2018|0|P365|P589|14|0.74851
2018|0|P365|P590|14|0.74851
2018|0|P365|P591|14|0.74851
2018|0|P365|P592|14|0.74851
2018|0|P365|P593|14|0.74851
2018|0|P365|P598|14|0.74851
2018|0|P365|P599|14|0.74851
2018|0|P365|P928|14|0.62137
2018|0|P368|P580|14|0.74851
2018|0|P368|P581|14|0.74851
2018|0|P368|P582|14|0.74851
2018|0|P368|P583|14|0.74851
2018|0|P368|P584|14|0.74851
2018|0|P368|P585|14|0.74851
2018|0|P368|P588|14|0.74851
2018|0|P368|P589|14|0.74851
2018|0|P368|P590|14|0.74851
2018|0|P368|P591|14|0.74851
2018|0|P368|P592|14|0.74851
2018|0|P368|P593|14|0.74851
2018|0|P368|P598|14|0.74851
2018|0|P368|P599|14|0.74851
2018|0|P368|P928|14|0.62137
2018|0|P369|P580|14|0.74851
2018|0|P369|P581|14|0.74851
2018|0|P369|P582|14|0.74851
2018|0|P369|P583|14|0.74851
2018|0|P369|P584|14|0.74851
2018|0|P369|P585|14|0.74851
2018|0|P369|P588|14|0.74851
2018|0|P369|P589|14|0.74851
2018|0|P369|P590|14|0.74851
2018|0|P369|P591|14|0.74851
2018|0|P369|P592|14|0.74851
2018|0|P369|P593|14|0.74851
2018|0|P369|P598|14|0.74851
2018|0|P369|P599|14|0.74851
2018|0|P369|P928|14|0.62137
2018|0|P3750|P580|14|0.63143
2018|0|P3750|P581|14|0.63143
2018|0|P3750|P582|14|0.63143
2018|0|P3750|P583|14|0.63143
2018|0|P3750|P584|14|0.63143
2018|0|P3750|P585|14|0.63143
2018|0|P3750|P588|14|0.63143
2018|0|P3750|P589|14|0.63143
2018|0|P3750|P590|14|0.63143
2018|0|P3750|P591|14|0.63143
2018|0|P3750|P592|14|0.63143
2018|0|P3750|P593|14|0.63143
2018|0|P3750|P598|14|0.63143
2018|0|P3750|P599|14|0.63143
2018|0|P3751|P580|14|0.63143
2018|0|P3751|P581|14|0.63143
2018|0|P3751|P582|14|0.63143
2018|0|P3751|P583|14|0.63143
2018|0|P3751|P584|14|0.63143
2018|0|P3751|P585|14|0.63143
2018|0|P3751|P588|14|0.63143
2018|0|P3751|P589|14|0.63143
2018|0|P3751|P590|14|0.63143
2018|0|P3751|P591|14|0.63143
2018|0|P3751|P592|14|0.63143
2018|0|P3751|P593|14|0.63143
2018|0|P3751|P598|14|0.63143
2018|0|P3751|P599|14|0.63143
2018|0|P3758|P580|14|0.63143
2018|0|P3758|P581|14|0.63143
2018|0|P3758|P582|14|0.63143
2018|0|P3758|P583|14|0.63143
2018|0|P3758|P584|14|0.63143
2018|0|P3758|P585|14|0.63143
2018|0|P3758|P588|14|0.63143
2018|0|P3758|P589|14|0.63143
2018|0|P3758|P590|14|0.63143
2018|0|P3758|P591|14|0.63143
2018|0|P3758|P592|14|0.63143
2018|0|P3758|P593|14|0.63143
2018|0|P3758|P598|14|0.63143
2018|0|P3758|P599|14|0.63143
2018|0|P3759|P580|14|0.63143
2018|0|P3759|P581|14|0.63143
2018|0|P3759|P582|14|0.63143
2018|0|P3759|P583|14|0.63143
2018|0|P3759|P584|14|0.63143
2018|0|P3759|P585|14|0.63143
2018|0|P3759|P588|14|0.63143
2018|0|P3759|P589|14|0.63143
2018|0|P3759|P590|14|0.63143
2018|0|P3759|P591|14|0.63143
2018|0|P3759|P592|14|0.63143
2018|0|P3759|P593|14|0.63143
2018|0|P3759|P598|14|0.63143
2018|0|P3759|P599|14|0.63143
2018|0|P551|P580|14|0.61663
2018|0|P551|P581|14|0.61663
2018|0|P551|P582|14|0.61663
2018|0|P551|P583|14|0.61663
2018|0|P551|P584|14|0.61663
2018|0|P551|P585|14|0.61663
2018|0|P551|P588|14|0.61663
2018|0|P551|P589|14|0.61663
2018|0|P551|P590|14|0.61663
2018|0|P551|P591|14|0.61663
2018|0|P551|P592|14|0.61663
2018|0|P551|P593|14|0.61663
2018|0|P551|P598|14|0.61663
2018|0|P551|P599|14|0.61663
2018|0|P580|P610|14|0.80145
2018|0|P580|P703|14|0.877
2018|0|P580|P704|14|0.877
2018|0|P580|P7881|14|0.71934
2018|0|P580|P7888|14|0.71934
2018|0|P580|P922|14|0.60147
2018|0|P580|P928|14|0.74146
2018|0|P580|P929|14|0.78635
2018|0|P580|P961|14|0.65984
2018|0|P580|Q211|14|0.75859
2018|0|P581|P610|14|0.80145
2018|0|P581|P703|14|0.877
2018|0|P581|P704|14|0.877
2018|0|P581|P7881|14|0.71934
2018|0|P581|P7888|14|0.71934
2018|0|P581|P922|14|0.60147
2018|0|P581|P928|14|0.74146
2018|0|P581|P929|14|0.78635
2018|0|P581|P961|14|0.65984
2018|0|P581|Q211|14|0.75859
2018|0|P582|P610|14|0.80145
2018|0|P582|P703|14|0.877
2018|0|P582|P704|14|0.877
2018|0|P582|P7881|14|0.71934
2018|0|P582|P7888|14|0.71934
2018|0|P582|P922|14|0.60147
2018|0|P582|P928|14|0.74146
2018|0|P582|P929|14|0.78635
2018|0|P582|P961|14|0.65984
2018|0|P582|Q211|14|0.75859
2018|0|P583|P610|14|0.80145
2018|0|P583|P703|14|0.877
2018|0|P583|P704|14|0.877
2018|0|P583|P7881|14|0.71934
2018|0|P583|P7888|14|0.71934
2018|0|P583|P922|14|0.60147
2018|0|P583|P928|14|0.74146
2018|0|P583|P929|14|0.78635
2018|0|P583|P961|14|0.65984
2018|0|P583|Q211|14|0.75859
2018|0|P584|P610|14|0.80145
2018|0|P584|P703|14|0.877
2018|0|P584|P704|14|0.877
2018|0|P584|P7881|14|0.71934
2018|0|P584|P7888|14|0.71934
2018|0|P584|P922|14|0.60147
2018|0|P584|P928|14|0.74146
2018|0|P584|P929|14|0.78635
2018|0|P584|P961|14|0.65984
2018|0|P584|Q211|14|0.75859
2018|0|P585|P610|14|0.80145
2018|0|P585|P703|14|0.877
2018|0|P585|P704|14|0.877
2018|0|P585|P7881|14|0.71934
2018|0|P585|P7888|14|0.71934
2018|0|P585|P922|14|0.60147
2018|0|P585|P928|14|0.74146
2018|0|P585|P929|14|0.78635
2018|0|P585|P961|14|0.65984
2018|0|P585|Q211|14|0.75859
2018|0|P588|P610|14|0.80145
2018|0|P588|P703|14|0.877
2018|0|P588|P704|14|0.877
2018|0|P588|P7881|14|0.71934
2018|0|P588|P7888|14|0.71934
2018|0|P588|P922|14|0.60147
2018|0|P588|P928|14|0.74146
2018|0|P588|P929|14|0.78635
2018|0|P588|P961|14|0.65984
2018|0|P588|Q211|14|0.75859
2018|0|P589|P610|14|0.80145
2018|0|P589|P703|14|0.877
2018|0|P589|P704|14|0.877
2018|0|P589|P7881|14|0.71934
2018|0|P589|P7888|14|0.71934
2018|0|P589|P922|14|0.60147
2018|0|P589|P928|14|0.74146
2018|0|P589|P929|14|0.78635
2018|0|P589|P961|14|0.65984
2018|0|P589|Q211|14|0.75859
2018|0|P590|P610|14|0.80145
2018|0|P590|P703|14|0.877
2018|0|P590|P704|14|0.877
2018|0|P590|P7881|14|0.71934
2018|0|P590|P7888|14|0.71934
2018|0|P590|P922|14|0.60147
2018|0|P590|P928|14|0.74146
2018|0|P590|P929|14|0.78635
2018|0|P590|P961|14|0.65984
2018|0|P590|Q211|14|0.75859
2018|0|P591|P610|14|0.80145
2018|0|P591|P703|14|0.877
2018|0|P591|P704|14|0.877
2018|0|P591|P7881|14|0.71934
2018|0|P591|P7888|14|0.71934
2018|0|P591|P922|14|0.60147
2018|0|P591|P928|14|0.74146
2018|0|P591|P929|14|0.78635
2018|0|P591|P961|14|0.65984
2018|0|P591|Q211|14|0.75859
2018|0|P592|P610|14|0.80145
2018|0|P592|P703|14|0.877
2018|0|P592|P704|14|0.877
2018|0|P592|P7881|14|0.71934
2018|0|P592|P7888|14|0.71934
2018|0|P592|P922|14|0.60147
2018|0|P592|P928|14|0.74146
2018|0|P592|P929|14|0.78635
2018|0|P592|P961|14|0.65984
2018|0|P592|Q211|14|0.75859
2018|0|P593|P610|14|0.80145
2018|0|P593|P703|14|0.877
2018|0|P593|P704|14|0.877
2018|0|P593|P7881|14|0.71934
2018|0|P593|P7888|14|0.71934
2018|0|P593|P922|14|0.60147
2018|0|P593|P928|14|0.74146
2018|0|P593|P929|14|0.78635
2018|0|P593|P961|14|0.65984
2018|0|P593|Q211|14|0.75859
2018|0|P598|P610|14|0.80145
2018|0|P598|P703|14|0.877
2018|0|P598|P704|14|0.877
2018|0|P598|P7881|14|0.71934
2018|0|P598|P7888|14|0.71934
2018|0|P598|P922|14|0.60147
2018|0|P598|P928|14|0.74146
2018|0|P598|P929|14|0.78635
2018|0|P598|P961|14|0.65984
2018|0|P598|Q211|14|0.75859
2018|0|P599|P610|14|0.80145
2018|0|P599|P703|14|0.877
2018|0|P599|P704|14|0.877
2018|0|P599|P7881|14|0.71934
2018|0|P599|P7888|14|0.71934
2018|0|P599|P922|14|0.60147
2018|0|P599|P928|14|0.74146
2018|0|P599|P929|14|0.78635
2018|0|P599|P961|14|0.65984
2018|0|P599|Q211|14|0.75859
2018|0|P610|P703|14|1.01577
2018|0|P610|P704|14|1.01577
2018|0|P7881|P928|14|0.60615
2018|0|P7888|P928|14|0.60615
2018|0|Q210|Q211|14|0.85558
2018|0|R410|Z515|20|0.77288
2018|0|R570|Z515|16|0.76165
2018|0|R571|Z515|16|0.76165
2018|0|R572|Z515|16|0.76165
2018|0|R578|Z515|16|0.76165
2018|0|R579|Z515|16|0.76165
2018|0|S02000|S12000|19|0.88315
2018|0|S02000|S12001|19|0.88315
2018|0|S02000|S12100|19|0.88315
2018|0|S02000|S12101|19|0.88315
2018|0|S02000|S12200|19|0.88315
2018|0|S02000|S12201|19|0.88315
2018|0|S02000|S12210|19|0.88315
2018|0|S02000|S12211|19|0.88315
2018|0|S02000|S12700|19|0.88315
2018|0|S02000|S12701|19|0.88315
2018|0|S02000|S22000|19|0.88315
2018|0|S02000|S22001|19|0.88315
2018|0|S02000|S22010|19|0.88315
2018|0|S02000|S22011|19|0.88315
2018|0|S02000|S22090|19|0.88315
2018|0|S02000|S22091|19|0.88315
2018|0|S02000|S22100|19|0.88315
2018|0|S02000|S22101|19|0.88315
2018|0|S02000|S22300|19|0.8149
2018|0|S02000|S22301|19|0.8149
2018|0|S02000|S22400|19|0.8149
2018|0|S02000|S22401|19|0.8149
2018|0|S02000|S22410|19|0.8149
2018|0|S02000|S22411|19|0.8149
2018|0|S02000|S22490|19|0.8149
2018|0|S02000|S22491|19|0.8149
2018|0|S02000|S32000|19|0.88315
2018|0|S02000|S32001|19|0.88315
2018|0|S02000|S32010|19|0.88315
2018|0|S02000|S32011|19|0.88315
2018|0|S02000|S32020|19|0.88315
2018|0|S02000|S32021|19|0.88315
2018|0|S02000|S32030|19|0.88315
2018|0|S02000|S32031|19|0.88315
2018|0|S02000|S32040|19|0.88315
2018|0|S02000|S32041|19|0.88315
2018|0|S02000|S32090|19|0.88315
2018|0|S02000|S32091|19|0.88315
2018|0|S02000|S32700|19|0.88315
2018|0|S02000|S32701|19|0.88315
2018|0|S02000|S42000|19|1.02714
2018|0|S02000|S42001|19|1.02714
2018|0|S02000|S42010|19|1.02714
2018|0|S02000|S42011|19|1.02714
2018|0|S02000|S42020|19|1.02714
2018|0|S02000|S42021|19|1.02714
2018|0|S02000|S42090|19|1.02714
2018|0|S02000|S42091|19|1.02714
2018|0|S02000|S52000|19|1.31936
2018|0|S02000|S52001|19|1.31936
2018|0|S02000|S52010|19|1.31936
2018|0|S02000|S52011|19|1.31936
2018|0|S02000|S52020|19|1.31936
2018|0|S02000|S52021|19|1.31936
2018|0|S02000|S52080|19|1.31936
2018|0|S02000|S52081|19|1.31936
2018|0|S02000|S52090|19|1.31936
2018|0|S02000|S52091|19|1.31936
2018|0|S02000|S52100|19|1.31936
2018|0|S02000|S52101|19|1.31936
2018|0|S02000|S52110|19|1.31936
2018|0|S02000|S52111|19|1.31936
2018|0|S02000|S52120|19|1.31936
2018|0|S02000|S52121|19|1.31936
2018|0|S02000|S52180|19|1.31936
2018|0|S02000|S52181|19|1.31936
2018|0|S02000|S52190|19|1.31936
2018|0|S02000|S52191|19|1.31936
2018|0|S02000|S52200|19|1.31936
2018|0|S02000|S52201|19|1.31936
2018|0|S02000|S52300|19|1.31936
2018|0|S02000|S52301|19|1.31936
2018|0|S02000|S52400|19|1.31936
2018|0|S02000|S52401|19|1.31936
2018|0|S02000|S52500|19|1.31936
2018|0|S02000|S52501|19|1.31936
2018|0|S02000|S52580|19|1.31936
2018|0|S02000|S52581|19|1.31936
2018|0|S02000|S52590|19|1.31936
2018|0|S02000|S52591|19|1.31936
2018|0|S02000|S52600|19|1.31936
2018|0|S02000|S52601|19|1.31936
2018|0|S02000|S52700|19|1.31936
2018|0|S02000|S52701|19|1.31936
2018|0|S02000|S52800|19|1.31936
2018|0|S02000|S52801|19|1.31936
2018|0|S02000|S52900|19|1.31936
2018|0|S02000|S52901|19|1.31936
2018|0|S02000|T0220|19|1.31936
2018|0|S02000|T0221|19|1.31936
2018|0|S02000|T0240|19|1.31936
2018|0|S02000|T0241|19|1.31936
2018|0|S02001|S12000|19|0.88315
2018|0|S02001|S12001|19|0.88315
2018|0|S02001|S12100|19|0.88315
2018|0|S02001|S12101|19|0.88315
2018|0|S02001|S12200|19|0.88315
2018|0|S02001|S12201|19|0.88315
2018|0|S02001|S12210|19|0.88315
2018|0|S02001|S12211|19|0.88315
2018|0|S02001|S12700|19|0.88315
2018|0|S02001|S12701|19|0.88315
2018|0|S02001|S22000|19|0.88315
2018|0|S02001|S22001|19|0.88315
2018|0|S02001|S22010|19|0.88315
2018|0|S02001|S22011|19|0.88315
2018|0|S02001|S22090|19|0.88315
2018|0|S02001|S22091|19|0.88315
2018|0|S02001|S22100|19|0.88315
2018|0|S02001|S22101|19|0.88315
2018|0|S02001|S22300|19|0.8149
2018|0|S02001|S22301|19|0.8149
2018|0|S02001|S22400|19|0.8149
2018|0|S02001|S22401|19|0.8149
2018|0|S02001|S22410|19|0.8149
2018|0|S02001|S22411|19|0.8149
2018|0|S02001|S22490|19|0.8149
2018|0|S02001|S22491|19|0.8149
2018|0|S02001|S32000|19|0.88315
2018|0|S02001|S32001|19|0.88315
2018|0|S02001|S32010|19|0.88315
2018|0|S02001|S32011|19|0.88315
2018|0|S02001|S32020|19|0.88315
2018|0|S02001|S32021|19|0.88315
2018|0|S02001|S32030|19|0.88315
2018|0|S02001|S32031|19|0.88315
2018|0|S02001|S32040|19|0.88315
2018|0|S02001|S32041|19|0.88315
2018|0|S02001|S32090|19|0.88315
2018|0|S02001|S32091|19|0.88315
2018|0|S02001|S32700|19|0.88315
2018|0|S02001|S32701|19|0.88315
2018|0|S02001|S42000|19|1.02714
2018|0|S02001|S42001|19|1.02714
2018|0|S02001|S42010|19|1.02714
2018|0|S02001|S42011|19|1.02714
2018|0|S02001|S42020|19|1.02714
2018|0|S02001|S42021|19|1.02714
2018|0|S02001|S42090|19|1.02714
2018|0|S02001|S42091|19|1.02714
2018|0|S02001|S52000|19|1.31936
2018|0|S02001|S52001|19|1.31936
2018|0|S02001|S52010|19|1.31936
2018|0|S02001|S52011|19|1.31936
2018|0|S02001|S52020|19|1.31936
2018|0|S02001|S52021|19|1.31936
2018|0|S02001|S52080|19|1.31936
2018|0|S02001|S52081|19|1.31936
2018|0|S02001|S52090|19|1.31936
2018|0|S02001|S52091|19|1.31936
2018|0|S02001|S52100|19|1.31936
2018|0|S02001|S52101|19|1.31936
2018|0|S02001|S52110|19|1.31936
2018|0|S02001|S52111|19|1.31936
2018|0|S02001|S52120|19|1.31936
2018|0|S02001|S52121|19|1.31936
2018|0|S02001|S52180|19|1.31936
2018|0|S02001|S52181|19|1.31936
2018|0|S02001|S52190|19|1.31936
2018|0|S02001|S52191|19|1.31936
2018|0|S02001|S52200|19|1.31936
2018|0|S02001|S52201|19|1.31936
2018|0|S02001|S52300|19|1.31936
2018|0|S02001|S52301|19|1.31936
2018|0|S02001|S52400|19|1.31936
2018|0|S02001|S52401|19|1.31936
2018|0|S02001|S52500|19|1.31936
2018|0|S02001|S52501|19|1.31936
2018|0|S02001|S52580|19|1.31936
2018|0|S02001|S52581|19|1.31936
2018|0|S02001|S52590|19|1.31936
2018|0|S02001|S52591|19|1.31936
2018|0|S02001|S52600|19|1.31936
2018|0|S02001|S52601|19|1.31936
2018|0|S02001|S52700|19|1.31936
2018|0|S02001|S52701|19|1.31936
2018|0|S02001|S52800|19|1.31936
2018|0|S02001|S52801|19|1.31936
2018|0|S02001|S52900|19|1.31936
2018|0|S02001|S52901|19|1.31936
2018|0|S02001|T0220|19|1.31936
2018|0|S02001|T0221|19|1.31936
2018|0|S02001|T0240|19|1.31936
2018|0|S02001|T0241|19|1.31936
2018|0|S02100|S12000|19|0.88315
2018|0|S02100|S12001|19|0.88315
2018|0|S02100|S12100|19|0.88315
2018|0|S02100|S12101|19|0.88315
2018|0|S02100|S12200|19|0.88315
2018|0|S02100|S12201|19|0.88315
2018|0|S02100|S12210|19|0.88315
2018|0|S02100|S12211|19|0.88315
2018|0|S02100|S12700|19|0.88315
2018|0|S02100|S12701|19|0.88315
2018|0|S02100|S22000|19|0.88315
2018|0|S02100|S22001|19|0.88315
2018|0|S02100|S22010|19|0.88315
2018|0|S02100|S22011|19|0.88315
2018|0|S02100|S22090|19|0.88315
2018|0|S02100|S22091|19|0.88315
2018|0|S02100|S22100|19|0.88315
2018|0|S02100|S22101|19|0.88315
2018|0|S02100|S22300|19|0.8149
2018|0|S02100|S22301|19|0.8149
2018|0|S02100|S22400|19|0.8149
2018|0|S02100|S22401|19|0.8149
2018|0|S02100|S22410|19|0.8149
2018|0|S02100|S22411|19|0.8149
2018|0|S02100|S22490|19|0.8149
2018|0|S02100|S22491|19|0.8149
2018|0|S02100|S32000|19|0.88315
2018|0|S02100|S32001|19|0.88315
2018|0|S02100|S32010|19|0.88315
2018|0|S02100|S32011|19|0.88315
2018|0|S02100|S32020|19|0.88315
2018|0|S02100|S32021|19|0.88315
2018|0|S02100|S32030|19|0.88315
2018|0|S02100|S32031|19|0.88315
2018|0|S02100|S32040|19|0.88315
2018|0|S02100|S32041|19|0.88315
2018|0|S02100|S32090|19|0.88315
2018|0|S02100|S32091|19|0.88315
2018|0|S02100|S32700|19|0.88315
2018|0|S02100|S32701|19|0.88315
2018|0|S02100|S42000|19|1.02714
2018|0|S02100|S42001|19|1.02714
2018|0|S02100|S42010|19|1.02714
2018|0|S02100|S42011|19|1.02714
2018|0|S02100|S42020|19|1.02714
2018|0|S02100|S42021|19|1.02714
2018|0|S02100|S42090|19|1.02714
2018|0|S02100|S42091|19|1.02714
2018|0|S02100|S52000|19|1.31936
2018|0|S02100|S52001|19|1.31936
2018|0|S02100|S52010|19|1.31936
2018|0|S02100|S52011|19|1.31936
2018|0|S02100|S52020|19|1.31936
2018|0|S02100|S52021|19|1.31936
2018|0|S02100|S52080|19|1.31936
2018|0|S02100|S52081|19|1.31936
2018|0|S02100|S52090|19|1.31936
2018|0|S02100|S52091|19|1.31936
2018|0|S02100|S52100|19|1.31936
2018|0|S02100|S52101|19|1.31936
2018|0|S02100|S52110|19|1.31936
2018|0|S02100|S52111|19|1.31936
2018|0|S02100|S52120|19|1.31936
2018|0|S02100|S52121|19|1.31936
2018|0|S02100|S52180|19|1.31936
2018|0|S02100|S52181|19|1.31936
2018|0|S02100|S52190|19|1.31936
2018|0|S02100|S52191|19|1.31936
2018|0|S02100|S52200|19|1.31936
2018|0|S02100|S52201|19|1.31936
2018|0|S02100|S52300|19|1.31936
2018|0|S02100|S52301|19|1.31936
2018|0|S02100|S52400|19|1.31936
2018|0|S02100|S52401|19|1.31936
2018|0|S02100|S52500|19|1.31936
2018|0|S02100|S52501|19|1.31936
2018|0|S02100|S52580|19|1.31936
2018|0|S02100|S52581|19|1.31936
2018|0|S02100|S52590|19|1.31936
2018|0|S02100|S52591|19|1.31936
2018|0|S02100|S52600|19|1.31936
2018|0|S02100|S52601|19|1.31936
2018|0|S02100|S52700|19|1.31936
2018|0|S02100|S52701|19|1.31936
2018|0|S02100|S52800|19|1.31936
2018|0|S02100|S52801|19|1.31936
2018|0|S02100|S52900|19|1.31936
2018|0|S02100|S52901|19|1.31936
2018|0|S02100|T0220|19|1.31936
2018|0|S02100|T0221|19|1.31936
2018|0|S02100|T0240|19|1.31936
2018|0|S02100|T0241|19|1.31936
2018|0|S02101|S12000|19|0.88315
2018|0|S02101|S12001|19|0.88315
2018|0|S02101|S12100|19|0.88315
2018|0|S02101|S12101|19|0.88315
2018|0|S02101|S12200|19|0.88315
2018|0|S02101|S12201|19|0.88315
2018|0|S02101|S12210|19|0.88315
2018|0|S02101|S12211|19|0.88315
2018|0|S02101|S12700|19|0.88315
2018|0|S02101|S12701|19|0.88315
2018|0|S02101|S22000|19|0.88315
2018|0|S02101|S22001|19|0.88315
2018|0|S02101|S22010|19|0.88315
2018|0|S02101|S22011|19|0.88315
2018|0|S02101|S22090|19|0.88315
2018|0|S02101|S22091|19|0.88315
2018|0|S02101|S22100|19|0.88315
2018|0|S02101|S22101|19|0.88315
2018|0|S02101|S22300|19|0.8149
2018|0|S02101|S22301|19|0.8149
2018|0|S02101|S22400|19|0.8149
2018|0|S02101|S22401|19|0.8149
2018|0|S02101|S22410|19|0.8149
2018|0|S02101|S22411|19|0.8149
2018|0|S02101|S22490|19|0.8149
2018|0|S02101|S22491|19|0.8149
2018|0|S02101|S32000|19|0.88315
2018|0|S02101|S32001|19|0.88315
2018|0|S02101|S32010|19|0.88315
2018|0|S02101|S32011|19|0.88315
2018|0|S02101|S32020|19|0.88315
2018|0|S02101|S32021|19|0.88315
2018|0|S02101|S32030|19|0.88315
2018|0|S02101|S32031|19|0.88315
2018|0|S02101|S32040|19|0.88315
2018|0|S02101|S32041|19|0.88315
2018|0|S02101|S32090|19|0.88315
2018|0|S02101|S32091|19|0.88315
2018|0|S02101|S32700|19|0.88315
2018|0|S02101|S32701|19|0.88315
2018|0|S02101|S42000|19|1.02714
2018|0|S02101|S42001|19|1.02714
2018|0|S02101|S42010|19|1.02714
2018|0|S02101|S42011|19|1.02714
2018|0|S02101|S42020|19|1.02714
2018|0|S02101|S42021|19|1.02714
2018|0|S02101|S42090|19|1.02714
2018|0|S02101|S42091|19|1.02714
2018|0|S02101|S52000|19|1.31936
2018|0|S02101|S52001|19|1.31936
2018|0|S02101|S52010|19|1.31936
2018|0|S02101|S52011|19|1.31936
2018|0|S02101|S52020|19|1.31936
2018|0|S02101|S52021|19|1.31936
2018|0|S02101|S52080|19|1.31936
2018|0|S02101|S52081|19|1.31936
2018|0|S02101|S52090|19|1.31936
2018|0|S02101|S52091|19|1.31936
2018|0|S02101|S52100|19|1.31936
2018|0|S02101|S52101|19|1.31936
2018|0|S02101|S52110|19|1.31936
2018|0|S02101|S52111|19|1.31936
2018|0|S02101|S52120|19|1.31936
2018|0|S02101|S52121|19|1.31936
2018|0|S02101|S52180|19|1.31936
2018|0|S02101|S52181|19|1.31936
2018|0|S02101|S52190|19|1.31936
2018|0|S02101|S52191|19|1.31936
2018|0|S02101|S52200|19|1.31936
2018|0|S02101|S52201|19|1.31936
2018|0|S02101|S52300|19|1.31936
2018|0|S02101|S52301|19|1.31936
2018|0|S02101|S52400|19|1.31936
2018|0|S02101|S52401|19|1.31936
2018|0|S02101|S52500|19|1.31936
2018|0|S02101|S52501|19|1.31936
2018|0|S02101|S52580|19|1.31936
2018|0|S02101|S52581|19|1.31936
2018|0|S02101|S52590|19|1.31936
2018|0|S02101|S52591|19|1.31936
2018|0|S02101|S52600|19|1.31936
2018|0|S02101|S52601|19|1.31936
2018|0|S02101|S52700|19|1.31936
2018|0|S02101|S52701|19|1.31936
2018|0|S02101|S52800|19|1.31936
2018|0|S02101|S52801|19|1.31936
2018|0|S02101|S52900|19|1.31936
2018|0|S02101|S52901|19|1.31936
2018|0|S02101|T0220|19|1.31936
2018|0|S02101|T0221|19|1.31936
2018|0|S02101|T0240|19|1.31936
2018|0|S02101|T0241|19|1.31936
2018|0|S12000|S140|19|1.19567
2018|0|S12000|S1410|19|1.19567
2018|0|S12000|S1411|19|1.19567
2018|0|S12000|S1412|19|1.19567
2018|0|S12000|S1413|19|1.19567
2018|0|S12000|S1418|19|1.19567
2018|0|S12000|S1419|19|1.19567
2018|0|S12000|S22300|19|0.91522
2018|0|S12000|S22301|19|0.91522
2018|0|S12000|S22400|19|0.91522
2018|0|S12000|S22401|19|0.91522
2018|0|S12000|S22410|19|0.91522
2018|0|S12000|S22411|19|0.91522
2018|0|S12000|S22490|19|0.91522
2018|0|S12000|S22491|19|0.91522
2018|0|S12000|S240|19|1.19567
2018|0|S12000|S2410|19|1.19567
2018|0|S12000|S2411|19|1.19567
2018|0|S12000|S2412|19|1.19567
2018|0|S12000|S2413|19|1.19567
2018|0|S12000|S2418|19|1.19567
2018|0|S12000|S2419|19|1.19567
2018|0|S12000|S32300|19|0.77415
2018|0|S12000|S32301|19|0.77415
2018|0|S12000|S32400|19|0.77415
2018|0|S12000|S32401|19|0.77415
2018|0|S12000|S32500|19|0.77415
2018|0|S12000|S32501|19|0.77415
2018|0|S12000|S340|19|1.19567
2018|0|S12000|S3410|19|1.19567
2018|0|S12000|S3411|19|1.19567
2018|0|S12000|S3412|19|1.19567
2018|0|S12000|S3413|19|1.19567
2018|0|S12000|S3418|19|1.19567
2018|0|S12000|S3419|19|1.19567
2018|0|S12000|S42000|19|0.85938
2018|0|S12000|S42001|19|0.85938
2018|0|S12000|S42010|19|0.85938
2018|0|S12000|S42011|19|0.85938
2018|0|S12000|S42020|19|0.85938
2018|0|S12000|S42021|19|0.85938
2018|0|S12000|S42090|19|0.85938
2018|0|S12000|S42091|19|0.85938
2018|0|S12000|S42100|19|2.2427
2018|0|S12000|S42101|19|2.2427
2018|0|S12000|S42110|19|2.2427
2018|0|S12000|S42111|19|2.2427
2018|0|S12000|S42120|19|2.2427
2018|0|S12000|S42121|19|2.2427
2018|0|S12000|S42180|19|2.2427
2018|0|S12000|S42181|19|2.2427
2018|0|S12000|S42190|19|2.2427
2018|0|S12000|S42191|19|2.2427
2018|0|S12000|S52000|19|0.86
2018|0|S12000|S52001|19|0.86
2018|0|S12000|S52010|19|0.86
2018|0|S12000|S52011|19|0.86
2018|0|S12000|S52020|19|0.86
2018|0|S12000|S52021|19|0.86
2018|0|S12000|S52080|19|0.86
2018|0|S12000|S52081|19|0.86
2018|0|S12000|S52090|19|0.86
2018|0|S12000|S52091|19|0.86
2018|0|S12000|S52100|19|0.86
2018|0|S12000|S52101|19|0.86
2018|0|S12000|S52110|19|0.86
2018|0|S12000|S52111|19|0.86
2018|0|S12000|S52120|19|0.86
2018|0|S12000|S52121|19|0.86
2018|0|S12000|S52180|19|0.86
2018|0|S12000|S52181|19|0.86
2018|0|S12000|S52190|19|0.86
2018|0|S12000|S52191|19|0.86
2018|0|S12000|S52200|19|0.86
2018|0|S12000|S52201|19|0.86
2018|0|S12000|S52300|19|0.86
2018|0|S12000|S52301|19|0.86
2018|0|S12000|S52400|19|0.86
2018|0|S12000|S52401|19|0.86
2018|0|S12000|S52500|19|0.86
2018|0|S12000|S52501|19|0.86
2018|0|S12000|S52580|19|0.86
2018|0|S12000|S52581|19|0.86
2018|0|S12000|S52590|19|0.86
2018|0|S12000|S52591|19|0.86
2018|0|S12000|S52600|19|0.86
2018|0|S12000|S52601|19|0.86
2018|0|S12000|S52700|19|0.86
2018|0|S12000|S52701|19|0.86
2018|0|S12000|S52800|19|0.86
2018|0|S12000|S52801|19|0.86
2018|0|S12000|S52900|19|0.86
2018|0|S12000|S52901|19|0.86
2018|0|S12000|S82100|19|1.04141
2018|0|S12000|S82101|19|1.04141
2018|0|S12000|S82200|19|1.04141
2018|0|S12000|S82201|19|1.04141
2018|0|S12000|S82300|19|1.04141
2018|0|S12000|S82301|19|1.04141
2018|0|S12000|S82400|19|1.04141
2018|0|S12000|S82401|19|1.04141
2018|0|S12000|S82700|19|1.04141
2018|0|S12000|S82701|19|1.04141
2018|0|S12000|S92000|19|1.0695
2018|0|S12000|S92001|19|1.0695
2018|0|S12000|S92100|19|1.0695
2018|0|S12000|S92101|19|1.0695
2018|0|S12000|S92200|19|1.0695
2018|0|S12000|S92201|19|1.0695
2018|0|S12000|S92210|19|1.0695
2018|0|S12000|S92211|19|1.0695
2018|0|S12000|S92220|19|1.0695
2018|0|S12000|S92221|19|1.0695
2018|0|S12000|S92290|19|1.0695
2018|0|S12000|S92291|19|1.0695
2018|0|S12000|S92300|19|1.0695
2018|0|S12000|S92301|19|1.0695
2018|0|S12000|S92400|19|1.0695
2018|0|S12000|S92401|19|1.0695
2018|0|S12000|S92500|19|1.0695
2018|0|S12000|S92501|19|1.0695
2018|0|S12000|S92700|19|1.0695
2018|0|S12000|S92701|19|1.0695
2018|0|S12000|S92900|19|1.0695
2018|0|S12000|S92901|19|1.0695
2018|0|S12000|T0220|19|0.86
2018|0|S12000|T0221|19|0.86
2018|0|S12000|T0230|19|1.04141
2018|0|S12000|T0231|19|1.04141
2018|0|S12000|T0240|19|0.86
2018|0|S12000|T0241|19|0.86
2018|0|S12000|T0250|19|1.04141
2018|0|S12000|T0251|19|1.04141
2018|0|S12000|T0261|19|1.04141
2018|0|S12000|T060|19|1.19567
2018|0|S12000|T061|19|1.19567
2018|0|S12001|S140|19|1.19567
2018|0|S12001|S1410|19|1.19567
2018|0|S12001|S1411|19|1.19567
2018|0|S12001|S1412|19|1.19567
2018|0|S12001|S1413|19|1.19567
2018|0|S12001|S1418|19|1.19567
2018|0|S12001|S1419|19|1.19567
2018|0|S12001|S22300|19|0.91522
2018|0|S12001|S22301|19|0.91522
2018|0|S12001|S22400|19|0.91522
2018|0|S12001|S22401|19|0.91522
2018|0|S12001|S22410|19|0.91522
2018|0|S12001|S22411|19|0.91522
2018|0|S12001|S22490|19|0.91522
2018|0|S12001|S22491|19|0.91522
2018|0|S12001|S240|19|1.19567
2018|0|S12001|S2410|19|1.19567
2018|0|S12001|S2411|19|1.19567
2018|0|S12001|S2412|19|1.19567
2018|0|S12001|S2413|19|1.19567
2018|0|S12001|S2418|19|1.19567
2018|0|S12001|S2419|19|1.19567
2018|0|S12001|S32300|19|0.77415
2018|0|S12001|S32301|19|0.77415
2018|0|S12001|S32400|19|0.77415
2018|0|S12001|S32401|19|0.77415
2018|0|S12001|S32500|19|0.77415
2018|0|S12001|S32501|19|0.77415
2018|0|S12001|S340|19|1.19567
2018|0|S12001|S3410|19|1.19567
2018|0|S12001|S3411|19|1.19567
2018|0|S12001|S3412|19|1.19567
2018|0|S12001|S3413|19|1.19567
2018|0|S12001|S3418|19|1.19567
2018|0|S12001|S3419|19|1.19567
2018|0|S12001|S42000|19|0.85938
2018|0|S12001|S42001|19|0.85938
2018|0|S12001|S42010|19|0.85938
2018|0|S12001|S42011|19|0.85938
2018|0|S12001|S42020|19|0.85938
2018|0|S12001|S42021|19|0.85938
2018|0|S12001|S42090|19|0.85938
2018|0|S12001|S42091|19|0.85938
2018|0|S12001|S42100|19|2.2427
2018|0|S12001|S42101|19|2.2427
2018|0|S12001|S42110|19|2.2427
2018|0|S12001|S42111|19|2.2427
2018|0|S12001|S42120|19|2.2427
2018|0|S12001|S42121|19|2.2427
2018|0|S12001|S42180|19|2.2427
2018|0|S12001|S42181|19|2.2427
2018|0|S12001|S42190|19|2.2427
2018|0|S12001|S42191|19|2.2427
2018|0|S12001|S52000|19|0.86
2018|0|S12001|S52001|19|0.86
2018|0|S12001|S52010|19|0.86
2018|0|S12001|S52011|19|0.86
2018|0|S12001|S52020|19|0.86
2018|0|S12001|S52021|19|0.86
2018|0|S12001|S52080|19|0.86
2018|0|S12001|S52081|19|0.86
2018|0|S12001|S52090|19|0.86
2018|0|S12001|S52091|19|0.86
2018|0|S12001|S52100|19|0.86
2018|0|S12001|S52101|19|0.86
2018|0|S12001|S52110|19|0.86
2018|0|S12001|S52111|19|0.86
2018|0|S12001|S52120|19|0.86
2018|0|S12001|S52121|19|0.86
2018|0|S12001|S52180|19|0.86
2018|0|S12001|S52181|19|0.86
2018|0|S12001|S52190|19|0.86
2018|0|S12001|S52191|19|0.86
2018|0|S12001|S52200|19|0.86
2018|0|S12001|S52201|19|0.86
2018|0|S12001|S52300|19|0.86
2018|0|S12001|S52301|19|0.86
2018|0|S12001|S52400|19|0.86
2018|0|S12001|S52401|19|0.86
2018|0|S12001|S52500|19|0.86
2018|0|S12001|S52501|19|0.86
2018|0|S12001|S52580|19|0.86
2018|0|S12001|S52581|19|0.86
2018|0|S12001|S52590|19|0.86
2018|0|S12001|S52591|19|0.86
2018|0|S12001|S52600|19|0.86
2018|0|S12001|S52601|19|0.86
2018|0|S12001|S52700|19|0.86
2018|0|S12001|S52701|19|0.86
2018|0|S12001|S52800|19|0.86
2018|0|S12001|S52801|19|0.86
2018|0|S12001|S52900|19|0.86
2018|0|S12001|S52901|19|0.86
2018|0|S12001|S82100|19|1.04141
2018|0|S12001|S82101|19|1.04141
2018|0|S12001|S82200|19|1.04141
2018|0|S12001|S82201|19|1.04141
2018|0|S12001|S82300|19|1.04141
2018|0|S12001|S82301|19|1.04141
2018|0|S12001|S82400|19|1.04141
2018|0|S12001|S82401|19|1.04141
2018|0|S12001|S82700|19|1.04141
2018|0|S12001|S82701|19|1.04141
2018|0|S12001|S92000|19|1.0695
2018|0|S12001|S92001|19|1.0695
2018|0|S12001|S92100|19|1.0695
2018|0|S12001|S92101|19|1.0695
2018|0|S12001|S92200|19|1.0695
2018|0|S12001|S92201|19|1.0695
2018|0|S12001|S92210|19|1.0695
2018|0|S12001|S92211|19|1.0695
2018|0|S12001|S92220|19|1.0695
2018|0|S12001|S92221|19|1.0695
2018|0|S12001|S92290|19|1.0695
2018|0|S12001|S92291|19|1.0695
2018|0|S12001|S92300|19|1.0695
2018|0|S12001|S92301|19|1.0695
2018|0|S12001|S92400|19|1.0695
2018|0|S12001|S92401|19|1.0695
2018|0|S12001|S92500|19|1.0695
2018|0|S12001|S92501|19|1.0695
2018|0|S12001|S92700|19|1.0695
2018|0|S12001|S92701|19|1.0695
2018|0|S12001|S92900|19|1.0695
2018|0|S12001|S92901|19|1.0695
2018|0|S12001|T0220|19|0.86
2018|0|S12001|T0221|19|0.86
2018|0|S12001|T0230|19|1.04141
2018|0|S12001|T0231|19|1.04141
2018|0|S12001|T0240|19|0.86
2018|0|S12001|T0241|19|0.86
2018|0|S12001|T0250|19|1.04141
2018|0|S12001|T0251|19|1.04141
2018|0|S12001|T0261|19|1.04141
2018|0|S12001|T060|19|1.19567
2018|0|S12001|T061|19|1.19567
2018|0|S12100|S140|19|1.19567
2018|0|S12100|S1410|19|1.19567
2018|0|S12100|S1411|19|1.19567
2018|0|S12100|S1412|19|1.19567
2018|0|S12100|S1413|19|1.19567
2018|0|S12100|S1418|19|1.19567
2018|0|S12100|S1419|19|1.19567
2018|0|S12100|S22300|19|0.91522
2018|0|S12100|S22301|19|0.91522
2018|0|S12100|S22400|19|0.91522
2018|0|S12100|S22401|19|0.91522
2018|0|S12100|S22410|19|0.91522
2018|0|S12100|S22411|19|0.91522
2018|0|S12100|S22490|19|0.91522
2018|0|S12100|S22491|19|0.91522
2018|0|S12100|S240|19|1.19567
2018|0|S12100|S2410|19|1.19567
2018|0|S12100|S2411|19|1.19567
2018|0|S12100|S2412|19|1.19567
2018|0|S12100|S2413|19|1.19567
2018|0|S12100|S2418|19|1.19567
2018|0|S12100|S2419|19|1.19567
2018|0|S12100|S32300|19|0.77415
2018|0|S12100|S32301|19|0.77415
2018|0|S12100|S32400|19|0.77415
2018|0|S12100|S32401|19|0.77415
2018|0|S12100|S32500|19|0.77415
2018|0|S12100|S32501|19|0.77415
2018|0|S12100|S340|19|1.19567
2018|0|S12100|S3410|19|1.19567
2018|0|S12100|S3411|19|1.19567
2018|0|S12100|S3412|19|1.19567
2018|0|S12100|S3413|19|1.19567
2018|0|S12100|S3418|19|1.19567
2018|0|S12100|S3419|19|1.19567
2018|0|S12100|S42000|19|0.85938
2018|0|S12100|S42001|19|0.85938
2018|0|S12100|S42010|19|0.85938
2018|0|S12100|S42011|19|0.85938
2018|0|S12100|S42020|19|0.85938
2018|0|S12100|S42021|19|0.85938
2018|0|S12100|S42090|19|0.85938
2018|0|S12100|S42091|19|0.85938
2018|0|S12100|S42100|19|2.2427
2018|0|S12100|S42101|19|2.2427
2018|0|S12100|S42110|19|2.2427
2018|0|S12100|S42111|19|2.2427
2018|0|S12100|S42120|19|2.2427
2018|0|S12100|S42121|19|2.2427
2018|0|S12100|S42180|19|2.2427
2018|0|S12100|S42181|19|2.2427
2018|0|S12100|S42190|19|2.2427
2018|0|S12100|S42191|19|2.2427
2018|0|S12100|S52000|19|0.86
2018|0|S12100|S52001|19|0.86
2018|0|S12100|S52010|19|0.86
2018|0|S12100|S52011|19|0.86
2018|0|S12100|S52020|19|0.86
2018|0|S12100|S52021|19|0.86
2018|0|S12100|S52080|19|0.86
2018|0|S12100|S52081|19|0.86
2018|0|S12100|S52090|19|0.86
2018|0|S12100|S52091|19|0.86
2018|0|S12100|S52100|19|0.86
2018|0|S12100|S52101|19|0.86
2018|0|S12100|S52110|19|0.86
2018|0|S12100|S52111|19|0.86
2018|0|S12100|S52120|19|0.86
2018|0|S12100|S52121|19|0.86
2018|0|S12100|S52180|19|0.86
2018|0|S12100|S52181|19|0.86
2018|0|S12100|S52190|19|0.86
2018|0|S12100|S52191|19|0.86
2018|0|S12100|S52200|19|0.86
2018|0|S12100|S52201|19|0.86
2018|0|S12100|S52300|19|0.86
2018|0|S12100|S52301|19|0.86
2018|0|S12100|S52400|19|0.86
2018|0|S12100|S52401|19|0.86
2018|0|S12100|S52500|19|0.86
2018|0|S12100|S52501|19|0.86
2018|0|S12100|S52580|19|0.86
2018|0|S12100|S52581|19|0.86
2018|0|S12100|S52590|19|0.86
2018|0|S12100|S52591|19|0.86
2018|0|S12100|S52600|19|0.86
2018|0|S12100|S52601|19|0.86
2018|0|S12100|S52700|19|0.86
2018|0|S12100|S52701|19|0.86
2018|0|S12100|S52800|19|0.86
2018|0|S12100|S52801|19|0.86
2018|0|S12100|S52900|19|0.86
2018|0|S12100|S52901|19|0.86
2018|0|S12100|S82100|19|1.04141
2018|0|S12100|S82101|19|1.04141
2018|0|S12100|S82200|19|1.04141
2018|0|S12100|S82201|19|1.04141
2018|0|S12100|S82300|19|1.04141
2018|0|S12100|S82301|19|1.04141
2018|0|S12100|S82400|19|1.04141
2018|0|S12100|S82401|19|1.04141
2018|0|S12100|S82700|19|1.04141
2018|0|S12100|S82701|19|1.04141
2018|0|S12100|S92000|19|1.0695
2018|0|S12100|S92001|19|1.0695
2018|0|S12100|S92100|19|1.0695
2018|0|S12100|S92101|19|1.0695
2018|0|S12100|S92200|19|1.0695
2018|0|S12100|S92201|19|1.0695
2018|0|S12100|S92210|19|1.0695
2018|0|S12100|S92211|19|1.0695
2018|0|S12100|S92220|19|1.0695
2018|0|S12100|S92221|19|1.0695
2018|0|S12100|S92290|19|1.0695
2018|0|S12100|S92291|19|1.0695
2018|0|S12100|S92300|19|1.0695
2018|0|S12100|S92301|19|1.0695
2018|0|S12100|S92400|19|1.0695
2018|0|S12100|S92401|19|1.0695
2018|0|S12100|S92500|19|1.0695
2018|0|S12100|S92501|19|1.0695
2018|0|S12100|S92700|19|1.0695
2018|0|S12100|S92701|19|1.0695
2018|0|S12100|S92900|19|1.0695
2018|0|S12100|S92901|19|1.0695
2018|0|S12100|T0220|19|0.86
2018|0|S12100|T0221|19|0.86
2018|0|S12100|T0230|19|1.04141
2018|0|S12100|T0231|19|1.04141
2018|0|S12100|T0240|19|0.86
2018|0|S12100|T0241|19|0.86
2018|0|S12100|T0250|19|1.04141
2018|0|S12100|T0251|19|1.04141
2018|0|S12100|T0261|19|1.04141
2018|0|S12100|T060|19|1.19567
2018|0|S12100|T061|19|1.19567
2018|0|S12101|S140|19|1.19567
2018|0|S12101|S1410|19|1.19567
2018|0|S12101|S1411|19|1.19567
2018|0|S12101|S1412|19|1.19567
2018|0|S12101|S1413|19|1.19567
2018|0|S12101|S1418|19|1.19567
2018|0|S12101|S1419|19|1.19567
2018|0|S12101|S22300|19|0.91522
2018|0|S12101|S22301|19|0.91522
2018|0|S12101|S22400|19|0.91522
2018|0|S12101|S22401|19|0.91522
2018|0|S12101|S22410|19|0.91522
2018|0|S12101|S22411|19|0.91522
2018|0|S12101|S22490|19|0.91522
2018|0|S12101|S22491|19|0.91522
2018|0|S12101|S240|19|1.19567
2018|0|S12101|S2410|19|1.19567
2018|0|S12101|S2411|19|1.19567
2018|0|S12101|S2412|19|1.19567
2018|0|S12101|S2413|19|1.19567
2018|0|S12101|S2418|19|1.19567
2018|0|S12101|S2419|19|1.19567
2018|0|S12101|S32300|19|0.77415
2018|0|S12101|S32301|19|0.77415
2018|0|S12101|S32400|19|0.77415
2018|0|S12101|S32401|19|0.77415
2018|0|S12101|S32500|19|0.77415
2018|0|S12101|S32501|19|0.77415
2018|0|S12101|S340|19|1.19567
2018|0|S12101|S3410|19|1.19567
2018|0|S12101|S3411|19|1.19567
2018|0|S12101|S3412|19|1.19567
2018|0|S12101|S3413|19|1.19567
2018|0|S12101|S3418|19|1.19567
2018|0|S12101|S3419|19|1.19567
2018|0|S12101|S42000|19|0.85938
2018|0|S12101|S42001|19|0.85938
2018|0|S12101|S42010|19|0.85938
2018|0|S12101|S42011|19|0.85938
2018|0|S12101|S42020|19|0.85938
2018|0|S12101|S42021|19|0.85938
2018|0|S12101|S42090|19|0.85938
2018|0|S12101|S42091|19|0.85938
2018|0|S12101|S42100|19|2.2427
2018|0|S12101|S42101|19|2.2427
2018|0|S12101|S42110|19|2.2427
2018|0|S12101|S42111|19|2.2427
2018|0|S12101|S42120|19|2.2427
2018|0|S12101|S42121|19|2.2427
2018|0|S12101|S42180|19|2.2427
2018|0|S12101|S42181|19|2.2427
2018|0|S12101|S42190|19|2.2427
2018|0|S12101|S42191|19|2.2427
2018|0|S12101|S52000|19|0.86
2018|0|S12101|S52001|19|0.86
2018|0|S12101|S52010|19|0.86
2018|0|S12101|S52011|19|0.86
2018|0|S12101|S52020|19|0.86
2018|0|S12101|S52021|19|0.86
2018|0|S12101|S52080|19|0.86
2018|0|S12101|S52081|19|0.86
2018|0|S12101|S52090|19|0.86
2018|0|S12101|S52091|19|0.86
2018|0|S12101|S52100|19|0.86
2018|0|S12101|S52101|19|0.86
2018|0|S12101|S52110|19|0.86
2018|0|S12101|S52111|19|0.86
2018|0|S12101|S52120|19|0.86
2018|0|S12101|S52121|19|0.86
2018|0|S12101|S52180|19|0.86
2018|0|S12101|S52181|19|0.86
2018|0|S12101|S52190|19|0.86
2018|0|S12101|S52191|19|0.86
2018|0|S12101|S52200|19|0.86
2018|0|S12101|S52201|19|0.86
2018|0|S12101|S52300|19|0.86
2018|0|S12101|S52301|19|0.86
2018|0|S12101|S52400|19|0.86
2018|0|S12101|S52401|19|0.86
2018|0|S12101|S52500|19|0.86
2018|0|S12101|S52501|19|0.86
2018|0|S12101|S52580|19|0.86
2018|0|S12101|S52581|19|0.86
2018|0|S12101|S52590|19|0.86
2018|0|S12101|S52591|19|0.86
2018|0|S12101|S52600|19|0.86
2018|0|S12101|S52601|19|0.86
2018|0|S12101|S52700|19|0.86
2018|0|S12101|S52701|19|0.86
2018|0|S12101|S52800|19|0.86
2018|0|S12101|S52801|19|0.86
2018|0|S12101|S52900|19|0.86
2018|0|S12101|S52901|19|0.86
2018|0|S12101|S82100|19|1.04141
2018|0|S12101|S82101|19|1.04141
2018|0|S12101|S82200|19|1.04141
2018|0|S12101|S82201|19|1.04141
2018|0|S12101|S82300|19|1.04141
2018|0|S12101|S82301|19|1.04141
2018|0|S12101|S82400|19|1.04141
2018|0|S12101|S82401|19|1.04141
2018|0|S12101|S82700|19|1.04141
2018|0|S12101|S82701|19|1.04141
2018|0|S12101|S92000|19|1.0695
2018|0|S12101|S92001|19|1.0695
2018|0|S12101|S92100|19|1.0695
2018|0|S12101|S92101|19|1.0695
2018|0|S12101|S92200|19|1.0695
2018|0|S12101|S92201|19|1.0695
2018|0|S12101|S92210|19|1.0695
2018|0|S12101|S92211|19|1.0695
2018|0|S12101|S92220|19|1.0695
2018|0|S12101|S92221|19|1.0695
2018|0|S12101|S92290|19|1.0695
2018|0|S12101|S92291|19|1.0695
2018|0|S12101|S92300|19|1.0695
2018|0|S12101|S92301|19|1.0695
2018|0|S12101|S92400|19|1.0695
2018|0|S12101|S92401|19|1.0695
2018|0|S12101|S92500|19|1.0695
2018|0|S12101|S92501|19|1.0695
2018|0|S12101|S92700|19|1.0695
2018|0|S12101|S92701|19|1.0695
2018|0|S12101|S92900|19|1.0695
2018|0|S12101|S92901|19|1.0695
2018|0|S12101|T0220|19|0.86
2018|0|S12101|T0221|19|0.86
2018|0|S12101|T0230|19|1.04141
2018|0|S12101|T0231|19|1.04141
2018|0|S12101|T0240|19|0.86
2018|0|S12101|T0241|19|0.86
2018|0|S12101|T0250|19|1.04141
2018|0|S12101|T0251|19|1.04141
2018|0|S12101|T0261|19|1.04141
2018|0|S12101|T060|19|1.19567
2018|0|S12101|T061|19|1.19567
2018|0|S12200|S140|19|1.19567
2018|0|S12200|S1410|19|1.19567
2018|0|S12200|S1411|19|1.19567
2018|0|S12200|S1412|19|1.19567
2018|0|S12200|S1413|19|1.19567
2018|0|S12200|S1418|19|1.19567
2018|0|S12200|S1419|19|1.19567
2018|0|S12200|S22300|19|0.91522
2018|0|S12200|S22301|19|0.91522
2018|0|S12200|S22400|19|0.91522
2018|0|S12200|S22401|19|0.91522
2018|0|S12200|S22410|19|0.91522
2018|0|S12200|S22411|19|0.91522
2018|0|S12200|S22490|19|0.91522
2018|0|S12200|S22491|19|0.91522
2018|0|S12200|S240|19|1.19567
2018|0|S12200|S2410|19|1.19567
2018|0|S12200|S2411|19|1.19567
2018|0|S12200|S2412|19|1.19567
2018|0|S12200|S2413|19|1.19567
2018|0|S12200|S2418|19|1.19567
2018|0|S12200|S2419|19|1.19567
2018|0|S12200|S32300|19|0.77415
2018|0|S12200|S32301|19|0.77415
2018|0|S12200|S32400|19|0.77415
2018|0|S12200|S32401|19|0.77415
2018|0|S12200|S32500|19|0.77415
2018|0|S12200|S32501|19|0.77415
2018|0|S12200|S340|19|1.19567
2018|0|S12200|S3410|19|1.19567
2018|0|S12200|S3411|19|1.19567
2018|0|S12200|S3412|19|1.19567
2018|0|S12200|S3413|19|1.19567
2018|0|S12200|S3418|19|1.19567
2018|0|S12200|S3419|19|1.19567
2018|0|S12200|S42000|19|0.85938
2018|0|S12200|S42001|19|0.85938
2018|0|S12200|S42010|19|0.85938
2018|0|S12200|S42011|19|0.85938
2018|0|S12200|S42020|19|0.85938
2018|0|S12200|S42021|19|0.85938
2018|0|S12200|S42090|19|0.85938
2018|0|S12200|S42091|19|0.85938
2018|0|S12200|S42100|19|2.2427
2018|0|S12200|S42101|19|2.2427
2018|0|S12200|S42110|19|2.2427
2018|0|S12200|S42111|19|2.2427
2018|0|S12200|S42120|19|2.2427
2018|0|S12200|S42121|19|2.2427
2018|0|S12200|S42180|19|2.2427
2018|0|S12200|S42181|19|2.2427
2018|0|S12200|S42190|19|2.2427
2018|0|S12200|S42191|19|2.2427
2018|0|S12200|S52000|19|0.86
2018|0|S12200|S52001|19|0.86
2018|0|S12200|S52010|19|0.86
2018|0|S12200|S52011|19|0.86
2018|0|S12200|S52020|19|0.86
2018|0|S12200|S52021|19|0.86
2018|0|S12200|S52080|19|0.86
2018|0|S12200|S52081|19|0.86
2018|0|S12200|S52090|19|0.86
2018|0|S12200|S52091|19|0.86
2018|0|S12200|S52100|19|0.86
2018|0|S12200|S52101|19|0.86
2018|0|S12200|S52110|19|0.86
2018|0|S12200|S52111|19|0.86
2018|0|S12200|S52120|19|0.86
2018|0|S12200|S52121|19|0.86
2018|0|S12200|S52180|19|0.86
2018|0|S12200|S52181|19|0.86
2018|0|S12200|S52190|19|0.86
2018|0|S12200|S52191|19|0.86
2018|0|S12200|S52200|19|0.86
2018|0|S12200|S52201|19|0.86
2018|0|S12200|S52300|19|0.86
2018|0|S12200|S52301|19|0.86
2018|0|S12200|S52400|19|0.86
2018|0|S12200|S52401|19|0.86
2018|0|S12200|S52500|19|0.86
2018|0|S12200|S52501|19|0.86
2018|0|S12200|S52580|19|0.86
2018|0|S12200|S52581|19|0.86
2018|0|S12200|S52590|19|0.86
2018|0|S12200|S52591|19|0.86
2018|0|S12200|S52600|19|0.86
2018|0|S12200|S52601|19|0.86
2018|0|S12200|S52700|19|0.86
2018|0|S12200|S52701|19|0.86
2018|0|S12200|S52800|19|0.86
2018|0|S12200|S52801|19|0.86
2018|0|S12200|S52900|19|0.86
2018|0|S12200|S52901|19|0.86
2018|0|S12200|S82100|19|1.04141
2018|0|S12200|S82101|19|1.04141
2018|0|S12200|S82200|19|1.04141
2018|0|S12200|S82201|19|1.04141
2018|0|S12200|S82300|19|1.04141
2018|0|S12200|S82301|19|1.04141
2018|0|S12200|S82400|19|1.04141
2018|0|S12200|S82401|19|1.04141
2018|0|S12200|S82700|19|1.04141
2018|0|S12200|S82701|19|1.04141
2018|0|S12200|S92000|19|1.0695
2018|0|S12200|S92001|19|1.0695
2018|0|S12200|S92100|19|1.0695
2018|0|S12200|S92101|19|1.0695
2018|0|S12200|S92200|19|1.0695
2018|0|S12200|S92201|19|1.0695
2018|0|S12200|S92210|19|1.0695
2018|0|S12200|S92211|19|1.0695
2018|0|S12200|S92220|19|1.0695
2018|0|S12200|S92221|19|1.0695
2018|0|S12200|S92290|19|1.0695
2018|0|S12200|S92291|19|1.0695
2018|0|S12200|S92300|19|1.0695
2018|0|S12200|S92301|19|1.0695
2018|0|S12200|S92400|19|1.0695
2018|0|S12200|S92401|19|1.0695
2018|0|S12200|S92500|19|1.0695
2018|0|S12200|S92501|19|1.0695
2018|0|S12200|S92700|19|1.0695
2018|0|S12200|S92701|19|1.0695
2018|0|S12200|S92900|19|1.0695
2018|0|S12200|S92901|19|1.0695
2018|0|S12200|T0220|19|0.86
2018|0|S12200|T0221|19|0.86
2018|0|S12200|T0230|19|1.04141
2018|0|S12200|T0231|19|1.04141
2018|0|S12200|T0240|19|0.86
2018|0|S12200|T0241|19|0.86
2018|0|S12200|T0250|19|1.04141
2018|0|S12200|T0251|19|1.04141
2018|0|S12200|T0261|19|1.04141
2018|0|S12200|T060|19|1.19567
2018|0|S12200|T061|19|1.19567
2018|0|S12201|S140|19|1.19567
2018|0|S12201|S1410|19|1.19567
2018|0|S12201|S1411|19|1.19567
2018|0|S12201|S1412|19|1.19567
2018|0|S12201|S1413|19|1.19567
2018|0|S12201|S1418|19|1.19567
2018|0|S12201|S1419|19|1.19567
2018|0|S12201|S22300|19|0.91522
2018|0|S12201|S22301|19|0.91522
2018|0|S12201|S22400|19|0.91522
2018|0|S12201|S22401|19|0.91522
2018|0|S12201|S22410|19|0.91522
2018|0|S12201|S22411|19|0.91522
2018|0|S12201|S22490|19|0.91522
2018|0|S12201|S22491|19|0.91522
2018|0|S12201|S240|19|1.19567
2018|0|S12201|S2410|19|1.19567
2018|0|S12201|S2411|19|1.19567
2018|0|S12201|S2412|19|1.19567
2018|0|S12201|S2413|19|1.19567
2018|0|S12201|S2418|19|1.19567
2018|0|S12201|S2419|19|1.19567
2018|0|S12201|S32300|19|0.77415
2018|0|S12201|S32301|19|0.77415
2018|0|S12201|S32400|19|0.77415
2018|0|S12201|S32401|19|0.77415
2018|0|S12201|S32500|19|0.77415
2018|0|S12201|S32501|19|0.77415
2018|0|S12201|S340|19|1.19567
2018|0|S12201|S3410|19|1.19567
2018|0|S12201|S3411|19|1.19567
2018|0|S12201|S3412|19|1.19567
2018|0|S12201|S3413|19|1.19567
2018|0|S12201|S3418|19|1.19567
2018|0|S12201|S3419|19|1.19567
2018|0|S12201|S42000|19|0.85938
2018|0|S12201|S42001|19|0.85938
2018|0|S12201|S42010|19|0.85938
2018|0|S12201|S42011|19|0.85938
2018|0|S12201|S42020|19|0.85938
2018|0|S12201|S42021|19|0.85938
2018|0|S12201|S42090|19|0.85938
2018|0|S12201|S42091|19|0.85938
2018|0|S12201|S42100|19|2.2427
2018|0|S12201|S42101|19|2.2427
2018|0|S12201|S42110|19|2.2427
2018|0|S12201|S42111|19|2.2427
2018|0|S12201|S42120|19|2.2427
2018|0|S12201|S42121|19|2.2427
2018|0|S12201|S42180|19|2.2427
2018|0|S12201|S42181|19|2.2427
2018|0|S12201|S42190|19|2.2427
2018|0|S12201|S42191|19|2.2427
2018|0|S12201|S52000|19|0.86
2018|0|S12201|S52001|19|0.86
2018|0|S12201|S52010|19|0.86
2018|0|S12201|S52011|19|0.86
2018|0|S12201|S52020|19|0.86
2018|0|S12201|S52021|19|0.86
2018|0|S12201|S52080|19|0.86
2018|0|S12201|S52081|19|0.86
2018|0|S12201|S52090|19|0.86
2018|0|S12201|S52091|19|0.86
2018|0|S12201|S52100|19|0.86
2018|0|S12201|S52101|19|0.86
2018|0|S12201|S52110|19|0.86
2018|0|S12201|S52111|19|0.86
2018|0|S12201|S52120|19|0.86
2018|0|S12201|S52121|19|0.86
2018|0|S12201|S52180|19|0.86
2018|0|S12201|S52181|19|0.86
2018|0|S12201|S52190|19|0.86
2018|0|S12201|S52191|19|0.86
2018|0|S12201|S52200|19|0.86
2018|0|S12201|S52201|19|0.86
2018|0|S12201|S52300|19|0.86
2018|0|S12201|S52301|19|0.86
2018|0|S12201|S52400|19|0.86
2018|0|S12201|S52401|19|0.86
2018|0|S12201|S52500|19|0.86
2018|0|S12201|S52501|19|0.86
2018|0|S12201|S52580|19|0.86
2018|0|S12201|S52581|19|0.86
2018|0|S12201|S52590|19|0.86
2018|0|S12201|S52591|19|0.86
2018|0|S12201|S52600|19|0.86
2018|0|S12201|S52601|19|0.86
2018|0|S12201|S52700|19|0.86
2018|0|S12201|S52701|19|0.86
2018|0|S12201|S52800|19|0.86
2018|0|S12201|S52801|19|0.86
2018|0|S12201|S52900|19|0.86
2018|0|S12201|S52901|19|0.86
2018|0|S12201|S82100|19|1.04141
2018|0|S12201|S82101|19|1.04141
2018|0|S12201|S82200|19|1.04141
2018|0|S12201|S82201|19|1.04141
2018|0|S12201|S82300|19|1.04141
2018|0|S12201|S82301|19|1.04141
2018|0|S12201|S82400|19|1.04141
2018|0|S12201|S82401|19|1.04141
2018|0|S12201|S82700|19|1.04141
2018|0|S12201|S82701|19|1.04141
2018|0|S12201|S92000|19|1.0695
2018|0|S12201|S92001|19|1.0695
2018|0|S12201|S92100|19|1.0695
2018|0|S12201|S92101|19|1.0695
2018|0|S12201|S92200|19|1.0695
2018|0|S12201|S92201|19|1.0695
2018|0|S12201|S92210|19|1.0695
2018|0|S12201|S92211|19|1.0695
2018|0|S12201|S92220|19|1.0695
2018|0|S12201|S92221|19|1.0695
2018|0|S12201|S92290|19|1.0695
2018|0|S12201|S92291|19|1.0695
2018|0|S12201|S92300|19|1.0695
2018|0|S12201|S92301|19|1.0695
2018|0|S12201|S92400|19|1.0695
2018|0|S12201|S92401|19|1.0695
2018|0|S12201|S92500|19|1.0695
2018|0|S12201|S92501|19|1.0695
2018|0|S12201|S92700|19|1.0695
2018|0|S12201|S92701|19|1.0695
2018|0|S12201|S92900|19|1.0695
2018|0|S12201|S92901|19|1.0695
2018|0|S12201|T0220|19|0.86
2018|0|S12201|T0221|19|0.86
2018|0|S12201|T0230|19|1.04141
2018|0|S12201|T0231|19|1.04141
2018|0|S12201|T0240|19|0.86
2018|0|S12201|T0241|19|0.86
2018|0|S12201|T0250|19|1.04141
2018|0|S12201|T0251|19|1.04141
2018|0|S12201|T0261|19|1.04141
2018|0|S12201|T060|19|1.19567
2018|0|S12201|T061|19|1.19567
2018|0|S12210|S140|19|1.19567
2018|0|S12210|S1410|19|1.19567
2018|0|S12210|S1411|19|1.19567
2018|0|S12210|S1412|19|1.19567
2018|0|S12210|S1413|19|1.19567
2018|0|S12210|S1418|19|1.19567
2018|0|S12210|S1419|19|1.19567
2018|0|S12210|S22300|19|0.91522
2018|0|S12210|S22301|19|0.91522
2018|0|S12210|S22400|19|0.91522
2018|0|S12210|S22401|19|0.91522
2018|0|S12210|S22410|19|0.91522
2018|0|S12210|S22411|19|0.91522
2018|0|S12210|S22490|19|0.91522
2018|0|S12210|S22491|19|0.91522
2018|0|S12210|S240|19|1.19567
2018|0|S12210|S2410|19|1.19567
2018|0|S12210|S2411|19|1.19567
2018|0|S12210|S2412|19|1.19567
2018|0|S12210|S2413|19|1.19567
2018|0|S12210|S2418|19|1.19567
2018|0|S12210|S2419|19|1.19567
2018|0|S12210|S32300|19|0.77415
2018|0|S12210|S32301|19|0.77415
2018|0|S12210|S32400|19|0.77415
2018|0|S12210|S32401|19|0.77415
2018|0|S12210|S32500|19|0.77415
2018|0|S12210|S32501|19|0.77415
2018|0|S12210|S340|19|1.19567
2018|0|S12210|S3410|19|1.19567
2018|0|S12210|S3411|19|1.19567
2018|0|S12210|S3412|19|1.19567
2018|0|S12210|S3413|19|1.19567
2018|0|S12210|S3418|19|1.19567
2018|0|S12210|S3419|19|1.19567
2018|0|S12210|S42000|19|0.85938
2018|0|S12210|S42001|19|0.85938
2018|0|S12210|S42010|19|0.85938
2018|0|S12210|S42011|19|0.85938
2018|0|S12210|S42020|19|0.85938
2018|0|S12210|S42021|19|0.85938
2018|0|S12210|S42090|19|0.85938
2018|0|S12210|S42091|19|0.85938
2018|0|S12210|S42100|19|2.2427
2018|0|S12210|S42101|19|2.2427
2018|0|S12210|S42110|19|2.2427
2018|0|S12210|S42111|19|2.2427
2018|0|S12210|S42120|19|2.2427
2018|0|S12210|S42121|19|2.2427
2018|0|S12210|S42180|19|2.2427
2018|0|S12210|S42181|19|2.2427
2018|0|S12210|S42190|19|2.2427
2018|0|S12210|S42191|19|2.2427
2018|0|S12210|S52000|19|0.86
2018|0|S12210|S52001|19|0.86
2018|0|S12210|S52010|19|0.86
2018|0|S12210|S52011|19|0.86
2018|0|S12210|S52020|19|0.86
2018|0|S12210|S52021|19|0.86
2018|0|S12210|S52080|19|0.86
2018|0|S12210|S52081|19|0.86
2018|0|S12210|S52090|19|0.86
2018|0|S12210|S52091|19|0.86
2018|0|S12210|S52100|19|0.86
2018|0|S12210|S52101|19|0.86
2018|0|S12210|S52110|19|0.86
2018|0|S12210|S52111|19|0.86
2018|0|S12210|S52120|19|0.86
2018|0|S12210|S52121|19|0.86
2018|0|S12210|S52180|19|0.86
2018|0|S12210|S52181|19|0.86
2018|0|S12210|S52190|19|0.86
2018|0|S12210|S52191|19|0.86
2018|0|S12210|S52200|19|0.86
2018|0|S12210|S52201|19|0.86
2018|0|S12210|S52300|19|0.86
2018|0|S12210|S52301|19|0.86
2018|0|S12210|S52400|19|0.86
2018|0|S12210|S52401|19|0.86
2018|0|S12210|S52500|19|0.86
2018|0|S12210|S52501|19|0.86
2018|0|S12210|S52580|19|0.86
2018|0|S12210|S52581|19|0.86
2018|0|S12210|S52590|19|0.86
2018|0|S12210|S52591|19|0.86
2018|0|S12210|S52600|19|0.86
2018|0|S12210|S52601|19|0.86
2018|0|S12210|S52700|19|0.86
2018|0|S12210|S52701|19|0.86
2018|0|S12210|S52800|19|0.86
2018|0|S12210|S52801|19|0.86
2018|0|S12210|S52900|19|0.86
2018|0|S12210|S52901|19|0.86
2018|0|S12210|S82100|19|1.04141
2018|0|S12210|S82101|19|1.04141
2018|0|S12210|S82200|19|1.04141
2018|0|S12210|S82201|19|1.04141
2018|0|S12210|S82300|19|1.04141
2018|0|S12210|S82301|19|1.04141
2018|0|S12210|S82400|19|1.04141
2018|0|S12210|S82401|19|1.04141
2018|0|S12210|S82700|19|1.04141
2018|0|S12210|S82701|19|1.04141
2018|0|S12210|S92000|19|1.0695
2018|0|S12210|S92001|19|1.0695
2018|0|S12210|S92100|19|1.0695
2018|0|S12210|S92101|19|1.0695
2018|0|S12210|S92200|19|1.0695
2018|0|S12210|S92201|19|1.0695
2018|0|S12210|S92210|19|1.0695
2018|0|S12210|S92211|19|1.0695
2018|0|S12210|S92220|19|1.0695
2018|0|S12210|S92221|19|1.0695
2018|0|S12210|S92290|19|1.0695
2018|0|S12210|S92291|19|1.0695
2018|0|S12210|S92300|19|1.0695
2018|0|S12210|S92301|19|1.0695
2018|0|S12210|S92400|19|1.0695
2018|0|S12210|S92401|19|1.0695
2018|0|S12210|S92500|19|1.0695
2018|0|S12210|S92501|19|1.0695
2018|0|S12210|S92700|19|1.0695
2018|0|S12210|S92701|19|1.0695
2018|0|S12210|S92900|19|1.0695
2018|0|S12210|S92901|19|1.0695
2018|0|S12210|T0220|19|0.86
2018|0|S12210|T0221|19|0.86
2018|0|S12210|T0230|19|1.04141
2018|0|S12210|T0231|19|1.04141
2018|0|S12210|T0240|19|0.86
2018|0|S12210|T0241|19|0.86
2018|0|S12210|T0250|19|1.04141
2018|0|S12210|T0251|19|1.04141
2018|0|S12210|T0261|19|1.04141
2018|0|S12210|T060|19|1.19567
2018|0|S12210|T061|19|1.19567
2018|0|S12211|S140|19|1.19567
2018|0|S12211|S1410|19|1.19567
2018|0|S12211|S1411|19|1.19567
2018|0|S12211|S1412|19|1.19567
2018|0|S12211|S1413|19|1.19567
2018|0|S12211|S1418|19|1.19567
2018|0|S12211|S1419|19|1.19567
2018|0|S12211|S22300|19|0.91522
2018|0|S12211|S22301|19|0.91522
2018|0|S12211|S22400|19|0.91522
2018|0|S12211|S22401|19|0.91522
2018|0|S12211|S22410|19|0.91522
2018|0|S12211|S22411|19|0.91522
2018|0|S12211|S22490|19|0.91522
2018|0|S12211|S22491|19|0.91522
2018|0|S12211|S240|19|1.19567
2018|0|S12211|S2410|19|1.19567
2018|0|S12211|S2411|19|1.19567
2018|0|S12211|S2412|19|1.19567
2018|0|S12211|S2413|19|1.19567
2018|0|S12211|S2418|19|1.19567
2018|0|S12211|S2419|19|1.19567
2018|0|S12211|S32300|19|0.77415
2018|0|S12211|S32301|19|0.77415
2018|0|S12211|S32400|19|0.77415
2018|0|S12211|S32401|19|0.77415
2018|0|S12211|S32500|19|0.77415
2018|0|S12211|S32501|19|0.77415
2018|0|S12211|S340|19|1.19567
2018|0|S12211|S3410|19|1.19567
2018|0|S12211|S3411|19|1.19567
2018|0|S12211|S3412|19|1.19567
2018|0|S12211|S3413|19|1.19567
2018|0|S12211|S3418|19|1.19567
2018|0|S12211|S3419|19|1.19567
2018|0|S12211|S42000|19|0.85938
2018|0|S12211|S42001|19|0.85938
2018|0|S12211|S42010|19|0.85938
2018|0|S12211|S42011|19|0.85938
2018|0|S12211|S42020|19|0.85938
2018|0|S12211|S42021|19|0.85938
2018|0|S12211|S42090|19|0.85938
2018|0|S12211|S42091|19|0.85938
2018|0|S12211|S42100|19|2.2427
2018|0|S12211|S42101|19|2.2427
2018|0|S12211|S42110|19|2.2427
2018|0|S12211|S42111|19|2.2427
2018|0|S12211|S42120|19|2.2427
2018|0|S12211|S42121|19|2.2427
2018|0|S12211|S42180|19|2.2427
2018|0|S12211|S42181|19|2.2427
2018|0|S12211|S42190|19|2.2427
2018|0|S12211|S42191|19|2.2427
2018|0|S12211|S52000|19|0.86
2018|0|S12211|S52001|19|0.86
2018|0|S12211|S52010|19|0.86
2018|0|S12211|S52011|19|0.86
2018|0|S12211|S52020|19|0.86
2018|0|S12211|S52021|19|0.86
2018|0|S12211|S52080|19|0.86
2018|0|S12211|S52081|19|0.86
2018|0|S12211|S52090|19|0.86
2018|0|S12211|S52091|19|0.86
2018|0|S12211|S52100|19|0.86
2018|0|S12211|S52101|19|0.86
2018|0|S12211|S52110|19|0.86
2018|0|S12211|S52111|19|0.86
2018|0|S12211|S52120|19|0.86
2018|0|S12211|S52121|19|0.86
2018|0|S12211|S52180|19|0.86
2018|0|S12211|S52181|19|0.86
2018|0|S12211|S52190|19|0.86
2018|0|S12211|S52191|19|0.86
2018|0|S12211|S52200|19|0.86
2018|0|S12211|S52201|19|0.86
2018|0|S12211|S52300|19|0.86
2018|0|S12211|S52301|19|0.86
2018|0|S12211|S52400|19|0.86
2018|0|S12211|S52401|19|0.86
2018|0|S12211|S52500|19|0.86
2018|0|S12211|S52501|19|0.86
2018|0|S12211|S52580|19|0.86
2018|0|S12211|S52581|19|0.86
2018|0|S12211|S52590|19|0.86
2018|0|S12211|S52591|19|0.86
2018|0|S12211|S52600|19|0.86
2018|0|S12211|S52601|19|0.86
2018|0|S12211|S52700|19|0.86
2018|0|S12211|S52701|19|0.86
2018|0|S12211|S52800|19|0.86
2018|0|S12211|S52801|19|0.86
2018|0|S12211|S52900|19|0.86
2018|0|S12211|S52901|19|0.86
2018|0|S12211|S82100|19|1.04141
2018|0|S12211|S82101|19|1.04141
2018|0|S12211|S82200|19|1.04141
2018|0|S12211|S82201|19|1.04141
2018|0|S12211|S82300|19|1.04141
2018|0|S12211|S82301|19|1.04141
2018|0|S12211|S82400|19|1.04141
2018|0|S12211|S82401|19|1.04141
2018|0|S12211|S82700|19|1.04141
2018|0|S12211|S82701|19|1.04141
2018|0|S12211|S92000|19|1.0695
2018|0|S12211|S92001|19|1.0695
2018|0|S12211|S92100|19|1.0695
2018|0|S12211|S92101|19|1.0695
2018|0|S12211|S92200|19|1.0695
2018|0|S12211|S92201|19|1.0695
2018|0|S12211|S92210|19|1.0695
2018|0|S12211|S92211|19|1.0695
2018|0|S12211|S92220|19|1.0695
2018|0|S12211|S92221|19|1.0695
2018|0|S12211|S92290|19|1.0695
2018|0|S12211|S92291|19|1.0695
2018|0|S12211|S92300|19|1.0695
2018|0|S12211|S92301|19|1.0695
2018|0|S12211|S92400|19|1.0695
2018|0|S12211|S92401|19|1.0695
2018|0|S12211|S92500|19|1.0695
2018|0|S12211|S92501|19|1.0695
2018|0|S12211|S92700|19|1.0695
2018|0|S12211|S92701|19|1.0695
2018|0|S12211|S92900|19|1.0695
2018|0|S12211|S92901|19|1.0695
2018|0|S12211|T0220|19|0.86
2018|0|S12211|T0221|19|0.86
2018|0|S12211|T0230|19|1.04141
2018|0|S12211|T0231|19|1.04141
2018|0|S12211|T0240|19|0.86
2018|0|S12211|T0241|19|0.86
2018|0|S12211|T0250|19|1.04141
2018|0|S12211|T0251|19|1.04141
2018|0|S12211|T0261|19|1.04141
2018|0|S12211|T060|19|1.19567
2018|0|S12211|T061|19|1.19567
2018|0|S12700|S140|19|1.19567
2018|0|S12700|S1410|19|1.19567
2018|0|S12700|S1411|19|1.19567
2018|0|S12700|S1412|19|1.19567
2018|0|S12700|S1413|19|1.19567
2018|0|S12700|S1418|19|1.19567
2018|0|S12700|S1419|19|1.19567
2018|0|S12700|S22300|19|0.91522
2018|0|S12700|S22301|19|0.91522
2018|0|S12700|S22400|19|0.91522
2018|0|S12700|S22401|19|0.91522
2018|0|S12700|S22410|19|0.91522
2018|0|S12700|S22411|19|0.91522
2018|0|S12700|S22490|19|0.91522
2018|0|S12700|S22491|19|0.91522
2018|0|S12700|S240|19|1.19567
2018|0|S12700|S2410|19|1.19567
2018|0|S12700|S2411|19|1.19567
2018|0|S12700|S2412|19|1.19567
2018|0|S12700|S2413|19|1.19567
2018|0|S12700|S2418|19|1.19567
2018|0|S12700|S2419|19|1.19567
2018|0|S12700|S32300|19|0.77415
2018|0|S12700|S32301|19|0.77415
2018|0|S12700|S32400|19|0.77415
2018|0|S12700|S32401|19|0.77415
2018|0|S12700|S32500|19|0.77415
2018|0|S12700|S32501|19|0.77415
2018|0|S12700|S340|19|1.19567
2018|0|S12700|S3410|19|1.19567
2018|0|S12700|S3411|19|1.19567
2018|0|S12700|S3412|19|1.19567
2018|0|S12700|S3413|19|1.19567
2018|0|S12700|S3418|19|1.19567
2018|0|S12700|S3419|19|1.19567
2018|0|S12700|S42000|19|0.85938
2018|0|S12700|S42001|19|0.85938
2018|0|S12700|S42010|19|0.85938
2018|0|S12700|S42011|19|0.85938
2018|0|S12700|S42020|19|0.85938
2018|0|S12700|S42021|19|0.85938
2018|0|S12700|S42090|19|0.85938
2018|0|S12700|S42091|19|0.85938
2018|0|S12700|S42100|19|2.2427
2018|0|S12700|S42101|19|2.2427
2018|0|S12700|S42110|19|2.2427
2018|0|S12700|S42111|19|2.2427
2018|0|S12700|S42120|19|2.2427
2018|0|S12700|S42121|19|2.2427
2018|0|S12700|S42180|19|2.2427
2018|0|S12700|S42181|19|2.2427
2018|0|S12700|S42190|19|2.2427
2018|0|S12700|S42191|19|2.2427
2018|0|S12700|S52000|19|0.86
2018|0|S12700|S52001|19|0.86
2018|0|S12700|S52010|19|0.86
2018|0|S12700|S52011|19|0.86
2018|0|S12700|S52020|19|0.86
2018|0|S12700|S52021|19|0.86
2018|0|S12700|S52080|19|0.86
2018|0|S12700|S52081|19|0.86
2018|0|S12700|S52090|19|0.86
2018|0|S12700|S52091|19|0.86
2018|0|S12700|S52100|19|0.86
2018|0|S12700|S52101|19|0.86
2018|0|S12700|S52110|19|0.86
2018|0|S12700|S52111|19|0.86
2018|0|S12700|S52120|19|0.86
2018|0|S12700|S52121|19|0.86
2018|0|S12700|S52180|19|0.86
2018|0|S12700|S52181|19|0.86
2018|0|S12700|S52190|19|0.86
2018|0|S12700|S52191|19|0.86
2018|0|S12700|S52200|19|0.86
2018|0|S12700|S52201|19|0.86
2018|0|S12700|S52300|19|0.86
2018|0|S12700|S52301|19|0.86
2018|0|S12700|S52400|19|0.86
2018|0|S12700|S52401|19|0.86
2018|0|S12700|S52500|19|0.86
2018|0|S12700|S52501|19|0.86
2018|0|S12700|S52580|19|0.86
2018|0|S12700|S52581|19|0.86
2018|0|S12700|S52590|19|0.86
2018|0|S12700|S52591|19|0.86
2018|0|S12700|S52600|19|0.86
2018|0|S12700|S52601|19|0.86
2018|0|S12700|S52700|19|0.86
2018|0|S12700|S52701|19|0.86
2018|0|S12700|S52800|19|0.86
2018|0|S12700|S52801|19|0.86
2018|0|S12700|S52900|19|0.86
2018|0|S12700|S52901|19|0.86
2018|0|S12700|S82100|19|1.04141
2018|0|S12700|S82101|19|1.04141
2018|0|S12700|S82200|19|1.04141
2018|0|S12700|S82201|19|1.04141
2018|0|S12700|S82300|19|1.04141
2018|0|S12700|S82301|19|1.04141
2018|0|S12700|S82400|19|1.04141
2018|0|S12700|S82401|19|1.04141
2018|0|S12700|S82700|19|1.04141
2018|0|S12700|S82701|19|1.04141
2018|0|S12700|S92000|19|1.0695
2018|0|S12700|S92001|19|1.0695
2018|0|S12700|S92100|19|1.0695
2018|0|S12700|S92101|19|1.0695
2018|0|S12700|S92200|19|1.0695
2018|0|S12700|S92201|19|1.0695
2018|0|S12700|S92210|19|1.0695
2018|0|S12700|S92211|19|1.0695
2018|0|S12700|S92220|19|1.0695
2018|0|S12700|S92221|19|1.0695
2018|0|S12700|S92290|19|1.0695
2018|0|S12700|S92291|19|1.0695
2018|0|S12700|S92300|19|1.0695
2018|0|S12700|S92301|19|1.0695
2018|0|S12700|S92400|19|1.0695
2018|0|S12700|S92401|19|1.0695
2018|0|S12700|S92500|19|1.0695
2018|0|S12700|S92501|19|1.0695
2018|0|S12700|S92700|19|1.0695
2018|0|S12700|S92701|19|1.0695
2018|0|S12700|S92900|19|1.0695
2018|0|S12700|S92901|19|1.0695
2018|0|S12700|T0220|19|0.86
2018|0|S12700|T0221|19|0.86
2018|0|S12700|T0230|19|1.04141
2018|0|S12700|T0231|19|1.04141
2018|0|S12700|T0240|19|0.86
2018|0|S12700|T0241|19|0.86
2018|0|S12700|T0250|19|1.04141
2018|0|S12700|T0251|19|1.04141
2018|0|S12700|T0261|19|1.04141
2018|0|S12700|T060|19|1.19567
2018|0|S12700|T061|19|1.19567
2018|0|S12701|S140|19|1.19567
2018|0|S12701|S1410|19|1.19567
2018|0|S12701|S1411|19|1.19567
2018|0|S12701|S1412|19|1.19567
2018|0|S12701|S1413|19|1.19567
2018|0|S12701|S1418|19|1.19567
2018|0|S12701|S1419|19|1.19567
2018|0|S12701|S22300|19|0.91522
2018|0|S12701|S22301|19|0.91522
2018|0|S12701|S22400|19|0.91522
2018|0|S12701|S22401|19|0.91522
2018|0|S12701|S22410|19|0.91522
2018|0|S12701|S22411|19|0.91522
2018|0|S12701|S22490|19|0.91522
2018|0|S12701|S22491|19|0.91522
2018|0|S12701|S240|19|1.19567
2018|0|S12701|S2410|19|1.19567
2018|0|S12701|S2411|19|1.19567
2018|0|S12701|S2412|19|1.19567
2018|0|S12701|S2413|19|1.19567
2018|0|S12701|S2418|19|1.19567
2018|0|S12701|S2419|19|1.19567
2018|0|S12701|S32300|19|0.77415
2018|0|S12701|S32301|19|0.77415
2018|0|S12701|S32400|19|0.77415
2018|0|S12701|S32401|19|0.77415
2018|0|S12701|S32500|19|0.77415
2018|0|S12701|S32501|19|0.77415
2018|0|S12701|S340|19|1.19567
2018|0|S12701|S3410|19|1.19567
2018|0|S12701|S3411|19|1.19567
2018|0|S12701|S3412|19|1.19567
2018|0|S12701|S3413|19|1.19567
2018|0|S12701|S3418|19|1.19567
2018|0|S12701|S3419|19|1.19567
2018|0|S12701|S42000|19|0.85938
2018|0|S12701|S42001|19|0.85938
2018|0|S12701|S42010|19|0.85938
2018|0|S12701|S42011|19|0.85938
2018|0|S12701|S42020|19|0.85938
2018|0|S12701|S42021|19|0.85938
2018|0|S12701|S42090|19|0.85938
2018|0|S12701|S42091|19|0.85938
2018|0|S12701|S42100|19|2.2427
2018|0|S12701|S42101|19|2.2427
2018|0|S12701|S42110|19|2.2427
2018|0|S12701|S42111|19|2.2427
2018|0|S12701|S42120|19|2.2427
2018|0|S12701|S42121|19|2.2427
2018|0|S12701|S42180|19|2.2427
2018|0|S12701|S42181|19|2.2427
2018|0|S12701|S42190|19|2.2427
2018|0|S12701|S42191|19|2.2427
2018|0|S12701|S52000|19|0.86
2018|0|S12701|S52001|19|0.86
2018|0|S12701|S52010|19|0.86
2018|0|S12701|S52011|19|0.86
2018|0|S12701|S52020|19|0.86
2018|0|S12701|S52021|19|0.86
2018|0|S12701|S52080|19|0.86
2018|0|S12701|S52081|19|0.86
2018|0|S12701|S52090|19|0.86
2018|0|S12701|S52091|19|0.86
2018|0|S12701|S52100|19|0.86
2018|0|S12701|S52101|19|0.86
2018|0|S12701|S52110|19|0.86
2018|0|S12701|S52111|19|0.86
2018|0|S12701|S52120|19|0.86
2018|0|S12701|S52121|19|0.86
2018|0|S12701|S52180|19|0.86
2018|0|S12701|S52181|19|0.86
2018|0|S12701|S52190|19|0.86
2018|0|S12701|S52191|19|0.86
2018|0|S12701|S52200|19|0.86
2018|0|S12701|S52201|19|0.86
2018|0|S12701|S52300|19|0.86
2018|0|S12701|S52301|19|0.86
2018|0|S12701|S52400|19|0.86
2018|0|S12701|S52401|19|0.86
2018|0|S12701|S52500|19|0.86
2018|0|S12701|S52501|19|0.86
2018|0|S12701|S52580|19|0.86
2018|0|S12701|S52581|19|0.86
2018|0|S12701|S52590|19|0.86
2018|0|S12701|S52591|19|0.86
2018|0|S12701|S52600|19|0.86
2018|0|S12701|S52601|19|0.86
2018|0|S12701|S52700|19|0.86
2018|0|S12701|S52701|19|0.86
2018|0|S12701|S52800|19|0.86
2018|0|S12701|S52801|19|0.86
2018|0|S12701|S52900|19|0.86
2018|0|S12701|S52901|19|0.86
2018|0|S12701|S82100|19|1.04141
2018|0|S12701|S82101|19|1.04141
2018|0|S12701|S82200|19|1.04141
2018|0|S12701|S82201|19|1.04141
2018|0|S12701|S82300|19|1.04141
2018|0|S12701|S82301|19|1.04141
2018|0|S12701|S82400|19|1.04141
2018|0|S12701|S82401|19|1.04141
2018|0|S12701|S82700|19|1.04141
2018|0|S12701|S82701|19|1.04141
2018|0|S12701|S92000|19|1.0695
2018|0|S12701|S92001|19|1.0695
2018|0|S12701|S92100|19|1.0695
2018|0|S12701|S92101|19|1.0695
2018|0|S12701|S92200|19|1.0695
2018|0|S12701|S92201|19|1.0695
2018|0|S12701|S92210|19|1.0695
2018|0|S12701|S92211|19|1.0695
2018|0|S12701|S92220|19|1.0695
2018|0|S12701|S92221|19|1.0695
2018|0|S12701|S92290|19|1.0695
2018|0|S12701|S92291|19|1.0695
2018|0|S12701|S92300|19|1.0695
2018|0|S12701|S92301|19|1.0695
2018|0|S12701|S92400|19|1.0695
2018|0|S12701|S92401|19|1.0695
2018|0|S12701|S92500|19|1.0695
2018|0|S12701|S92501|19|1.0695
2018|0|S12701|S92700|19|1.0695
2018|0|S12701|S92701|19|1.0695
2018|0|S12701|S92900|19|1.0695
2018|0|S12701|S92901|19|1.0695
2018|0|S12701|T0220|19|0.86
2018|0|S12701|T0221|19|0.86
2018|0|S12701|T0230|19|1.04141
2018|0|S12701|T0231|19|1.04141
2018|0|S12701|T0240|19|0.86
2018|0|S12701|T0241|19|0.86
2018|0|S12701|T0250|19|1.04141
2018|0|S12701|T0251|19|1.04141
2018|0|S12701|T0261|19|1.04141
2018|0|S12701|T060|19|1.19567
2018|0|S12701|T061|19|1.19567
2018|0|S140|S22000|19|1.19567
2018|0|S140|S22001|19|1.19567
2018|0|S140|S22010|19|1.19567
2018|0|S140|S22011|19|1.19567
2018|0|S140|S22090|19|1.19567
2018|0|S140|S22091|19|1.19567
2018|0|S140|S22100|19|1.19567
2018|0|S140|S22101|19|1.19567
2018|0|S140|S32000|19|1.19567
2018|0|S140|S32001|19|1.19567
2018|0|S140|S32010|19|1.19567
2018|0|S140|S32011|19|1.19567
2018|0|S140|S32020|19|1.19567
2018|0|S140|S32021|19|1.19567
2018|0|S140|S32030|19|1.19567
2018|0|S140|S32031|19|1.19567
2018|0|S140|S32040|19|1.19567
2018|0|S140|S32041|19|1.19567
2018|0|S140|S32090|19|1.19567
2018|0|S140|S32091|19|1.19567
2018|0|S140|S32700|19|1.19567
2018|0|S140|S32701|19|1.19567
2018|0|S1410|S22000|19|1.19567
2018|0|S1410|S22001|19|1.19567
2018|0|S1410|S22010|19|1.19567
2018|0|S1410|S22011|19|1.19567
2018|0|S1410|S22090|19|1.19567
2018|0|S1410|S22091|19|1.19567
2018|0|S1410|S22100|19|1.19567
2018|0|S1410|S22101|19|1.19567
2018|0|S1410|S32000|19|1.19567
2018|0|S1410|S32001|19|1.19567
2018|0|S1410|S32010|19|1.19567
2018|0|S1410|S32011|19|1.19567
2018|0|S1410|S32020|19|1.19567
2018|0|S1410|S32021|19|1.19567
2018|0|S1410|S32030|19|1.19567
2018|0|S1410|S32031|19|1.19567
2018|0|S1410|S32040|19|1.19567
2018|0|S1410|S32041|19|1.19567
2018|0|S1410|S32090|19|1.19567
2018|0|S1410|S32091|19|1.19567
2018|0|S1410|S32700|19|1.19567
2018|0|S1410|S32701|19|1.19567
2018|0|S1411|S22000|19|1.19567
2018|0|S1411|S22001|19|1.19567
2018|0|S1411|S22010|19|1.19567
2018|0|S1411|S22011|19|1.19567
2018|0|S1411|S22090|19|1.19567
2018|0|S1411|S22091|19|1.19567
2018|0|S1411|S22100|19|1.19567
2018|0|S1411|S22101|19|1.19567
2018|0|S1411|S32000|19|1.19567
2018|0|S1411|S32001|19|1.19567
2018|0|S1411|S32010|19|1.19567
2018|0|S1411|S32011|19|1.19567
2018|0|S1411|S32020|19|1.19567
2018|0|S1411|S32021|19|1.19567
2018|0|S1411|S32030|19|1.19567
2018|0|S1411|S32031|19|1.19567
2018|0|S1411|S32040|19|1.19567
2018|0|S1411|S32041|19|1.19567
2018|0|S1411|S32090|19|1.19567
2018|0|S1411|S32091|19|1.19567
2018|0|S1411|S32700|19|1.19567
2018|0|S1411|S32701|19|1.19567
2018|0|S1412|S22000|19|1.19567
2018|0|S1412|S22001|19|1.19567
2018|0|S1412|S22010|19|1.19567
2018|0|S1412|S22011|19|1.19567
2018|0|S1412|S22090|19|1.19567
2018|0|S1412|S22091|19|1.19567
2018|0|S1412|S22100|19|1.19567
2018|0|S1412|S22101|19|1.19567
2018|0|S1412|S32000|19|1.19567
2018|0|S1412|S32001|19|1.19567
2018|0|S1412|S32010|19|1.19567
2018|0|S1412|S32011|19|1.19567
2018|0|S1412|S32020|19|1.19567
2018|0|S1412|S32021|19|1.19567
2018|0|S1412|S32030|19|1.19567
2018|0|S1412|S32031|19|1.19567
2018|0|S1412|S32040|19|1.19567
2018|0|S1412|S32041|19|1.19567
2018|0|S1412|S32090|19|1.19567
2018|0|S1412|S32091|19|1.19567
2018|0|S1412|S32700|19|1.19567
2018|0|S1412|S32701|19|1.19567
2018|0|S1413|S22000|19|1.19567
2018|0|S1413|S22001|19|1.19567
2018|0|S1413|S22010|19|1.19567
2018|0|S1413|S22011|19|1.19567
2018|0|S1413|S22090|19|1.19567
2018|0|S1413|S22091|19|1.19567
2018|0|S1413|S22100|19|1.19567
2018|0|S1413|S22101|19|1.19567
2018|0|S1413|S32000|19|1.19567
2018|0|S1413|S32001|19|1.19567
2018|0|S1413|S32010|19|1.19567
2018|0|S1413|S32011|19|1.19567
2018|0|S1413|S32020|19|1.19567
2018|0|S1413|S32021|19|1.19567
2018|0|S1413|S32030|19|1.19567
2018|0|S1413|S32031|19|1.19567
2018|0|S1413|S32040|19|1.19567
2018|0|S1413|S32041|19|1.19567
2018|0|S1413|S32090|19|1.19567
2018|0|S1413|S32091|19|1.19567
2018|0|S1413|S32700|19|1.19567
2018|0|S1413|S32701|19|1.19567
2018|0|S1418|S22000|19|1.19567
2018|0|S1418|S22001|19|1.19567
2018|0|S1418|S22010|19|1.19567
2018|0|S1418|S22011|19|1.19567
2018|0|S1418|S22090|19|1.19567
2018|0|S1418|S22091|19|1.19567
2018|0|S1418|S22100|19|1.19567
2018|0|S1418|S22101|19|1.19567
2018|0|S1418|S32000|19|1.19567
2018|0|S1418|S32001|19|1.19567
2018|0|S1418|S32010|19|1.19567
2018|0|S1418|S32011|19|1.19567
2018|0|S1418|S32020|19|1.19567
2018|0|S1418|S32021|19|1.19567
2018|0|S1418|S32030|19|1.19567
2018|0|S1418|S32031|19|1.19567
2018|0|S1418|S32040|19|1.19567
2018|0|S1418|S32041|19|1.19567
2018|0|S1418|S32090|19|1.19567
2018|0|S1418|S32091|19|1.19567
2018|0|S1418|S32700|19|1.19567
2018|0|S1418|S32701|19|1.19567
2018|0|S1419|S22000|19|1.19567
2018|0|S1419|S22001|19|1.19567
2018|0|S1419|S22010|19|1.19567
2018|0|S1419|S22011|19|1.19567
2018|0|S1419|S22090|19|1.19567
2018|0|S1419|S22091|19|1.19567
2018|0|S1419|S22100|19|1.19567
2018|0|S1419|S22101|19|1.19567
2018|0|S1419|S32000|19|1.19567
2018|0|S1419|S32001|19|1.19567
2018|0|S1419|S32010|19|1.19567
2018|0|S1419|S32011|19|1.19567
2018|0|S1419|S32020|19|1.19567
2018|0|S1419|S32021|19|1.19567
2018|0|S1419|S32030|19|1.19567
2018|0|S1419|S32031|19|1.19567
2018|0|S1419|S32040|19|1.19567
2018|0|S1419|S32041|19|1.19567
2018|0|S1419|S32090|19|1.19567
2018|0|S1419|S32091|19|1.19567
2018|0|S1419|S32700|19|1.19567
2018|0|S1419|S32701|19|1.19567
2018|0|S22000|S22300|19|0.91522
2018|0|S22000|S22301|19|0.91522
2018|0|S22000|S22400|19|0.91522
2018|0|S22000|S22401|19|0.91522
2018|0|S22000|S22410|19|0.91522
2018|0|S22000|S22411|19|0.91522
2018|0|S22000|S22490|19|0.91522
2018|0|S22000|S22491|19|0.91522
2018|0|S22000|S240|19|1.19567
2018|0|S22000|S2410|19|1.19567
2018|0|S22000|S2411|19|1.19567
2018|0|S22000|S2412|19|1.19567
2018|0|S22000|S2413|19|1.19567
2018|0|S22000|S2418|19|1.19567
2018|0|S22000|S2419|19|1.19567
2018|0|S22000|S32300|19|0.77415
2018|0|S22000|S32301|19|0.77415
2018|0|S22000|S32400|19|0.77415
2018|0|S22000|S32401|19|0.77415
2018|0|S22000|S32500|19|0.77415
2018|0|S22000|S32501|19|0.77415
2018|0|S22000|S340|19|1.19567
2018|0|S22000|S3410|19|1.19567
2018|0|S22000|S3411|19|1.19567
2018|0|S22000|S3412|19|1.19567
2018|0|S22000|S3413|19|1.19567
2018|0|S22000|S3418|19|1.19567
2018|0|S22000|S3419|19|1.19567
2018|0|S22000|S42000|19|0.85938
2018|0|S22000|S42001|19|0.85938
2018|0|S22000|S42010|19|0.85938
2018|0|S22000|S42011|19|0.85938
2018|0|S22000|S42020|19|0.85938
2018|0|S22000|S42021|19|0.85938
2018|0|S22000|S42090|19|0.85938
2018|0|S22000|S42091|19|0.85938
2018|0|S22000|S42100|19|2.2427
2018|0|S22000|S42101|19|2.2427
2018|0|S22000|S42110|19|2.2427
2018|0|S22000|S42111|19|2.2427
2018|0|S22000|S42120|19|2.2427
2018|0|S22000|S42121|19|2.2427
2018|0|S22000|S42180|19|2.2427
2018|0|S22000|S42181|19|2.2427
2018|0|S22000|S42190|19|2.2427
2018|0|S22000|S42191|19|2.2427
2018|0|S22000|S52000|19|0.86
2018|0|S22000|S52001|19|0.86
2018|0|S22000|S52010|19|0.86
2018|0|S22000|S52011|19|0.86
2018|0|S22000|S52020|19|0.86
2018|0|S22000|S52021|19|0.86
2018|0|S22000|S52080|19|0.86
2018|0|S22000|S52081|19|0.86
2018|0|S22000|S52090|19|0.86
2018|0|S22000|S52091|19|0.86
2018|0|S22000|S52100|19|0.86
2018|0|S22000|S52101|19|0.86
2018|0|S22000|S52110|19|0.86
2018|0|S22000|S52111|19|0.86
2018|0|S22000|S52120|19|0.86
2018|0|S22000|S52121|19|0.86
2018|0|S22000|S52180|19|0.86
2018|0|S22000|S52181|19|0.86
2018|0|S22000|S52190|19|0.86
2018|0|S22000|S52191|19|0.86
2018|0|S22000|S52200|19|0.86
2018|0|S22000|S52201|19|0.86
2018|0|S22000|S52300|19|0.86
2018|0|S22000|S52301|19|0.86
2018|0|S22000|S52400|19|0.86
2018|0|S22000|S52401|19|0.86
2018|0|S22000|S52500|19|0.86
2018|0|S22000|S52501|19|0.86
2018|0|S22000|S52580|19|0.86
2018|0|S22000|S52581|19|0.86
2018|0|S22000|S52590|19|0.86
2018|0|S22000|S52591|19|0.86
2018|0|S22000|S52600|19|0.86
2018|0|S22000|S52601|19|0.86
2018|0|S22000|S52700|19|0.86
2018|0|S22000|S52701|19|0.86
2018|0|S22000|S52800|19|0.86
2018|0|S22000|S52801|19|0.86
2018|0|S22000|S52900|19|0.86
2018|0|S22000|S52901|19|0.86
2018|0|S22000|S82100|19|1.04141
2018|0|S22000|S82101|19|1.04141
2018|0|S22000|S82200|19|1.04141
2018|0|S22000|S82201|19|1.04141
2018|0|S22000|S82300|19|1.04141
2018|0|S22000|S82301|19|1.04141
2018|0|S22000|S82400|19|1.04141
2018|0|S22000|S82401|19|1.04141
2018|0|S22000|S82700|19|1.04141
2018|0|S22000|S82701|19|1.04141
2018|0|S22000|S92000|19|1.0695
2018|0|S22000|S92001|19|1.0695
2018|0|S22000|S92100|19|1.0695
2018|0|S22000|S92101|19|1.0695
2018|0|S22000|S92200|19|1.0695
2018|0|S22000|S92201|19|1.0695
2018|0|S22000|S92210|19|1.0695
2018|0|S22000|S92211|19|1.0695
2018|0|S22000|S92220|19|1.0695
2018|0|S22000|S92221|19|1.0695
2018|0|S22000|S92290|19|1.0695
2018|0|S22000|S92291|19|1.0695
2018|0|S22000|S92300|19|1.0695
2018|0|S22000|S92301|19|1.0695
2018|0|S22000|S92400|19|1.0695
2018|0|S22000|S92401|19|1.0695
2018|0|S22000|S92500|19|1.0695
2018|0|S22000|S92501|19|1.0695
2018|0|S22000|S92700|19|1.0695
2018|0|S22000|S92701|19|1.0695
2018|0|S22000|S92900|19|1.0695
2018|0|S22000|S92901|19|1.0695
2018|0|S22000|T0220|19|0.86
2018|0|S22000|T0221|19|0.86
2018|0|S22000|T0230|19|1.04141
2018|0|S22000|T0231|19|1.04141
2018|0|S22000|T0240|19|0.86
2018|0|S22000|T0241|19|0.86
2018|0|S22000|T0250|19|1.04141
2018|0|S22000|T0251|19|1.04141
2018|0|S22000|T0261|19|1.04141
2018|0|S22000|T060|19|1.19567
2018|0|S22000|T061|19|1.19567
2018|0|S22001|S22300|19|0.91522
2018|0|S22001|S22301|19|0.91522
2018|0|S22001|S22400|19|0.91522
2018|0|S22001|S22401|19|0.91522
2018|0|S22001|S22410|19|0.91522
2018|0|S22001|S22411|19|0.91522
2018|0|S22001|S22490|19|0.91522
2018|0|S22001|S22491|19|0.91522
2018|0|S22001|S240|19|1.19567
2018|0|S22001|S2410|19|1.19567
2018|0|S22001|S2411|19|1.19567
2018|0|S22001|S2412|19|1.19567
2018|0|S22001|S2413|19|1.19567
2018|0|S22001|S2418|19|1.19567
2018|0|S22001|S2419|19|1.19567
2018|0|S22001|S32300|19|0.77415
2018|0|S22001|S32301|19|0.77415
2018|0|S22001|S32400|19|0.77415
2018|0|S22001|S32401|19|0.77415
2018|0|S22001|S32500|19|0.77415
2018|0|S22001|S32501|19|0.77415
2018|0|S22001|S340|19|1.19567
2018|0|S22001|S3410|19|1.19567
2018|0|S22001|S3411|19|1.19567
2018|0|S22001|S3412|19|1.19567
2018|0|S22001|S3413|19|1.19567
2018|0|S22001|S3418|19|1.19567
2018|0|S22001|S3419|19|1.19567
2018|0|S22001|S42000|19|0.85938
2018|0|S22001|S42001|19|0.85938
2018|0|S22001|S42010|19|0.85938
2018|0|S22001|S42011|19|0.85938
2018|0|S22001|S42020|19|0.85938
2018|0|S22001|S42021|19|0.85938
2018|0|S22001|S42090|19|0.85938
2018|0|S22001|S42091|19|0.85938
2018|0|S22001|S42100|19|2.2427
2018|0|S22001|S42101|19|2.2427
2018|0|S22001|S42110|19|2.2427
2018|0|S22001|S42111|19|2.2427
2018|0|S22001|S42120|19|2.2427
2018|0|S22001|S42121|19|2.2427
2018|0|S22001|S42180|19|2.2427
2018|0|S22001|S42181|19|2.2427
2018|0|S22001|S42190|19|2.2427
2018|0|S22001|S42191|19|2.2427
2018|0|S22001|S52000|19|0.86
2018|0|S22001|S52001|19|0.86
2018|0|S22001|S52010|19|0.86
2018|0|S22001|S52011|19|0.86
2018|0|S22001|S52020|19|0.86
2018|0|S22001|S52021|19|0.86
2018|0|S22001|S52080|19|0.86
2018|0|S22001|S52081|19|0.86
2018|0|S22001|S52090|19|0.86
2018|0|S22001|S52091|19|0.86
2018|0|S22001|S52100|19|0.86
2018|0|S22001|S52101|19|0.86
2018|0|S22001|S52110|19|0.86
2018|0|S22001|S52111|19|0.86
2018|0|S22001|S52120|19|0.86
2018|0|S22001|S52121|19|0.86
2018|0|S22001|S52180|19|0.86
2018|0|S22001|S52181|19|0.86
2018|0|S22001|S52190|19|0.86
2018|0|S22001|S52191|19|0.86
2018|0|S22001|S52200|19|0.86
2018|0|S22001|S52201|19|0.86
2018|0|S22001|S52300|19|0.86
2018|0|S22001|S52301|19|0.86
2018|0|S22001|S52400|19|0.86
2018|0|S22001|S52401|19|0.86
2018|0|S22001|S52500|19|0.86
2018|0|S22001|S52501|19|0.86
2018|0|S22001|S52580|19|0.86
2018|0|S22001|S52581|19|0.86
2018|0|S22001|S52590|19|0.86
2018|0|S22001|S52591|19|0.86
2018|0|S22001|S52600|19|0.86
2018|0|S22001|S52601|19|0.86
2018|0|S22001|S52700|19|0.86
2018|0|S22001|S52701|19|0.86
2018|0|S22001|S52800|19|0.86
2018|0|S22001|S52801|19|0.86
2018|0|S22001|S52900|19|0.86
2018|0|S22001|S52901|19|0.86
2018|0|S22001|S82100|19|1.04141
2018|0|S22001|S82101|19|1.04141
2018|0|S22001|S82200|19|1.04141
2018|0|S22001|S82201|19|1.04141
2018|0|S22001|S82300|19|1.04141
2018|0|S22001|S82301|19|1.04141
2018|0|S22001|S82400|19|1.04141
2018|0|S22001|S82401|19|1.04141
2018|0|S22001|S82700|19|1.04141
2018|0|S22001|S82701|19|1.04141
2018|0|S22001|S92000|19|1.0695
2018|0|S22001|S92001|19|1.0695
2018|0|S22001|S92100|19|1.0695
2018|0|S22001|S92101|19|1.0695
2018|0|S22001|S92200|19|1.0695
2018|0|S22001|S92201|19|1.0695
2018|0|S22001|S92210|19|1.0695
2018|0|S22001|S92211|19|1.0695
2018|0|S22001|S92220|19|1.0695
2018|0|S22001|S92221|19|1.0695
2018|0|S22001|S92290|19|1.0695
2018|0|S22001|S92291|19|1.0695
2018|0|S22001|S92300|19|1.0695
2018|0|S22001|S92301|19|1.0695
2018|0|S22001|S92400|19|1.0695
2018|0|S22001|S92401|19|1.0695
2018|0|S22001|S92500|19|1.0695
2018|0|S22001|S92501|19|1.0695
2018|0|S22001|S92700|19|1.0695
2018|0|S22001|S92701|19|1.0695
2018|0|S22001|S92900|19|1.0695
2018|0|S22001|S92901|19|1.0695
2018|0|S22001|T0220|19|0.86
2018|0|S22001|T0221|19|0.86
2018|0|S22001|T0230|19|1.04141
2018|0|S22001|T0231|19|1.04141
2018|0|S22001|T0240|19|0.86
2018|0|S22001|T0241|19|0.86
2018|0|S22001|T0250|19|1.04141
2018|0|S22001|T0251|19|1.04141
2018|0|S22001|T0261|19|1.04141
2018|0|S22001|T060|19|1.19567
2018|0|S22001|T061|19|1.19567
2018|0|S22010|S22300|19|0.91522
2018|0|S22010|S22301|19|0.91522
2018|0|S22010|S22400|19|0.91522
2018|0|S22010|S22401|19|0.91522
2018|0|S22010|S22410|19|0.91522
2018|0|S22010|S22411|19|0.91522
2018|0|S22010|S22490|19|0.91522
2018|0|S22010|S22491|19|0.91522
2018|0|S22010|S240|19|1.19567
2018|0|S22010|S2410|19|1.19567
2018|0|S22010|S2411|19|1.19567
2018|0|S22010|S2412|19|1.19567
2018|0|S22010|S2413|19|1.19567
2018|0|S22010|S2418|19|1.19567
2018|0|S22010|S2419|19|1.19567
2018|0|S22010|S32300|19|0.77415
2018|0|S22010|S32301|19|0.77415
2018|0|S22010|S32400|19|0.77415
2018|0|S22010|S32401|19|0.77415
2018|0|S22010|S32500|19|0.77415
2018|0|S22010|S32501|19|0.77415
2018|0|S22010|S340|19|1.19567
2018|0|S22010|S3410|19|1.19567
2018|0|S22010|S3411|19|1.19567
2018|0|S22010|S3412|19|1.19567
2018|0|S22010|S3413|19|1.19567
2018|0|S22010|S3418|19|1.19567
2018|0|S22010|S3419|19|1.19567
2018|0|S22010|S42000|19|0.85938
2018|0|S22010|S42001|19|0.85938
2018|0|S22010|S42010|19|0.85938
2018|0|S22010|S42011|19|0.85938
2018|0|S22010|S42020|19|0.85938
2018|0|S22010|S42021|19|0.85938
2018|0|S22010|S42090|19|0.85938
2018|0|S22010|S42091|19|0.85938
2018|0|S22010|S42100|19|2.2427
2018|0|S22010|S42101|19|2.2427
2018|0|S22010|S42110|19|2.2427
2018|0|S22010|S42111|19|2.2427
2018|0|S22010|S42120|19|2.2427
2018|0|S22010|S42121|19|2.2427
2018|0|S22010|S42180|19|2.2427
2018|0|S22010|S42181|19|2.2427
2018|0|S22010|S42190|19|2.2427
2018|0|S22010|S42191|19|2.2427
2018|0|S22010|S52000|19|0.86
2018|0|S22010|S52001|19|0.86
2018|0|S22010|S52010|19|0.86
2018|0|S22010|S52011|19|0.86
2018|0|S22010|S52020|19|0.86
2018|0|S22010|S52021|19|0.86
2018|0|S22010|S52080|19|0.86
2018|0|S22010|S52081|19|0.86
2018|0|S22010|S52090|19|0.86
2018|0|S22010|S52091|19|0.86
2018|0|S22010|S52100|19|0.86
2018|0|S22010|S52101|19|0.86
2018|0|S22010|S52110|19|0.86
2018|0|S22010|S52111|19|0.86
2018|0|S22010|S52120|19|0.86
2018|0|S22010|S52121|19|0.86
2018|0|S22010|S52180|19|0.86
2018|0|S22010|S52181|19|0.86
2018|0|S22010|S52190|19|0.86
2018|0|S22010|S52191|19|0.86
2018|0|S22010|S52200|19|0.86
2018|0|S22010|S52201|19|0.86
2018|0|S22010|S52300|19|0.86
2018|0|S22010|S52301|19|0.86
2018|0|S22010|S52400|19|0.86
2018|0|S22010|S52401|19|0.86
2018|0|S22010|S52500|19|0.86
2018|0|S22010|S52501|19|0.86
2018|0|S22010|S52580|19|0.86
2018|0|S22010|S52581|19|0.86
2018|0|S22010|S52590|19|0.86
2018|0|S22010|S52591|19|0.86
2018|0|S22010|S52600|19|0.86
2018|0|S22010|S52601|19|0.86
2018|0|S22010|S52700|19|0.86
2018|0|S22010|S52701|19|0.86
2018|0|S22010|S52800|19|0.86
2018|0|S22010|S52801|19|0.86
2018|0|S22010|S52900|19|0.86
2018|0|S22010|S52901|19|0.86
2018|0|S22010|S82100|19|1.04141
2018|0|S22010|S82101|19|1.04141
2018|0|S22010|S82200|19|1.04141
2018|0|S22010|S82201|19|1.04141
2018|0|S22010|S82300|19|1.04141
2018|0|S22010|S82301|19|1.04141
2018|0|S22010|S82400|19|1.04141
2018|0|S22010|S82401|19|1.04141
2018|0|S22010|S82700|19|1.04141
2018|0|S22010|S82701|19|1.04141
2018|0|S22010|S92000|19|1.0695
2018|0|S22010|S92001|19|1.0695
2018|0|S22010|S92100|19|1.0695
2018|0|S22010|S92101|19|1.0695
2018|0|S22010|S92200|19|1.0695
2018|0|S22010|S92201|19|1.0695
2018|0|S22010|S92210|19|1.0695
2018|0|S22010|S92211|19|1.0695
2018|0|S22010|S92220|19|1.0695
2018|0|S22010|S92221|19|1.0695
2018|0|S22010|S92290|19|1.0695
2018|0|S22010|S92291|19|1.0695
2018|0|S22010|S92300|19|1.0695
2018|0|S22010|S92301|19|1.0695
2018|0|S22010|S92400|19|1.0695
2018|0|S22010|S92401|19|1.0695
2018|0|S22010|S92500|19|1.0695
2018|0|S22010|S92501|19|1.0695
2018|0|S22010|S92700|19|1.0695
2018|0|S22010|S92701|19|1.0695
2018|0|S22010|S92900|19|1.0695
2018|0|S22010|S92901|19|1.0695
2018|0|S22010|T0220|19|0.86
2018|0|S22010|T0221|19|0.86
2018|0|S22010|T0230|19|1.04141
2018|0|S22010|T0231|19|1.04141
2018|0|S22010|T0240|19|0.86
2018|0|S22010|T0241|19|0.86
2018|0|S22010|T0250|19|1.04141
2018|0|S22010|T0251|19|1.04141
2018|0|S22010|T0261|19|1.04141
2018|0|S22010|T060|19|1.19567
2018|0|S22010|T061|19|1.19567
2018|0|S22011|S22300|19|0.91522
2018|0|S22011|S22301|19|0.91522
2018|0|S22011|S22400|19|0.91522
2018|0|S22011|S22401|19|0.91522
2018|0|S22011|S22410|19|0.91522
2018|0|S22011|S22411|19|0.91522
2018|0|S22011|S22490|19|0.91522
2018|0|S22011|S22491|19|0.91522
2018|0|S22011|S240|19|1.19567
2018|0|S22011|S2410|19|1.19567
2018|0|S22011|S2411|19|1.19567
2018|0|S22011|S2412|19|1.19567
2018|0|S22011|S2413|19|1.19567
2018|0|S22011|S2418|19|1.19567
2018|0|S22011|S2419|19|1.19567
2018|0|S22011|S32300|19|0.77415
2018|0|S22011|S32301|19|0.77415
2018|0|S22011|S32400|19|0.77415
2018|0|S22011|S32401|19|0.77415
2018|0|S22011|S32500|19|0.77415
2018|0|S22011|S32501|19|0.77415
2018|0|S22011|S340|19|1.19567
2018|0|S22011|S3410|19|1.19567
2018|0|S22011|S3411|19|1.19567
2018|0|S22011|S3412|19|1.19567
2018|0|S22011|S3413|19|1.19567
2018|0|S22011|S3418|19|1.19567
2018|0|S22011|S3419|19|1.19567
2018|0|S22011|S42000|19|0.85938
2018|0|S22011|S42001|19|0.85938
2018|0|S22011|S42010|19|0.85938
2018|0|S22011|S42011|19|0.85938
2018|0|S22011|S42020|19|0.85938
2018|0|S22011|S42021|19|0.85938
2018|0|S22011|S42090|19|0.85938
2018|0|S22011|S42091|19|0.85938
2018|0|S22011|S42100|19|2.2427
2018|0|S22011|S42101|19|2.2427
2018|0|S22011|S42110|19|2.2427
2018|0|S22011|S42111|19|2.2427
2018|0|S22011|S42120|19|2.2427
2018|0|S22011|S42121|19|2.2427
2018|0|S22011|S42180|19|2.2427
2018|0|S22011|S42181|19|2.2427
2018|0|S22011|S42190|19|2.2427
2018|0|S22011|S42191|19|2.2427
2018|0|S22011|S52000|19|0.86
2018|0|S22011|S52001|19|0.86
2018|0|S22011|S52010|19|0.86
2018|0|S22011|S52011|19|0.86
2018|0|S22011|S52020|19|0.86
2018|0|S22011|S52021|19|0.86
2018|0|S22011|S52080|19|0.86
2018|0|S22011|S52081|19|0.86
2018|0|S22011|S52090|19|0.86
2018|0|S22011|S52091|19|0.86
2018|0|S22011|S52100|19|0.86
2018|0|S22011|S52101|19|0.86
2018|0|S22011|S52110|19|0.86
2018|0|S22011|S52111|19|0.86
2018|0|S22011|S52120|19|0.86
2018|0|S22011|S52121|19|0.86
2018|0|S22011|S52180|19|0.86
2018|0|S22011|S52181|19|0.86
2018|0|S22011|S52190|19|0.86
2018|0|S22011|S52191|19|0.86
2018|0|S22011|S52200|19|0.86
2018|0|S22011|S52201|19|0.86
2018|0|S22011|S52300|19|0.86
2018|0|S22011|S52301|19|0.86
2018|0|S22011|S52400|19|0.86
2018|0|S22011|S52401|19|0.86
2018|0|S22011|S52500|19|0.86
2018|0|S22011|S52501|19|0.86
2018|0|S22011|S52580|19|0.86
2018|0|S22011|S52581|19|0.86
2018|0|S22011|S52590|19|0.86
2018|0|S22011|S52591|19|0.86
2018|0|S22011|S52600|19|0.86
2018|0|S22011|S52601|19|0.86
2018|0|S22011|S52700|19|0.86
2018|0|S22011|S52701|19|0.86
2018|0|S22011|S52800|19|0.86
2018|0|S22011|S52801|19|0.86
2018|0|S22011|S52900|19|0.86
2018|0|S22011|S52901|19|0.86
2018|0|S22011|S82100|19|1.04141
2018|0|S22011|S82101|19|1.04141
2018|0|S22011|S82200|19|1.04141
2018|0|S22011|S82201|19|1.04141
2018|0|S22011|S82300|19|1.04141
2018|0|S22011|S82301|19|1.04141
2018|0|S22011|S82400|19|1.04141
2018|0|S22011|S82401|19|1.04141
2018|0|S22011|S82700|19|1.04141
2018|0|S22011|S82701|19|1.04141
2018|0|S22011|S92000|19|1.0695
2018|0|S22011|S92001|19|1.0695
2018|0|S22011|S92100|19|1.0695
2018|0|S22011|S92101|19|1.0695
2018|0|S22011|S92200|19|1.0695
2018|0|S22011|S92201|19|1.0695
2018|0|S22011|S92210|19|1.0695
2018|0|S22011|S92211|19|1.0695
2018|0|S22011|S92220|19|1.0695
2018|0|S22011|S92221|19|1.0695
2018|0|S22011|S92290|19|1.0695
2018|0|S22011|S92291|19|1.0695
2018|0|S22011|S92300|19|1.0695
2018|0|S22011|S92301|19|1.0695
2018|0|S22011|S92400|19|1.0695
2018|0|S22011|S92401|19|1.0695
2018|0|S22011|S92500|19|1.0695
2018|0|S22011|S92501|19|1.0695
2018|0|S22011|S92700|19|1.0695
2018|0|S22011|S92701|19|1.0695
2018|0|S22011|S92900|19|1.0695
2018|0|S22011|S92901|19|1.0695
2018|0|S22011|T0220|19|0.86
2018|0|S22011|T0221|19|0.86
2018|0|S22011|T0230|19|1.04141
2018|0|S22011|T0231|19|1.04141
2018|0|S22011|T0240|19|0.86
2018|0|S22011|T0241|19|0.86
2018|0|S22011|T0250|19|1.04141
2018|0|S22011|T0251|19|1.04141
2018|0|S22011|T0261|19|1.04141
2018|0|S22011|T060|19|1.19567
2018|0|S22011|T061|19|1.19567
2018|0|S22090|S22300|19|0.91522
2018|0|S22090|S22301|19|0.91522
2018|0|S22090|S22400|19|0.91522
2018|0|S22090|S22401|19|0.91522
2018|0|S22090|S22410|19|0.91522
2018|0|S22090|S22411|19|0.91522
2018|0|S22090|S22490|19|0.91522
2018|0|S22090|S22491|19|0.91522
2018|0|S22090|S240|19|1.19567
2018|0|S22090|S2410|19|1.19567
2018|0|S22090|S2411|19|1.19567
2018|0|S22090|S2412|19|1.19567
2018|0|S22090|S2413|19|1.19567
2018|0|S22090|S2418|19|1.19567
2018|0|S22090|S2419|19|1.19567
2018|0|S22090|S32300|19|0.77415
2018|0|S22090|S32301|19|0.77415
2018|0|S22090|S32400|19|0.77415
2018|0|S22090|S32401|19|0.77415
2018|0|S22090|S32500|19|0.77415
2018|0|S22090|S32501|19|0.77415
2018|0|S22090|S340|19|1.19567
2018|0|S22090|S3410|19|1.19567
2018|0|S22090|S3411|19|1.19567
2018|0|S22090|S3412|19|1.19567
2018|0|S22090|S3413|19|1.19567
2018|0|S22090|S3418|19|1.19567
2018|0|S22090|S3419|19|1.19567
2018|0|S22090|S42000|19|0.85938
2018|0|S22090|S42001|19|0.85938
2018|0|S22090|S42010|19|0.85938
2018|0|S22090|S42011|19|0.85938
2018|0|S22090|S42020|19|0.85938
2018|0|S22090|S42021|19|0.85938
2018|0|S22090|S42090|19|0.85938
2018|0|S22090|S42091|19|0.85938
2018|0|S22090|S42100|19|2.2427
2018|0|S22090|S42101|19|2.2427
2018|0|S22090|S42110|19|2.2427
2018|0|S22090|S42111|19|2.2427
2018|0|S22090|S42120|19|2.2427
2018|0|S22090|S42121|19|2.2427
2018|0|S22090|S42180|19|2.2427
2018|0|S22090|S42181|19|2.2427
2018|0|S22090|S42190|19|2.2427
2018|0|S22090|S42191|19|2.2427
2018|0|S22090|S52000|19|0.86
2018|0|S22090|S52001|19|0.86
2018|0|S22090|S52010|19|0.86
2018|0|S22090|S52011|19|0.86
2018|0|S22090|S52020|19|0.86
2018|0|S22090|S52021|19|0.86
2018|0|S22090|S52080|19|0.86
2018|0|S22090|S52081|19|0.86
2018|0|S22090|S52090|19|0.86
2018|0|S22090|S52091|19|0.86
2018|0|S22090|S52100|19|0.86
2018|0|S22090|S52101|19|0.86
2018|0|S22090|S52110|19|0.86
2018|0|S22090|S52111|19|0.86
2018|0|S22090|S52120|19|0.86
2018|0|S22090|S52121|19|0.86
2018|0|S22090|S52180|19|0.86
2018|0|S22090|S52181|19|0.86
2018|0|S22090|S52190|19|0.86
2018|0|S22090|S52191|19|0.86
2018|0|S22090|S52200|19|0.86
2018|0|S22090|S52201|19|0.86
2018|0|S22090|S52300|19|0.86
2018|0|S22090|S52301|19|0.86
2018|0|S22090|S52400|19|0.86
2018|0|S22090|S52401|19|0.86
2018|0|S22090|S52500|19|0.86
2018|0|S22090|S52501|19|0.86
2018|0|S22090|S52580|19|0.86
2018|0|S22090|S52581|19|0.86
2018|0|S22090|S52590|19|0.86
2018|0|S22090|S52591|19|0.86
2018|0|S22090|S52600|19|0.86
2018|0|S22090|S52601|19|0.86
2018|0|S22090|S52700|19|0.86
2018|0|S22090|S52701|19|0.86
2018|0|S22090|S52800|19|0.86
2018|0|S22090|S52801|19|0.86
2018|0|S22090|S52900|19|0.86
2018|0|S22090|S52901|19|0.86
2018|0|S22090|S82100|19|1.04141
2018|0|S22090|S82101|19|1.04141
2018|0|S22090|S82200|19|1.04141
2018|0|S22090|S82201|19|1.04141
2018|0|S22090|S82300|19|1.04141
2018|0|S22090|S82301|19|1.04141
2018|0|S22090|S82400|19|1.04141
2018|0|S22090|S82401|19|1.04141
2018|0|S22090|S82700|19|1.04141
2018|0|S22090|S82701|19|1.04141
2018|0|S22090|S92000|19|1.0695
2018|0|S22090|S92001|19|1.0695
2018|0|S22090|S92100|19|1.0695
2018|0|S22090|S92101|19|1.0695
2018|0|S22090|S92200|19|1.0695
2018|0|S22090|S92201|19|1.0695
2018|0|S22090|S92210|19|1.0695
2018|0|S22090|S92211|19|1.0695
2018|0|S22090|S92220|19|1.0695
2018|0|S22090|S92221|19|1.0695
2018|0|S22090|S92290|19|1.0695
2018|0|S22090|S92291|19|1.0695
2018|0|S22090|S92300|19|1.0695
2018|0|S22090|S92301|19|1.0695
2018|0|S22090|S92400|19|1.0695
2018|0|S22090|S92401|19|1.0695
2018|0|S22090|S92500|19|1.0695
2018|0|S22090|S92501|19|1.0695
2018|0|S22090|S92700|19|1.0695
2018|0|S22090|S92701|19|1.0695
2018|0|S22090|S92900|19|1.0695
2018|0|S22090|S92901|19|1.0695
2018|0|S22090|T0220|19|0.86
2018|0|S22090|T0221|19|0.86
2018|0|S22090|T0230|19|1.04141
2018|0|S22090|T0231|19|1.04141
2018|0|S22090|T0240|19|0.86
2018|0|S22090|T0241|19|0.86
2018|0|S22090|T0250|19|1.04141
2018|0|S22090|T0251|19|1.04141
2018|0|S22090|T0261|19|1.04141
2018|0|S22090|T060|19|1.19567
2018|0|S22090|T061|19|1.19567
2018|0|S22091|S22300|19|0.91522
2018|0|S22091|S22301|19|0.91522
2018|0|S22091|S22400|19|0.91522
2018|0|S22091|S22401|19|0.91522
2018|0|S22091|S22410|19|0.91522
2018|0|S22091|S22411|19|0.91522
2018|0|S22091|S22490|19|0.91522
2018|0|S22091|S22491|19|0.91522
2018|0|S22091|S240|19|1.19567
2018|0|S22091|S2410|19|1.19567
2018|0|S22091|S2411|19|1.19567
2018|0|S22091|S2412|19|1.19567
2018|0|S22091|S2413|19|1.19567
2018|0|S22091|S2418|19|1.19567
2018|0|S22091|S2419|19|1.19567
2018|0|S22091|S32300|19|0.77415
2018|0|S22091|S32301|19|0.77415
2018|0|S22091|S32400|19|0.77415
2018|0|S22091|S32401|19|0.77415
2018|0|S22091|S32500|19|0.77415
2018|0|S22091|S32501|19|0.77415
2018|0|S22091|S340|19|1.19567
2018|0|S22091|S3410|19|1.19567
2018|0|S22091|S3411|19|1.19567
2018|0|S22091|S3412|19|1.19567
2018|0|S22091|S3413|19|1.19567
2018|0|S22091|S3418|19|1.19567
2018|0|S22091|S3419|19|1.19567
2018|0|S22091|S42000|19|0.85938
2018|0|S22091|S42001|19|0.85938
2018|0|S22091|S42010|19|0.85938
2018|0|S22091|S42011|19|0.85938
2018|0|S22091|S42020|19|0.85938
2018|0|S22091|S42021|19|0.85938
2018|0|S22091|S42090|19|0.85938
2018|0|S22091|S42091|19|0.85938
2018|0|S22091|S42100|19|2.2427
2018|0|S22091|S42101|19|2.2427
2018|0|S22091|S42110|19|2.2427
2018|0|S22091|S42111|19|2.2427
2018|0|S22091|S42120|19|2.2427
2018|0|S22091|S42121|19|2.2427
2018|0|S22091|S42180|19|2.2427
2018|0|S22091|S42181|19|2.2427
2018|0|S22091|S42190|19|2.2427
2018|0|S22091|S42191|19|2.2427
2018|0|S22091|S52000|19|0.86
2018|0|S22091|S52001|19|0.86
2018|0|S22091|S52010|19|0.86
2018|0|S22091|S52011|19|0.86
2018|0|S22091|S52020|19|0.86
2018|0|S22091|S52021|19|0.86
2018|0|S22091|S52080|19|0.86
2018|0|S22091|S52081|19|0.86
2018|0|S22091|S52090|19|0.86
2018|0|S22091|S52091|19|0.86
2018|0|S22091|S52100|19|0.86
2018|0|S22091|S52101|19|0.86
2018|0|S22091|S52110|19|0.86
2018|0|S22091|S52111|19|0.86
2018|0|S22091|S52120|19|0.86
2018|0|S22091|S52121|19|0.86
2018|0|S22091|S52180|19|0.86
2018|0|S22091|S52181|19|0.86
2018|0|S22091|S52190|19|0.86
2018|0|S22091|S52191|19|0.86
2018|0|S22091|S52200|19|0.86
2018|0|S22091|S52201|19|0.86
2018|0|S22091|S52300|19|0.86
2018|0|S22091|S52301|19|0.86
2018|0|S22091|S52400|19|0.86
2018|0|S22091|S52401|19|0.86
2018|0|S22091|S52500|19|0.86
2018|0|S22091|S52501|19|0.86
2018|0|S22091|S52580|19|0.86
2018|0|S22091|S52581|19|0.86
2018|0|S22091|S52590|19|0.86
2018|0|S22091|S52591|19|0.86
2018|0|S22091|S52600|19|0.86
2018|0|S22091|S52601|19|0.86
2018|0|S22091|S52700|19|0.86
2018|0|S22091|S52701|19|0.86
2018|0|S22091|S52800|19|0.86
2018|0|S22091|S52801|19|0.86
2018|0|S22091|S52900|19|0.86
2018|0|S22091|S52901|19|0.86
2018|0|S22091|S82100|19|1.04141
2018|0|S22091|S82101|19|1.04141
2018|0|S22091|S82200|19|1.04141
2018|0|S22091|S82201|19|1.04141
2018|0|S22091|S82300|19|1.04141
2018|0|S22091|S82301|19|1.04141
2018|0|S22091|S82400|19|1.04141
2018|0|S22091|S82401|19|1.04141
2018|0|S22091|S82700|19|1.04141
2018|0|S22091|S82701|19|1.04141
2018|0|S22091|S92000|19|1.0695
2018|0|S22091|S92001|19|1.0695
2018|0|S22091|S92100|19|1.0695
2018|0|S22091|S92101|19|1.0695
2018|0|S22091|S92200|19|1.0695
2018|0|S22091|S92201|19|1.0695
2018|0|S22091|S92210|19|1.0695
2018|0|S22091|S92211|19|1.0695
2018|0|S22091|S92220|19|1.0695
2018|0|S22091|S92221|19|1.0695
2018|0|S22091|S92290|19|1.0695
2018|0|S22091|S92291|19|1.0695
2018|0|S22091|S92300|19|1.0695
2018|0|S22091|S92301|19|1.0695
2018|0|S22091|S92400|19|1.0695
2018|0|S22091|S92401|19|1.0695
2018|0|S22091|S92500|19|1.0695
2018|0|S22091|S92501|19|1.0695
2018|0|S22091|S92700|19|1.0695
2018|0|S22091|S92701|19|1.0695
2018|0|S22091|S92900|19|1.0695
2018|0|S22091|S92901|19|1.0695
2018|0|S22091|T0220|19|0.86
2018|0|S22091|T0221|19|0.86
2018|0|S22091|T0230|19|1.04141
2018|0|S22091|T0231|19|1.04141
2018|0|S22091|T0240|19|0.86
2018|0|S22091|T0241|19|0.86
2018|0|S22091|T0250|19|1.04141
2018|0|S22091|T0251|19|1.04141
2018|0|S22091|T0261|19|1.04141
2018|0|S22091|T060|19|1.19567
2018|0|S22091|T061|19|1.19567
2018|0|S22100|S22300|19|0.91522
2018|0|S22100|S22301|19|0.91522
2018|0|S22100|S22400|19|0.91522
2018|0|S22100|S22401|19|0.91522
2018|0|S22100|S22410|19|0.91522
2018|0|S22100|S22411|19|0.91522
2018|0|S22100|S22490|19|0.91522
2018|0|S22100|S22491|19|0.91522
2018|0|S22100|S240|19|1.19567
2018|0|S22100|S2410|19|1.19567
2018|0|S22100|S2411|19|1.19567
2018|0|S22100|S2412|19|1.19567
2018|0|S22100|S2413|19|1.19567
2018|0|S22100|S2418|19|1.19567
2018|0|S22100|S2419|19|1.19567
2018|0|S22100|S32300|19|0.77415
2018|0|S22100|S32301|19|0.77415
2018|0|S22100|S32400|19|0.77415
2018|0|S22100|S32401|19|0.77415
2018|0|S22100|S32500|19|0.77415
2018|0|S22100|S32501|19|0.77415
2018|0|S22100|S340|19|1.19567
2018|0|S22100|S3410|19|1.19567
2018|0|S22100|S3411|19|1.19567
2018|0|S22100|S3412|19|1.19567
2018|0|S22100|S3413|19|1.19567
2018|0|S22100|S3418|19|1.19567
2018|0|S22100|S3419|19|1.19567
2018|0|S22100|S42000|19|0.85938
2018|0|S22100|S42001|19|0.85938
2018|0|S22100|S42010|19|0.85938
2018|0|S22100|S42011|19|0.85938
2018|0|S22100|S42020|19|0.85938
2018|0|S22100|S42021|19|0.85938
2018|0|S22100|S42090|19|0.85938
2018|0|S22100|S42091|19|0.85938
2018|0|S22100|S42100|19|2.2427
2018|0|S22100|S42101|19|2.2427
2018|0|S22100|S42110|19|2.2427
2018|0|S22100|S42111|19|2.2427
2018|0|S22100|S42120|19|2.2427
2018|0|S22100|S42121|19|2.2427
2018|0|S22100|S42180|19|2.2427
2018|0|S22100|S42181|19|2.2427
2018|0|S22100|S42190|19|2.2427
2018|0|S22100|S42191|19|2.2427
2018|0|S22100|S52000|19|0.86
2018|0|S22100|S52001|19|0.86
2018|0|S22100|S52010|19|0.86
2018|0|S22100|S52011|19|0.86
2018|0|S22100|S52020|19|0.86
2018|0|S22100|S52021|19|0.86
2018|0|S22100|S52080|19|0.86
2018|0|S22100|S52081|19|0.86
2018|0|S22100|S52090|19|0.86
2018|0|S22100|S52091|19|0.86
2018|0|S22100|S52100|19|0.86
2018|0|S22100|S52101|19|0.86
2018|0|S22100|S52110|19|0.86
2018|0|S22100|S52111|19|0.86
2018|0|S22100|S52120|19|0.86
2018|0|S22100|S52121|19|0.86
2018|0|S22100|S52180|19|0.86
2018|0|S22100|S52181|19|0.86
2018|0|S22100|S52190|19|0.86
2018|0|S22100|S52191|19|0.86
2018|0|S22100|S52200|19|0.86
2018|0|S22100|S52201|19|0.86
2018|0|S22100|S52300|19|0.86
2018|0|S22100|S52301|19|0.86
2018|0|S22100|S52400|19|0.86
2018|0|S22100|S52401|19|0.86
2018|0|S22100|S52500|19|0.86
2018|0|S22100|S52501|19|0.86
2018|0|S22100|S52580|19|0.86
2018|0|S22100|S52581|19|0.86
2018|0|S22100|S52590|19|0.86
2018|0|S22100|S52591|19|0.86
2018|0|S22100|S52600|19|0.86
2018|0|S22100|S52601|19|0.86
2018|0|S22100|S52700|19|0.86
2018|0|S22100|S52701|19|0.86
2018|0|S22100|S52800|19|0.86
2018|0|S22100|S52801|19|0.86
2018|0|S22100|S52900|19|0.86
2018|0|S22100|S52901|19|0.86
2018|0|S22100|S82100|19|1.04141
2018|0|S22100|S82101|19|1.04141
2018|0|S22100|S82200|19|1.04141
2018|0|S22100|S82201|19|1.04141
2018|0|S22100|S82300|19|1.04141
2018|0|S22100|S82301|19|1.04141
2018|0|S22100|S82400|19|1.04141
2018|0|S22100|S82401|19|1.04141
2018|0|S22100|S82700|19|1.04141
2018|0|S22100|S82701|19|1.04141
2018|0|S22100|S92000|19|1.0695
2018|0|S22100|S92001|19|1.0695
2018|0|S22100|S92100|19|1.0695
2018|0|S22100|S92101|19|1.0695
2018|0|S22100|S92200|19|1.0695
2018|0|S22100|S92201|19|1.0695
2018|0|S22100|S92210|19|1.0695
2018|0|S22100|S92211|19|1.0695
2018|0|S22100|S92220|19|1.0695
2018|0|S22100|S92221|19|1.0695
2018|0|S22100|S92290|19|1.0695
2018|0|S22100|S92291|19|1.0695
2018|0|S22100|S92300|19|1.0695
2018|0|S22100|S92301|19|1.0695
2018|0|S22100|S92400|19|1.0695
2018|0|S22100|S92401|19|1.0695
2018|0|S22100|S92500|19|1.0695
2018|0|S22100|S92501|19|1.0695
2018|0|S22100|S92700|19|1.0695
2018|0|S22100|S92701|19|1.0695
2018|0|S22100|S92900|19|1.0695
2018|0|S22100|S92901|19|1.0695
2018|0|S22100|T0220|19|0.86
2018|0|S22100|T0221|19|0.86
2018|0|S22100|T0230|19|1.04141
2018|0|S22100|T0231|19|1.04141
2018|0|S22100|T0240|19|0.86
2018|0|S22100|T0241|19|0.86
2018|0|S22100|T0250|19|1.04141
2018|0|S22100|T0251|19|1.04141
2018|0|S22100|T0261|19|1.04141
2018|0|S22100|T060|19|1.19567
2018|0|S22100|T061|19|1.19567
2018|0|S22101|S22300|19|0.91522
2018|0|S22101|S22301|19|0.91522
2018|0|S22101|S22400|19|0.91522
2018|0|S22101|S22401|19|0.91522
2018|0|S22101|S22410|19|0.91522
2018|0|S22101|S22411|19|0.91522
2018|0|S22101|S22490|19|0.91522
2018|0|S22101|S22491|19|0.91522
2018|0|S22101|S240|19|1.19567
2018|0|S22101|S2410|19|1.19567
2018|0|S22101|S2411|19|1.19567
2018|0|S22101|S2412|19|1.19567
2018|0|S22101|S2413|19|1.19567
2018|0|S22101|S2418|19|1.19567
2018|0|S22101|S2419|19|1.19567
2018|0|S22101|S32300|19|0.77415
2018|0|S22101|S32301|19|0.77415
2018|0|S22101|S32400|19|0.77415
2018|0|S22101|S32401|19|0.77415
2018|0|S22101|S32500|19|0.77415
2018|0|S22101|S32501|19|0.77415
2018|0|S22101|S340|19|1.19567
2018|0|S22101|S3410|19|1.19567
2018|0|S22101|S3411|19|1.19567
2018|0|S22101|S3412|19|1.19567
2018|0|S22101|S3413|19|1.19567
2018|0|S22101|S3418|19|1.19567
2018|0|S22101|S3419|19|1.19567
2018|0|S22101|S42000|19|0.85938
2018|0|S22101|S42001|19|0.85938
2018|0|S22101|S42010|19|0.85938
2018|0|S22101|S42011|19|0.85938
2018|0|S22101|S42020|19|0.85938
2018|0|S22101|S42021|19|0.85938
2018|0|S22101|S42090|19|0.85938
2018|0|S22101|S42091|19|0.85938
2018|0|S22101|S42100|19|2.2427
2018|0|S22101|S42101|19|2.2427
2018|0|S22101|S42110|19|2.2427
2018|0|S22101|S42111|19|2.2427
2018|0|S22101|S42120|19|2.2427
2018|0|S22101|S42121|19|2.2427
2018|0|S22101|S42180|19|2.2427
2018|0|S22101|S42181|19|2.2427
2018|0|S22101|S42190|19|2.2427
2018|0|S22101|S42191|19|2.2427
2018|0|S22101|S52000|19|0.86
2018|0|S22101|S52001|19|0.86
2018|0|S22101|S52010|19|0.86
2018|0|S22101|S52011|19|0.86
2018|0|S22101|S52020|19|0.86
2018|0|S22101|S52021|19|0.86
2018|0|S22101|S52080|19|0.86
2018|0|S22101|S52081|19|0.86
2018|0|S22101|S52090|19|0.86
2018|0|S22101|S52091|19|0.86
2018|0|S22101|S52100|19|0.86
2018|0|S22101|S52101|19|0.86
2018|0|S22101|S52110|19|0.86
2018|0|S22101|S52111|19|0.86
2018|0|S22101|S52120|19|0.86
2018|0|S22101|S52121|19|0.86
2018|0|S22101|S52180|19|0.86
2018|0|S22101|S52181|19|0.86
2018|0|S22101|S52190|19|0.86
2018|0|S22101|S52191|19|0.86
2018|0|S22101|S52200|19|0.86
2018|0|S22101|S52201|19|0.86
2018|0|S22101|S52300|19|0.86
2018|0|S22101|S52301|19|0.86
2018|0|S22101|S52400|19|0.86
2018|0|S22101|S52401|19|0.86
2018|0|S22101|S52500|19|0.86
2018|0|S22101|S52501|19|0.86
2018|0|S22101|S52580|19|0.86
2018|0|S22101|S52581|19|0.86
2018|0|S22101|S52590|19|0.86
2018|0|S22101|S52591|19|0.86
2018|0|S22101|S52600|19|0.86
2018|0|S22101|S52601|19|0.86
2018|0|S22101|S52700|19|0.86
2018|0|S22101|S52701|19|0.86
2018|0|S22101|S52800|19|0.86
2018|0|S22101|S52801|19|0.86
2018|0|S22101|S52900|19|0.86
2018|0|S22101|S52901|19|0.86
2018|0|S22101|S82100|19|1.04141
2018|0|S22101|S82101|19|1.04141
2018|0|S22101|S82200|19|1.04141
2018|0|S22101|S82201|19|1.04141
2018|0|S22101|S82300|19|1.04141
2018|0|S22101|S82301|19|1.04141
2018|0|S22101|S82400|19|1.04141
2018|0|S22101|S82401|19|1.04141
2018|0|S22101|S82700|19|1.04141
2018|0|S22101|S82701|19|1.04141
2018|0|S22101|S92000|19|1.0695
2018|0|S22101|S92001|19|1.0695
2018|0|S22101|S92100|19|1.0695
2018|0|S22101|S92101|19|1.0695
2018|0|S22101|S92200|19|1.0695
2018|0|S22101|S92201|19|1.0695
2018|0|S22101|S92210|19|1.0695
2018|0|S22101|S92211|19|1.0695
2018|0|S22101|S92220|19|1.0695
2018|0|S22101|S92221|19|1.0695
2018|0|S22101|S92290|19|1.0695
2018|0|S22101|S92291|19|1.0695
2018|0|S22101|S92300|19|1.0695
2018|0|S22101|S92301|19|1.0695
2018|0|S22101|S92400|19|1.0695
2018|0|S22101|S92401|19|1.0695
2018|0|S22101|S92500|19|1.0695
2018|0|S22101|S92501|19|1.0695
2018|0|S22101|S92700|19|1.0695
2018|0|S22101|S92701|19|1.0695
2018|0|S22101|S92900|19|1.0695
2018|0|S22101|S92901|19|1.0695
2018|0|S22101|T0220|19|0.86
2018|0|S22101|T0221|19|0.86
2018|0|S22101|T0230|19|1.04141
2018|0|S22101|T0231|19|1.04141
2018|0|S22101|T0240|19|0.86
2018|0|S22101|T0241|19|0.86
2018|0|S22101|T0250|19|1.04141
2018|0|S22101|T0251|19|1.04141
2018|0|S22101|T0261|19|1.04141
2018|0|S22101|T060|19|1.19567
2018|0|S22101|T061|19|1.19567
2018|0|S22300|S32000|19|0.91522
2018|0|S22300|S32001|19|0.91522
2018|0|S22300|S32010|19|0.91522
2018|0|S22300|S32011|19|0.91522
2018|0|S22300|S32020|19|0.91522
2018|0|S22300|S32021|19|0.91522
2018|0|S22300|S32030|19|0.91522
2018|0|S22300|S32031|19|0.91522
2018|0|S22300|S32040|19|0.91522
2018|0|S22300|S32041|19|0.91522
2018|0|S22300|S32090|19|0.91522
2018|0|S22300|S32091|19|0.91522
2018|0|S22300|S32100|19|1.16572
2018|0|S22300|S32101|19|1.16572
2018|0|S22300|S32200|19|1.16572
2018|0|S22300|S32201|19|1.16572
2018|0|S22300|S32300|19|0.96123
2018|0|S22300|S32301|19|0.96123
2018|0|S22300|S32400|19|0.96123
2018|0|S22300|S32401|19|0.96123
2018|0|S22300|S32500|19|0.96123
2018|0|S22300|S32501|19|0.96123
2018|0|S22300|S32700|19|0.91522
2018|0|S22300|S32701|19|0.91522
2018|0|S22300|S36100|19|0.8149
2018|0|S22300|S36101|19|0.8149
2018|0|S22300|S36110|19|0.8149
2018|0|S22300|S36111|19|0.8149
2018|0|S22300|S36120|19|0.8149
2018|0|S22300|S36121|19|0.8149
2018|0|S22300|S36130|19|0.8149
2018|0|S22300|S36131|19|0.8149
2018|0|S22300|S36140|19|0.8149
2018|0|S22300|S36141|19|0.8149
2018|0|S22300|S36150|19|0.8149
2018|0|S22300|S36151|19|0.8149
2018|0|S22300|S36160|19|0.8149
2018|0|S22300|S36161|19|0.8149
2018|0|S22300|S36170|19|0.8149
2018|0|S22300|S36171|19|0.8149
2018|0|S22300|S36180|19|0.8149
2018|0|S22300|S36181|19|0.8149
2018|0|S22300|S36190|19|0.8149
2018|0|S22300|S36191|19|0.8149
2018|0|S22300|S42100|19|0.8149
2018|0|S22300|S42101|19|0.8149
2018|0|S22300|S42110|19|0.8149
2018|0|S22300|S42111|19|0.8149
2018|0|S22300|S42120|19|0.8149
2018|0|S22300|S42121|19|0.8149
2018|0|S22300|S42180|19|0.8149
2018|0|S22300|S42181|19|0.8149
2018|0|S22300|S42190|19|0.8149
2018|0|S22300|S42191|19|0.8149
2018|0|S22300|S42200|19|0.91004
2018|0|S22300|S42201|19|0.91004
2018|0|S22300|S42210|19|0.91004
2018|0|S22300|S42211|19|0.91004
2018|0|S22300|S42220|19|0.91004
2018|0|S22300|S42221|19|0.91004
2018|0|S22300|S42280|19|0.91004
2018|0|S22300|S42281|19|0.91004
2018|0|S22300|S42290|19|0.91004
2018|0|S22300|S42291|19|0.91004
2018|0|S22300|S42300|19|0.91004
2018|0|S22300|S42301|19|0.91004
2018|0|S22300|S42390|19|0.91004
2018|0|S22300|S42391|19|0.91004
2018|0|S22300|S42400|19|0.91004
2018|0|S22300|S42401|19|0.91004
2018|0|S22300|S42410|19|0.91004
2018|0|S22300|S42411|19|0.91004
2018|0|S22300|S42420|19|0.91004
2018|0|S22300|S42421|19|0.91004
2018|0|S22300|S42430|19|0.91004
2018|0|S22300|S42431|19|0.91004
2018|0|S22300|S42480|19|0.91004
2018|0|S22300|S42481|19|0.91004
2018|0|S22300|S42490|19|0.91004
2018|0|S22300|S42491|19|0.91004
2018|0|S22300|S42700|19|0.91004
2018|0|S22300|S42701|19|0.91004
2018|0|S22300|S92000|19|0.91532
2018|0|S22300|S92001|19|0.91532
2018|0|S22300|S92100|19|0.91532
2018|0|S22300|S92101|19|0.91532
2018|0|S22300|S92200|19|0.91532
2018|0|S22300|S92201|19|0.91532
2018|0|S22300|S92210|19|0.91532
2018|0|S22300|S92211|19|0.91532
2018|0|S22300|S92220|19|0.91532
2018|0|S22300|S92221|19|0.91532
2018|0|S22300|S92290|19|0.91532
2018|0|S22300|S92291|19|0.91532
2018|0|S22300|S92300|19|0.91532
2018|0|S22300|S92301|19|0.91532
2018|0|S22300|S92400|19|0.91532
2018|0|S22300|S92401|19|0.91532
2018|0|S22300|S92500|19|0.91532
2018|0|S22300|S92501|19|0.91532
2018|0|S22300|S92700|19|0.91532
2018|0|S22300|S92701|19|0.91532
2018|0|S22300|S92900|19|0.91532
2018|0|S22300|S92901|19|0.91532
2018|0|S22301|S32000|19|0.91522
2018|0|S22301|S32001|19|0.91522
2018|0|S22301|S32010|19|0.91522
2018|0|S22301|S32011|19|0.91522
2018|0|S22301|S32020|19|0.91522
2018|0|S22301|S32021|19|0.91522
2018|0|S22301|S32030|19|0.91522
2018|0|S22301|S32031|19|0.91522
2018|0|S22301|S32040|19|0.91522
2018|0|S22301|S32041|19|0.91522
2018|0|S22301|S32090|19|0.91522
2018|0|S22301|S32091|19|0.91522
2018|0|S22301|S32100|19|1.16572
2018|0|S22301|S32101|19|1.16572
2018|0|S22301|S32200|19|1.16572
2018|0|S22301|S32201|19|1.16572
2018|0|S22301|S32300|19|0.96123
2018|0|S22301|S32301|19|0.96123
2018|0|S22301|S32400|19|0.96123
2018|0|S22301|S32401|19|0.96123
2018|0|S22301|S32500|19|0.96123
2018|0|S22301|S32501|19|0.96123
2018|0|S22301|S32700|19|0.91522
2018|0|S22301|S32701|19|0.91522
2018|0|S22301|S36100|19|0.8149
2018|0|S22301|S36101|19|0.8149
2018|0|S22301|S36110|19|0.8149
2018|0|S22301|S36111|19|0.8149
2018|0|S22301|S36120|19|0.8149
2018|0|S22301|S36121|19|0.8149
2018|0|S22301|S36130|19|0.8149
2018|0|S22301|S36131|19|0.8149
2018|0|S22301|S36140|19|0.8149
2018|0|S22301|S36141|19|0.8149
2018|0|S22301|S36150|19|0.8149
2018|0|S22301|S36151|19|0.8149
2018|0|S22301|S36160|19|0.8149
2018|0|S22301|S36161|19|0.8149
2018|0|S22301|S36170|19|0.8149
2018|0|S22301|S36171|19|0.8149
2018|0|S22301|S36180|19|0.8149
2018|0|S22301|S36181|19|0.8149
2018|0|S22301|S36190|19|0.8149
2018|0|S22301|S36191|19|0.8149
2018|0|S22301|S42100|19|0.8149
2018|0|S22301|S42101|19|0.8149
2018|0|S22301|S42110|19|0.8149
2018|0|S22301|S42111|19|0.8149
2018|0|S22301|S42120|19|0.8149
2018|0|S22301|S42121|19|0.8149
2018|0|S22301|S42180|19|0.8149
2018|0|S22301|S42181|19|0.8149
2018|0|S22301|S42190|19|0.8149
2018|0|S22301|S42191|19|0.8149
2018|0|S22301|S42200|19|0.91004
2018|0|S22301|S42201|19|0.91004
2018|0|S22301|S42210|19|0.91004
2018|0|S22301|S42211|19|0.91004
2018|0|S22301|S42220|19|0.91004
2018|0|S22301|S42221|19|0.91004
2018|0|S22301|S42280|19|0.91004
2018|0|S22301|S42281|19|0.91004
2018|0|S22301|S42290|19|0.91004
2018|0|S22301|S42291|19|0.91004
2018|0|S22301|S42300|19|0.91004
2018|0|S22301|S42301|19|0.91004
2018|0|S22301|S42390|19|0.91004
2018|0|S22301|S42391|19|0.91004
2018|0|S22301|S42400|19|0.91004
2018|0|S22301|S42401|19|0.91004
2018|0|S22301|S42410|19|0.91004
2018|0|S22301|S42411|19|0.91004
2018|0|S22301|S42420|19|0.91004
2018|0|S22301|S42421|19|0.91004
2018|0|S22301|S42430|19|0.91004
2018|0|S22301|S42431|19|0.91004
2018|0|S22301|S42480|19|0.91004
2018|0|S22301|S42481|19|0.91004
2018|0|S22301|S42490|19|0.91004
2018|0|S22301|S42491|19|0.91004
2018|0|S22301|S42700|19|0.91004
2018|0|S22301|S42701|19|0.91004
2018|0|S22301|S92000|19|0.91532
2018|0|S22301|S92001|19|0.91532
2018|0|S22301|S92100|19|0.91532
2018|0|S22301|S92101|19|0.91532
2018|0|S22301|S92200|19|0.91532
2018|0|S22301|S92201|19|0.91532
2018|0|S22301|S92210|19|0.91532
2018|0|S22301|S92211|19|0.91532
2018|0|S22301|S92220|19|0.91532
2018|0|S22301|S92221|19|0.91532
2018|0|S22301|S92290|19|0.91532
2018|0|S22301|S92291|19|0.91532
2018|0|S22301|S92300|19|0.91532
2018|0|S22301|S92301|19|0.91532
2018|0|S22301|S92400|19|0.91532
2018|0|S22301|S92401|19|0.91532
2018|0|S22301|S92500|19|0.91532
2018|0|S22301|S92501|19|0.91532
2018|0|S22301|S92700|19|0.91532
2018|0|S22301|S92701|19|0.91532
2018|0|S22301|S92900|19|0.91532
2018|0|S22301|S92901|19|0.91532
2018|0|S22400|S32000|19|0.91522
2018|0|S22400|S32001|19|0.91522
2018|0|S22400|S32010|19|0.91522
2018|0|S22400|S32011|19|0.91522
2018|0|S22400|S32020|19|0.91522
2018|0|S22400|S32021|19|0.91522
2018|0|S22400|S32030|19|0.91522
2018|0|S22400|S32031|19|0.91522
2018|0|S22400|S32040|19|0.91522
2018|0|S22400|S32041|19|0.91522
2018|0|S22400|S32090|19|0.91522
2018|0|S22400|S32091|19|0.91522
2018|0|S22400|S32100|19|1.16572
2018|0|S22400|S32101|19|1.16572
2018|0|S22400|S32200|19|1.16572
2018|0|S22400|S32201|19|1.16572
2018|0|S22400|S32300|19|0.96123
2018|0|S22400|S32301|19|0.96123
2018|0|S22400|S32400|19|0.96123
2018|0|S22400|S32401|19|0.96123
2018|0|S22400|S32500|19|0.96123
2018|0|S22400|S32501|19|0.96123
2018|0|S22400|S32700|19|0.91522
2018|0|S22400|S32701|19|0.91522
2018|0|S22400|S36100|19|0.8149
2018|0|S22400|S36101|19|0.8149
2018|0|S22400|S36110|19|0.8149
2018|0|S22400|S36111|19|0.8149
2018|0|S22400|S36120|19|0.8149
2018|0|S22400|S36121|19|0.8149
2018|0|S22400|S36130|19|0.8149
2018|0|S22400|S36131|19|0.8149
2018|0|S22400|S36140|19|0.8149
2018|0|S22400|S36141|19|0.8149
2018|0|S22400|S36150|19|0.8149
2018|0|S22400|S36151|19|0.8149
2018|0|S22400|S36160|19|0.8149
2018|0|S22400|S36161|19|0.8149
2018|0|S22400|S36170|19|0.8149
2018|0|S22400|S36171|19|0.8149
2018|0|S22400|S36180|19|0.8149
2018|0|S22400|S36181|19|0.8149
2018|0|S22400|S36190|19|0.8149
2018|0|S22400|S36191|19|0.8149
2018|0|S22400|S42100|19|0.8149
2018|0|S22400|S42101|19|0.8149
2018|0|S22400|S42110|19|0.8149
2018|0|S22400|S42111|19|0.8149
2018|0|S22400|S42120|19|0.8149
2018|0|S22400|S42121|19|0.8149
2018|0|S22400|S42180|19|0.8149
2018|0|S22400|S42181|19|0.8149
2018|0|S22400|S42190|19|0.8149
2018|0|S22400|S42191|19|0.8149
2018|0|S22400|S42200|19|0.91004
2018|0|S22400|S42201|19|0.91004
2018|0|S22400|S42210|19|0.91004
2018|0|S22400|S42211|19|0.91004
2018|0|S22400|S42220|19|0.91004
2018|0|S22400|S42221|19|0.91004
2018|0|S22400|S42280|19|0.91004
2018|0|S22400|S42281|19|0.91004
2018|0|S22400|S42290|19|0.91004
2018|0|S22400|S42291|19|0.91004
2018|0|S22400|S42300|19|0.91004
2018|0|S22400|S42301|19|0.91004
2018|0|S22400|S42390|19|0.91004
2018|0|S22400|S42391|19|0.91004
2018|0|S22400|S42400|19|0.91004
2018|0|S22400|S42401|19|0.91004
2018|0|S22400|S42410|19|0.91004
2018|0|S22400|S42411|19|0.91004
2018|0|S22400|S42420|19|0.91004
2018|0|S22400|S42421|19|0.91004
2018|0|S22400|S42430|19|0.91004
2018|0|S22400|S42431|19|0.91004
2018|0|S22400|S42480|19|0.91004
2018|0|S22400|S42481|19|0.91004
2018|0|S22400|S42490|19|0.91004
2018|0|S22400|S42491|19|0.91004
2018|0|S22400|S42700|19|0.91004
2018|0|S22400|S42701|19|0.91004
2018|0|S22400|S92000|19|0.91532
2018|0|S22400|S92001|19|0.91532
2018|0|S22400|S92100|19|0.91532
2018|0|S22400|S92101|19|0.91532
2018|0|S22400|S92200|19|0.91532
2018|0|S22400|S92201|19|0.91532
2018|0|S22400|S92210|19|0.91532
2018|0|S22400|S92211|19|0.91532
2018|0|S22400|S92220|19|0.91532
2018|0|S22400|S92221|19|0.91532
2018|0|S22400|S92290|19|0.91532
2018|0|S22400|S92291|19|0.91532
2018|0|S22400|S92300|19|0.91532
2018|0|S22400|S92301|19|0.91532
2018|0|S22400|S92400|19|0.91532
2018|0|S22400|S92401|19|0.91532
2018|0|S22400|S92500|19|0.91532
2018|0|S22400|S92501|19|0.91532
2018|0|S22400|S92700|19|0.91532
2018|0|S22400|S92701|19|0.91532
2018|0|S22400|S92900|19|0.91532
2018|0|S22400|S92901|19|0.91532
2018|0|S22401|S32000|19|0.91522
2018|0|S22401|S32001|19|0.91522
2018|0|S22401|S32010|19|0.91522
2018|0|S22401|S32011|19|0.91522
2018|0|S22401|S32020|19|0.91522
2018|0|S22401|S32021|19|0.91522
2018|0|S22401|S32030|19|0.91522
2018|0|S22401|S32031|19|0.91522
2018|0|S22401|S32040|19|0.91522
2018|0|S22401|S32041|19|0.91522
2018|0|S22401|S32090|19|0.91522
2018|0|S22401|S32091|19|0.91522
2018|0|S22401|S32100|19|1.16572
2018|0|S22401|S32101|19|1.16572
2018|0|S22401|S32200|19|1.16572
2018|0|S22401|S32201|19|1.16572
2018|0|S22401|S32300|19|0.96123
2018|0|S22401|S32301|19|0.96123
2018|0|S22401|S32400|19|0.96123
2018|0|S22401|S32401|19|0.96123
2018|0|S22401|S32500|19|0.96123
2018|0|S22401|S32501|19|0.96123
2018|0|S22401|S32700|19|0.91522
2018|0|S22401|S32701|19|0.91522
2018|0|S22401|S36100|19|0.8149
2018|0|S22401|S36101|19|0.8149
2018|0|S22401|S36110|19|0.8149
2018|0|S22401|S36111|19|0.8149
2018|0|S22401|S36120|19|0.8149
2018|0|S22401|S36121|19|0.8149
2018|0|S22401|S36130|19|0.8149
2018|0|S22401|S36131|19|0.8149
2018|0|S22401|S36140|19|0.8149
2018|0|S22401|S36141|19|0.8149
2018|0|S22401|S36150|19|0.8149
2018|0|S22401|S36151|19|0.8149
2018|0|S22401|S36160|19|0.8149
2018|0|S22401|S36161|19|0.8149
2018|0|S22401|S36170|19|0.8149
2018|0|S22401|S36171|19|0.8149
2018|0|S22401|S36180|19|0.8149
2018|0|S22401|S36181|19|0.8149
2018|0|S22401|S36190|19|0.8149
2018|0|S22401|S36191|19|0.8149
2018|0|S22401|S42100|19|0.8149
2018|0|S22401|S42101|19|0.8149
2018|0|S22401|S42110|19|0.8149
2018|0|S22401|S42111|19|0.8149
2018|0|S22401|S42120|19|0.8149
2018|0|S22401|S42121|19|0.8149
2018|0|S22401|S42180|19|0.8149
2018|0|S22401|S42181|19|0.8149
2018|0|S22401|S42190|19|0.8149
2018|0|S22401|S42191|19|0.8149
2018|0|S22401|S42200|19|0.91004
2018|0|S22401|S42201|19|0.91004
2018|0|S22401|S42210|19|0.91004
2018|0|S22401|S42211|19|0.91004
2018|0|S22401|S42220|19|0.91004
2018|0|S22401|S42221|19|0.91004
2018|0|S22401|S42280|19|0.91004
2018|0|S22401|S42281|19|0.91004
2018|0|S22401|S42290|19|0.91004
2018|0|S22401|S42291|19|0.91004
2018|0|S22401|S42300|19|0.91004
2018|0|S22401|S42301|19|0.91004
2018|0|S22401|S42390|19|0.91004
2018|0|S22401|S42391|19|0.91004
2018|0|S22401|S42400|19|0.91004
2018|0|S22401|S42401|19|0.91004
2018|0|S22401|S42410|19|0.91004
2018|0|S22401|S42411|19|0.91004
2018|0|S22401|S42420|19|0.91004
2018|0|S22401|S42421|19|0.91004
2018|0|S22401|S42430|19|0.91004
2018|0|S22401|S42431|19|0.91004
2018|0|S22401|S42480|19|0.91004
2018|0|S22401|S42481|19|0.91004
2018|0|S22401|S42490|19|0.91004
2018|0|S22401|S42491|19|0.91004
2018|0|S22401|S42700|19|0.91004
2018|0|S22401|S42701|19|0.91004
2018|0|S22401|S92000|19|0.91532
2018|0|S22401|S92001|19|0.91532
2018|0|S22401|S92100|19|0.91532
2018|0|S22401|S92101|19|0.91532
2018|0|S22401|S92200|19|0.91532
2018|0|S22401|S92201|19|0.91532
2018|0|S22401|S92210|19|0.91532
2018|0|S22401|S92211|19|0.91532
2018|0|S22401|S92220|19|0.91532
2018|0|S22401|S92221|19|0.91532
2018|0|S22401|S92290|19|0.91532
2018|0|S22401|S92291|19|0.91532
2018|0|S22401|S92300|19|0.91532
2018|0|S22401|S92301|19|0.91532
2018|0|S22401|S92400|19|0.91532
2018|0|S22401|S92401|19|0.91532
2018|0|S22401|S92500|19|0.91532
2018|0|S22401|S92501|19|0.91532
2018|0|S22401|S92700|19|0.91532
2018|0|S22401|S92701|19|0.91532
2018|0|S22401|S92900|19|0.91532
2018|0|S22401|S92901|19|0.91532
2018|0|S22410|S32000|19|0.91522
2018|0|S22410|S32001|19|0.91522
2018|0|S22410|S32010|19|0.91522
2018|0|S22410|S32011|19|0.91522
2018|0|S22410|S32020|19|0.91522
2018|0|S22410|S32021|19|0.91522
2018|0|S22410|S32030|19|0.91522
2018|0|S22410|S32031|19|0.91522
2018|0|S22410|S32040|19|0.91522
2018|0|S22410|S32041|19|0.91522
2018|0|S22410|S32090|19|0.91522
2018|0|S22410|S32091|19|0.91522
2018|0|S22410|S32100|19|1.16572
2018|0|S22410|S32101|19|1.16572
2018|0|S22410|S32200|19|1.16572
2018|0|S22410|S32201|19|1.16572
2018|0|S22410|S32300|19|0.96123
2018|0|S22410|S32301|19|0.96123
2018|0|S22410|S32400|19|0.96123
2018|0|S22410|S32401|19|0.96123
2018|0|S22410|S32500|19|0.96123
2018|0|S22410|S32501|19|0.96123
2018|0|S22410|S32700|19|0.91522
2018|0|S22410|S32701|19|0.91522
2018|0|S22410|S36100|19|0.8149
2018|0|S22410|S36101|19|0.8149
2018|0|S22410|S36110|19|0.8149
2018|0|S22410|S36111|19|0.8149
2018|0|S22410|S36120|19|0.8149
2018|0|S22410|S36121|19|0.8149
2018|0|S22410|S36130|19|0.8149
2018|0|S22410|S36131|19|0.8149
2018|0|S22410|S36140|19|0.8149
2018|0|S22410|S36141|19|0.8149
2018|0|S22410|S36150|19|0.8149
2018|0|S22410|S36151|19|0.8149
2018|0|S22410|S36160|19|0.8149
2018|0|S22410|S36161|19|0.8149
2018|0|S22410|S36170|19|0.8149
2018|0|S22410|S36171|19|0.8149
2018|0|S22410|S36180|19|0.8149
2018|0|S22410|S36181|19|0.8149
2018|0|S22410|S36190|19|0.8149
2018|0|S22410|S36191|19|0.8149
2018|0|S22410|S42100|19|0.8149
2018|0|S22410|S42101|19|0.8149
2018|0|S22410|S42110|19|0.8149
2018|0|S22410|S42111|19|0.8149
2018|0|S22410|S42120|19|0.8149
2018|0|S22410|S42121|19|0.8149
2018|0|S22410|S42180|19|0.8149
2018|0|S22410|S42181|19|0.8149
2018|0|S22410|S42190|19|0.8149
2018|0|S22410|S42191|19|0.8149
2018|0|S22410|S42200|19|0.91004
2018|0|S22410|S42201|19|0.91004
2018|0|S22410|S42210|19|0.91004
2018|0|S22410|S42211|19|0.91004
2018|0|S22410|S42220|19|0.91004
2018|0|S22410|S42221|19|0.91004
2018|0|S22410|S42280|19|0.91004
2018|0|S22410|S42281|19|0.91004
2018|0|S22410|S42290|19|0.91004
2018|0|S22410|S42291|19|0.91004
2018|0|S22410|S42300|19|0.91004
2018|0|S22410|S42301|19|0.91004
2018|0|S22410|S42390|19|0.91004
2018|0|S22410|S42391|19|0.91004
2018|0|S22410|S42400|19|0.91004
2018|0|S22410|S42401|19|0.91004
2018|0|S22410|S42410|19|0.91004
2018|0|S22410|S42411|19|0.91004
2018|0|S22410|S42420|19|0.91004
2018|0|S22410|S42421|19|0.91004
2018|0|S22410|S42430|19|0.91004
2018|0|S22410|S42431|19|0.91004
2018|0|S22410|S42480|19|0.91004
2018|0|S22410|S42481|19|0.91004
2018|0|S22410|S42490|19|0.91004
2018|0|S22410|S42491|19|0.91004
2018|0|S22410|S42700|19|0.91004
2018|0|S22410|S42701|19|0.91004
2018|0|S22410|S92000|19|0.91532
2018|0|S22410|S92001|19|0.91532
2018|0|S22410|S92100|19|0.91532
2018|0|S22410|S92101|19|0.91532
2018|0|S22410|S92200|19|0.91532
2018|0|S22410|S92201|19|0.91532
2018|0|S22410|S92210|19|0.91532
2018|0|S22410|S92211|19|0.91532
2018|0|S22410|S92220|19|0.91532
2018|0|S22410|S92221|19|0.91532
2018|0|S22410|S92290|19|0.91532
2018|0|S22410|S92291|19|0.91532
2018|0|S22410|S92300|19|0.91532
2018|0|S22410|S92301|19|0.91532
2018|0|S22410|S92400|19|0.91532
2018|0|S22410|S92401|19|0.91532
2018|0|S22410|S92500|19|0.91532
2018|0|S22410|S92501|19|0.91532
2018|0|S22410|S92700|19|0.91532
2018|0|S22410|S92701|19|0.91532
2018|0|S22410|S92900|19|0.91532
2018|0|S22410|S92901|19|0.91532
2018|0|S22411|S32000|19|0.91522
2018|0|S22411|S32001|19|0.91522
2018|0|S22411|S32010|19|0.91522
2018|0|S22411|S32011|19|0.91522
2018|0|S22411|S32020|19|0.91522
2018|0|S22411|S32021|19|0.91522
2018|0|S22411|S32030|19|0.91522
2018|0|S22411|S32031|19|0.91522
2018|0|S22411|S32040|19|0.91522
2018|0|S22411|S32041|19|0.91522
2018|0|S22411|S32090|19|0.91522
2018|0|S22411|S32091|19|0.91522
2018|0|S22411|S32100|19|1.16572
2018|0|S22411|S32101|19|1.16572
2018|0|S22411|S32200|19|1.16572
2018|0|S22411|S32201|19|1.16572
2018|0|S22411|S32300|19|0.96123
2018|0|S22411|S32301|19|0.96123
2018|0|S22411|S32400|19|0.96123
2018|0|S22411|S32401|19|0.96123
2018|0|S22411|S32500|19|0.96123
2018|0|S22411|S32501|19|0.96123
2018|0|S22411|S32700|19|0.91522
2018|0|S22411|S32701|19|0.91522
2018|0|S22411|S36100|19|0.8149
2018|0|S22411|S36101|19|0.8149
2018|0|S22411|S36110|19|0.8149
2018|0|S22411|S36111|19|0.8149
2018|0|S22411|S36120|19|0.8149
2018|0|S22411|S36121|19|0.8149
2018|0|S22411|S36130|19|0.8149
2018|0|S22411|S36131|19|0.8149
2018|0|S22411|S36140|19|0.8149
2018|0|S22411|S36141|19|0.8149
2018|0|S22411|S36150|19|0.8149
2018|0|S22411|S36151|19|0.8149
2018|0|S22411|S36160|19|0.8149
2018|0|S22411|S36161|19|0.8149
2018|0|S22411|S36170|19|0.8149
2018|0|S22411|S36171|19|0.8149
2018|0|S22411|S36180|19|0.8149
2018|0|S22411|S36181|19|0.8149
2018|0|S22411|S36190|19|0.8149
2018|0|S22411|S36191|19|0.8149
2018|0|S22411|S42100|19|0.8149
2018|0|S22411|S42101|19|0.8149
2018|0|S22411|S42110|19|0.8149
2018|0|S22411|S42111|19|0.8149
2018|0|S22411|S42120|19|0.8149
2018|0|S22411|S42121|19|0.8149
2018|0|S22411|S42180|19|0.8149
2018|0|S22411|S42181|19|0.8149
2018|0|S22411|S42190|19|0.8149
2018|0|S22411|S42191|19|0.8149
2018|0|S22411|S42200|19|0.91004
2018|0|S22411|S42201|19|0.91004
2018|0|S22411|S42210|19|0.91004
2018|0|S22411|S42211|19|0.91004
2018|0|S22411|S42220|19|0.91004
2018|0|S22411|S42221|19|0.91004
2018|0|S22411|S42280|19|0.91004
2018|0|S22411|S42281|19|0.91004
2018|0|S22411|S42290|19|0.91004
2018|0|S22411|S42291|19|0.91004
2018|0|S22411|S42300|19|0.91004
2018|0|S22411|S42301|19|0.91004
2018|0|S22411|S42390|19|0.91004
2018|0|S22411|S42391|19|0.91004
2018|0|S22411|S42400|19|0.91004
2018|0|S22411|S42401|19|0.91004
2018|0|S22411|S42410|19|0.91004
2018|0|S22411|S42411|19|0.91004
2018|0|S22411|S42420|19|0.91004
2018|0|S22411|S42421|19|0.91004
2018|0|S22411|S42430|19|0.91004
2018|0|S22411|S42431|19|0.91004
2018|0|S22411|S42480|19|0.91004
2018|0|S22411|S42481|19|0.91004
2018|0|S22411|S42490|19|0.91004
2018|0|S22411|S42491|19|0.91004
2018|0|S22411|S42700|19|0.91004
2018|0|S22411|S42701|19|0.91004
2018|0|S22411|S92000|19|0.91532
2018|0|S22411|S92001|19|0.91532
2018|0|S22411|S92100|19|0.91532
2018|0|S22411|S92101|19|0.91532
2018|0|S22411|S92200|19|0.91532
2018|0|S22411|S92201|19|0.91532
2018|0|S22411|S92210|19|0.91532
2018|0|S22411|S92211|19|0.91532
2018|0|S22411|S92220|19|0.91532
2018|0|S22411|S92221|19|0.91532
2018|0|S22411|S92290|19|0.91532
2018|0|S22411|S92291|19|0.91532
2018|0|S22411|S92300|19|0.91532
2018|0|S22411|S92301|19|0.91532
2018|0|S22411|S92400|19|0.91532
2018|0|S22411|S92401|19|0.91532
2018|0|S22411|S92500|19|0.91532
2018|0|S22411|S92501|19|0.91532
2018|0|S22411|S92700|19|0.91532
2018|0|S22411|S92701|19|0.91532
2018|0|S22411|S92900|19|0.91532
2018|0|S22411|S92901|19|0.91532
2018|0|S22490|S32000|19|0.91522
2018|0|S22490|S32001|19|0.91522
2018|0|S22490|S32010|19|0.91522
2018|0|S22490|S32011|19|0.91522
2018|0|S22490|S32020|19|0.91522
2018|0|S22490|S32021|19|0.91522
2018|0|S22490|S32030|19|0.91522
2018|0|S22490|S32031|19|0.91522
2018|0|S22490|S32040|19|0.91522
2018|0|S22490|S32041|19|0.91522
2018|0|S22490|S32090|19|0.91522
2018|0|S22490|S32091|19|0.91522
2018|0|S22490|S32100|19|1.16572
2018|0|S22490|S32101|19|1.16572
2018|0|S22490|S32200|19|1.16572
2018|0|S22490|S32201|19|1.16572
2018|0|S22490|S32300|19|0.96123
2018|0|S22490|S32301|19|0.96123
2018|0|S22490|S32400|19|0.96123
2018|0|S22490|S32401|19|0.96123
2018|0|S22490|S32500|19|0.96123
2018|0|S22490|S32501|19|0.96123
2018|0|S22490|S32700|19|0.91522
2018|0|S22490|S32701|19|0.91522
2018|0|S22490|S36100|19|0.8149
2018|0|S22490|S36101|19|0.8149
2018|0|S22490|S36110|19|0.8149
2018|0|S22490|S36111|19|0.8149
2018|0|S22490|S36120|19|0.8149
2018|0|S22490|S36121|19|0.8149
2018|0|S22490|S36130|19|0.8149
2018|0|S22490|S36131|19|0.8149
2018|0|S22490|S36140|19|0.8149
2018|0|S22490|S36141|19|0.8149
2018|0|S22490|S36150|19|0.8149
2018|0|S22490|S36151|19|0.8149
2018|0|S22490|S36160|19|0.8149
2018|0|S22490|S36161|19|0.8149
2018|0|S22490|S36170|19|0.8149
2018|0|S22490|S36171|19|0.8149
2018|0|S22490|S36180|19|0.8149
2018|0|S22490|S36181|19|0.8149
2018|0|S22490|S36190|19|0.8149
2018|0|S22490|S36191|19|0.8149
2018|0|S22490|S42100|19|0.8149
2018|0|S22490|S42101|19|0.8149
2018|0|S22490|S42110|19|0.8149
2018|0|S22490|S42111|19|0.8149
2018|0|S22490|S42120|19|0.8149
2018|0|S22490|S42121|19|0.8149
2018|0|S22490|S42180|19|0.8149
2018|0|S22490|S42181|19|0.8149
2018|0|S22490|S42190|19|0.8149
2018|0|S22490|S42191|19|0.8149
2018|0|S22490|S42200|19|0.91004
2018|0|S22490|S42201|19|0.91004
2018|0|S22490|S42210|19|0.91004
2018|0|S22490|S42211|19|0.91004
2018|0|S22490|S42220|19|0.91004
2018|0|S22490|S42221|19|0.91004
2018|0|S22490|S42280|19|0.91004
2018|0|S22490|S42281|19|0.91004
2018|0|S22490|S42290|19|0.91004
2018|0|S22490|S42291|19|0.91004
2018|0|S22490|S42300|19|0.91004
2018|0|S22490|S42301|19|0.91004
2018|0|S22490|S42390|19|0.91004
2018|0|S22490|S42391|19|0.91004
2018|0|S22490|S42400|19|0.91004
2018|0|S22490|S42401|19|0.91004
2018|0|S22490|S42410|19|0.91004
2018|0|S22490|S42411|19|0.91004
2018|0|S22490|S42420|19|0.91004
2018|0|S22490|S42421|19|0.91004
2018|0|S22490|S42430|19|0.91004
2018|0|S22490|S42431|19|0.91004
2018|0|S22490|S42480|19|0.91004
2018|0|S22490|S42481|19|0.91004
2018|0|S22490|S42490|19|0.91004
2018|0|S22490|S42491|19|0.91004
2018|0|S22490|S42700|19|0.91004
2018|0|S22490|S42701|19|0.91004
2018|0|S22490|S92000|19|0.91532
2018|0|S22490|S92001|19|0.91532
2018|0|S22490|S92100|19|0.91532
2018|0|S22490|S92101|19|0.91532
2018|0|S22490|S92200|19|0.91532
2018|0|S22490|S92201|19|0.91532
2018|0|S22490|S92210|19|0.91532
2018|0|S22490|S92211|19|0.91532
2018|0|S22490|S92220|19|0.91532
2018|0|S22490|S92221|19|0.91532
2018|0|S22490|S92290|19|0.91532
2018|0|S22490|S92291|19|0.91532
2018|0|S22490|S92300|19|0.91532
2018|0|S22490|S92301|19|0.91532
2018|0|S22490|S92400|19|0.91532
2018|0|S22490|S92401|19|0.91532
2018|0|S22490|S92500|19|0.91532
2018|0|S22490|S92501|19|0.91532
2018|0|S22490|S92700|19|0.91532
2018|0|S22490|S92701|19|0.91532
2018|0|S22490|S92900|19|0.91532
2018|0|S22490|S92901|19|0.91532
2018|0|S22491|S32000|19|0.91522
2018|0|S22491|S32001|19|0.91522
2018|0|S22491|S32010|19|0.91522
2018|0|S22491|S32011|19|0.91522
2018|0|S22491|S32020|19|0.91522
2018|0|S22491|S32021|19|0.91522
2018|0|S22491|S32030|19|0.91522
2018|0|S22491|S32031|19|0.91522
2018|0|S22491|S32040|19|0.91522
2018|0|S22491|S32041|19|0.91522
2018|0|S22491|S32090|19|0.91522
2018|0|S22491|S32091|19|0.91522
2018|0|S22491|S32100|19|1.16572
2018|0|S22491|S32101|19|1.16572
2018|0|S22491|S32200|19|1.16572
2018|0|S22491|S32201|19|1.16572
2018|0|S22491|S32300|19|0.96123
2018|0|S22491|S32301|19|0.96123
2018|0|S22491|S32400|19|0.96123
2018|0|S22491|S32401|19|0.96123
2018|0|S22491|S32500|19|0.96123
2018|0|S22491|S32501|19|0.96123
2018|0|S22491|S32700|19|0.91522
2018|0|S22491|S32701|19|0.91522
2018|0|S22491|S36100|19|0.8149
2018|0|S22491|S36101|19|0.8149
2018|0|S22491|S36110|19|0.8149
2018|0|S22491|S36111|19|0.8149
2018|0|S22491|S36120|19|0.8149
2018|0|S22491|S36121|19|0.8149
2018|0|S22491|S36130|19|0.8149
2018|0|S22491|S36131|19|0.8149
2018|0|S22491|S36140|19|0.8149
2018|0|S22491|S36141|19|0.8149
2018|0|S22491|S36150|19|0.8149
2018|0|S22491|S36151|19|0.8149
2018|0|S22491|S36160|19|0.8149
2018|0|S22491|S36161|19|0.8149
2018|0|S22491|S36170|19|0.8149
2018|0|S22491|S36171|19|0.8149
2018|0|S22491|S36180|19|0.8149
2018|0|S22491|S36181|19|0.8149
2018|0|S22491|S36190|19|0.8149
2018|0|S22491|S36191|19|0.8149
2018|0|S22491|S42100|19|0.8149
2018|0|S22491|S42101|19|0.8149
2018|0|S22491|S42110|19|0.8149
2018|0|S22491|S42111|19|0.8149
2018|0|S22491|S42120|19|0.8149
2018|0|S22491|S42121|19|0.8149
2018|0|S22491|S42180|19|0.8149
2018|0|S22491|S42181|19|0.8149
2018|0|S22491|S42190|19|0.8149
2018|0|S22491|S42191|19|0.8149
2018|0|S22491|S42200|19|0.91004
2018|0|S22491|S42201|19|0.91004
2018|0|S22491|S42210|19|0.91004
2018|0|S22491|S42211|19|0.91004
2018|0|S22491|S42220|19|0.91004
2018|0|S22491|S42221|19|0.91004
2018|0|S22491|S42280|19|0.91004
2018|0|S22491|S42281|19|0.91004
2018|0|S22491|S42290|19|0.91004
2018|0|S22491|S42291|19|0.91004
2018|0|S22491|S42300|19|0.91004
2018|0|S22491|S42301|19|0.91004
2018|0|S22491|S42390|19|0.91004
2018|0|S22491|S42391|19|0.91004
2018|0|S22491|S42400|19|0.91004
2018|0|S22491|S42401|19|0.91004
2018|0|S22491|S42410|19|0.91004
2018|0|S22491|S42411|19|0.91004
2018|0|S22491|S42420|19|0.91004
2018|0|S22491|S42421|19|0.91004
2018|0|S22491|S42430|19|0.91004
2018|0|S22491|S42431|19|0.91004
2018|0|S22491|S42480|19|0.91004
2018|0|S22491|S42481|19|0.91004
2018|0|S22491|S42490|19|0.91004
2018|0|S22491|S42491|19|0.91004
2018|0|S22491|S42700|19|0.91004
2018|0|S22491|S42701|19|0.91004
2018|0|S22491|S92000|19|0.91532
2018|0|S22491|S92001|19|0.91532
2018|0|S22491|S92100|19|0.91532
2018|0|S22491|S92101|19|0.91532
2018|0|S22491|S92200|19|0.91532
2018|0|S22491|S92201|19|0.91532
2018|0|S22491|S92210|19|0.91532
2018|0|S22491|S92211|19|0.91532
2018|0|S22491|S92220|19|0.91532
2018|0|S22491|S92221|19|0.91532
2018|0|S22491|S92290|19|0.91532
2018|0|S22491|S92291|19|0.91532
2018|0|S22491|S92300|19|0.91532
2018|0|S22491|S92301|19|0.91532
2018|0|S22491|S92400|19|0.91532
2018|0|S22491|S92401|19|0.91532
2018|0|S22491|S92500|19|0.91532
2018|0|S22491|S92501|19|0.91532
2018|0|S22491|S92700|19|0.91532
2018|0|S22491|S92701|19|0.91532
2018|0|S22491|S92900|19|0.91532
2018|0|S22491|S92901|19|0.91532
2018|0|S240|S32000|19|1.19567
2018|0|S240|S32001|19|1.19567
2018|0|S240|S32010|19|1.19567
2018|0|S240|S32011|19|1.19567
2018|0|S240|S32020|19|1.19567
2018|0|S240|S32021|19|1.19567
2018|0|S240|S32030|19|1.19567
2018|0|S240|S32031|19|1.19567
2018|0|S240|S32040|19|1.19567
2018|0|S240|S32041|19|1.19567
2018|0|S240|S32090|19|1.19567
2018|0|S240|S32091|19|1.19567
2018|0|S240|S32700|19|1.19567
2018|0|S240|S32701|19|1.19567
2018|0|S2410|S32000|19|1.19567
2018|0|S2410|S32001|19|1.19567
2018|0|S2410|S32010|19|1.19567
2018|0|S2410|S32011|19|1.19567
2018|0|S2410|S32020|19|1.19567
2018|0|S2410|S32021|19|1.19567
2018|0|S2410|S32030|19|1.19567
2018|0|S2410|S32031|19|1.19567
2018|0|S2410|S32040|19|1.19567
2018|0|S2410|S32041|19|1.19567
2018|0|S2410|S32090|19|1.19567
2018|0|S2410|S32091|19|1.19567
2018|0|S2410|S32700|19|1.19567
2018|0|S2410|S32701|19|1.19567
2018|0|S2411|S32000|19|1.19567
2018|0|S2411|S32001|19|1.19567
2018|0|S2411|S32010|19|1.19567
2018|0|S2411|S32011|19|1.19567
2018|0|S2411|S32020|19|1.19567
2018|0|S2411|S32021|19|1.19567
2018|0|S2411|S32030|19|1.19567
2018|0|S2411|S32031|19|1.19567
2018|0|S2411|S32040|19|1.19567
2018|0|S2411|S32041|19|1.19567
2018|0|S2411|S32090|19|1.19567
2018|0|S2411|S32091|19|1.19567
2018|0|S2411|S32700|19|1.19567
2018|0|S2411|S32701|19|1.19567
2018|0|S2412|S32000|19|1.19567
2018|0|S2412|S32001|19|1.19567
2018|0|S2412|S32010|19|1.19567
2018|0|S2412|S32011|19|1.19567
2018|0|S2412|S32020|19|1.19567
2018|0|S2412|S32021|19|1.19567
2018|0|S2412|S32030|19|1.19567
2018|0|S2412|S32031|19|1.19567
2018|0|S2412|S32040|19|1.19567
2018|0|S2412|S32041|19|1.19567
2018|0|S2412|S32090|19|1.19567
2018|0|S2412|S32091|19|1.19567
2018|0|S2412|S32700|19|1.19567
2018|0|S2412|S32701|19|1.19567
2018|0|S2413|S32000|19|1.19567
2018|0|S2413|S32001|19|1.19567
2018|0|S2413|S32010|19|1.19567
2018|0|S2413|S32011|19|1.19567
2018|0|S2413|S32020|19|1.19567
2018|0|S2413|S32021|19|1.19567
2018|0|S2413|S32030|19|1.19567
2018|0|S2413|S32031|19|1.19567
2018|0|S2413|S32040|19|1.19567
2018|0|S2413|S32041|19|1.19567
2018|0|S2413|S32090|19|1.19567
2018|0|S2413|S32091|19|1.19567
2018|0|S2413|S32700|19|1.19567
2018|0|S2413|S32701|19|1.19567
2018|0|S2418|S32000|19|1.19567
2018|0|S2418|S32001|19|1.19567
2018|0|S2418|S32010|19|1.19567
2018|0|S2418|S32011|19|1.19567
2018|0|S2418|S32020|19|1.19567
2018|0|S2418|S32021|19|1.19567
2018|0|S2418|S32030|19|1.19567
2018|0|S2418|S32031|19|1.19567
2018|0|S2418|S32040|19|1.19567
2018|0|S2418|S32041|19|1.19567
2018|0|S2418|S32090|19|1.19567
2018|0|S2418|S32091|19|1.19567
2018|0|S2418|S32700|19|1.19567
2018|0|S2418|S32701|19|1.19567
2018|0|S2419|S32000|19|1.19567
2018|0|S2419|S32001|19|1.19567
2018|0|S2419|S32010|19|1.19567
2018|0|S2419|S32011|19|1.19567
2018|0|S2419|S32020|19|1.19567
2018|0|S2419|S32021|19|1.19567
2018|0|S2419|S32030|19|1.19567
2018|0|S2419|S32031|19|1.19567
2018|0|S2419|S32040|19|1.19567
2018|0|S2419|S32041|19|1.19567
2018|0|S2419|S32090|19|1.19567
2018|0|S2419|S32091|19|1.19567
2018|0|S2419|S32700|19|1.19567
2018|0|S2419|S32701|19|1.19567
2018|0|S32000|S32300|19|0.77415
2018|0|S32000|S32301|19|0.77415
2018|0|S32000|S32400|19|0.77415
2018|0|S32000|S32401|19|0.77415
2018|0|S32000|S32500|19|0.77415
2018|0|S32000|S32501|19|0.77415
2018|0|S32000|S340|19|1.19567
2018|0|S32000|S3410|19|1.19567
2018|0|S32000|S3411|19|1.19567
2018|0|S32000|S3412|19|1.19567
2018|0|S32000|S3413|19|1.19567
2018|0|S32000|S3418|19|1.19567
2018|0|S32000|S3419|19|1.19567
2018|0|S32000|S42000|19|0.85938
2018|0|S32000|S42001|19|0.85938
2018|0|S32000|S42010|19|0.85938
2018|0|S32000|S42011|19|0.85938
2018|0|S32000|S42020|19|0.85938
2018|0|S32000|S42021|19|0.85938
2018|0|S32000|S42090|19|0.85938
2018|0|S32000|S42091|19|0.85938
2018|0|S32000|S42100|19|2.2427
2018|0|S32000|S42101|19|2.2427
2018|0|S32000|S42110|19|2.2427
2018|0|S32000|S42111|19|2.2427
2018|0|S32000|S42120|19|2.2427
2018|0|S32000|S42121|19|2.2427
2018|0|S32000|S42180|19|2.2427
2018|0|S32000|S42181|19|2.2427
2018|0|S32000|S42190|19|2.2427
2018|0|S32000|S42191|19|2.2427
2018|0|S32000|S52000|19|0.86
2018|0|S32000|S52001|19|0.86
2018|0|S32000|S52010|19|0.86
2018|0|S32000|S52011|19|0.86
2018|0|S32000|S52020|19|0.86
2018|0|S32000|S52021|19|0.86
2018|0|S32000|S52080|19|0.86
2018|0|S32000|S52081|19|0.86
2018|0|S32000|S52090|19|0.86
2018|0|S32000|S52091|19|0.86
2018|0|S32000|S52100|19|0.86
2018|0|S32000|S52101|19|0.86
2018|0|S32000|S52110|19|0.86
2018|0|S32000|S52111|19|0.86
2018|0|S32000|S52120|19|0.86
2018|0|S32000|S52121|19|0.86
2018|0|S32000|S52180|19|0.86
2018|0|S32000|S52181|19|0.86
2018|0|S32000|S52190|19|0.86
2018|0|S32000|S52191|19|0.86
2018|0|S32000|S52200|19|0.86
2018|0|S32000|S52201|19|0.86
2018|0|S32000|S52300|19|0.86
2018|0|S32000|S52301|19|0.86
2018|0|S32000|S52400|19|0.86
2018|0|S32000|S52401|19|0.86
2018|0|S32000|S52500|19|0.86
2018|0|S32000|S52501|19|0.86
2018|0|S32000|S52580|19|0.86
2018|0|S32000|S52581|19|0.86
2018|0|S32000|S52590|19|0.86
2018|0|S32000|S52591|19|0.86
2018|0|S32000|S52600|19|0.86
2018|0|S32000|S52601|19|0.86
2018|0|S32000|S52700|19|0.86
2018|0|S32000|S52701|19|0.86
2018|0|S32000|S52800|19|0.86
2018|0|S32000|S52801|19|0.86
2018|0|S32000|S52900|19|0.86
2018|0|S32000|S52901|19|0.86
2018|0|S32000|S82100|19|1.04141
2018|0|S32000|S82101|19|1.04141
2018|0|S32000|S82200|19|1.04141
2018|0|S32000|S82201|19|1.04141
2018|0|S32000|S82300|19|1.04141
2018|0|S32000|S82301|19|1.04141
2018|0|S32000|S82400|19|1.04141
2018|0|S32000|S82401|19|1.04141
2018|0|S32000|S82700|19|1.04141
2018|0|S32000|S82701|19|1.04141
2018|0|S32000|S92000|19|1.0695
2018|0|S32000|S92001|19|1.0695
2018|0|S32000|S92100|19|1.0695
2018|0|S32000|S92101|19|1.0695
2018|0|S32000|S92200|19|1.0695
2018|0|S32000|S92201|19|1.0695
2018|0|S32000|S92210|19|1.0695
2018|0|S32000|S92211|19|1.0695
2018|0|S32000|S92220|19|1.0695
2018|0|S32000|S92221|19|1.0695
2018|0|S32000|S92290|19|1.0695
2018|0|S32000|S92291|19|1.0695
2018|0|S32000|S92300|19|1.0695
2018|0|S32000|S92301|19|1.0695
2018|0|S32000|S92400|19|1.0695
2018|0|S32000|S92401|19|1.0695
2018|0|S32000|S92500|19|1.0695
2018|0|S32000|S92501|19|1.0695
2018|0|S32000|S92700|19|1.0695
2018|0|S32000|S92701|19|1.0695
2018|0|S32000|S92900|19|1.0695
2018|0|S32000|S92901|19|1.0695
2018|0|S32000|T0220|19|0.86
2018|0|S32000|T0221|19|0.86
2018|0|S32000|T0230|19|1.04141
2018|0|S32000|T0231|19|1.04141
2018|0|S32000|T0240|19|0.86
2018|0|S32000|T0241|19|0.86
2018|0|S32000|T0250|19|1.04141
2018|0|S32000|T0251|19|1.04141
2018|0|S32000|T0261|19|1.04141
2018|0|S32000|T060|19|1.19567
2018|0|S32000|T061|19|1.19567
2018|0|S32001|S32300|19|0.77415
2018|0|S32001|S32301|19|0.77415
2018|0|S32001|S32400|19|0.77415
2018|0|S32001|S32401|19|0.77415
2018|0|S32001|S32500|19|0.77415
2018|0|S32001|S32501|19|0.77415
2018|0|S32001|S340|19|1.19567
2018|0|S32001|S3410|19|1.19567
2018|0|S32001|S3411|19|1.19567
2018|0|S32001|S3412|19|1.19567
2018|0|S32001|S3413|19|1.19567
2018|0|S32001|S3418|19|1.19567
2018|0|S32001|S3419|19|1.19567
2018|0|S32001|S42000|19|0.85938
2018|0|S32001|S42001|19|0.85938
2018|0|S32001|S42010|19|0.85938
2018|0|S32001|S42011|19|0.85938
2018|0|S32001|S42020|19|0.85938
2018|0|S32001|S42021|19|0.85938
2018|0|S32001|S42090|19|0.85938
2018|0|S32001|S42091|19|0.85938
2018|0|S32001|S42100|19|2.2427
2018|0|S32001|S42101|19|2.2427
2018|0|S32001|S42110|19|2.2427
2018|0|S32001|S42111|19|2.2427
2018|0|S32001|S42120|19|2.2427
2018|0|S32001|S42121|19|2.2427
2018|0|S32001|S42180|19|2.2427
2018|0|S32001|S42181|19|2.2427
2018|0|S32001|S42190|19|2.2427
2018|0|S32001|S42191|19|2.2427
2018|0|S32001|S52000|19|0.86
2018|0|S32001|S52001|19|0.86
2018|0|S32001|S52010|19|0.86
2018|0|S32001|S52011|19|0.86
2018|0|S32001|S52020|19|0.86
2018|0|S32001|S52021|19|0.86
2018|0|S32001|S52080|19|0.86
2018|0|S32001|S52081|19|0.86
2018|0|S32001|S52090|19|0.86
2018|0|S32001|S52091|19|0.86
2018|0|S32001|S52100|19|0.86
2018|0|S32001|S52101|19|0.86
2018|0|S32001|S52110|19|0.86
2018|0|S32001|S52111|19|0.86
2018|0|S32001|S52120|19|0.86
2018|0|S32001|S52121|19|0.86
2018|0|S32001|S52180|19|0.86
2018|0|S32001|S52181|19|0.86
2018|0|S32001|S52190|19|0.86
2018|0|S32001|S52191|19|0.86
2018|0|S32001|S52200|19|0.86
2018|0|S32001|S52201|19|0.86
2018|0|S32001|S52300|19|0.86
2018|0|S32001|S52301|19|0.86
2018|0|S32001|S52400|19|0.86
2018|0|S32001|S52401|19|0.86
2018|0|S32001|S52500|19|0.86
2018|0|S32001|S52501|19|0.86
2018|0|S32001|S52580|19|0.86
2018|0|S32001|S52581|19|0.86
2018|0|S32001|S52590|19|0.86
2018|0|S32001|S52591|19|0.86
2018|0|S32001|S52600|19|0.86
2018|0|S32001|S52601|19|0.86
2018|0|S32001|S52700|19|0.86
2018|0|S32001|S52701|19|0.86
2018|0|S32001|S52800|19|0.86
2018|0|S32001|S52801|19|0.86
2018|0|S32001|S52900|19|0.86
2018|0|S32001|S52901|19|0.86
2018|0|S32001|S82100|19|1.04141
2018|0|S32001|S82101|19|1.04141
2018|0|S32001|S82200|19|1.04141
2018|0|S32001|S82201|19|1.04141
2018|0|S32001|S82300|19|1.04141
2018|0|S32001|S82301|19|1.04141
2018|0|S32001|S82400|19|1.04141
2018|0|S32001|S82401|19|1.04141
2018|0|S32001|S82700|19|1.04141
2018|0|S32001|S82701|19|1.04141
2018|0|S32001|S92000|19|1.0695
2018|0|S32001|S92001|19|1.0695
2018|0|S32001|S92100|19|1.0695
2018|0|S32001|S92101|19|1.0695
2018|0|S32001|S92200|19|1.0695
2018|0|S32001|S92201|19|1.0695
2018|0|S32001|S92210|19|1.0695
2018|0|S32001|S92211|19|1.0695
2018|0|S32001|S92220|19|1.0695
2018|0|S32001|S92221|19|1.0695
2018|0|S32001|S92290|19|1.0695
2018|0|S32001|S92291|19|1.0695
2018|0|S32001|S92300|19|1.0695
2018|0|S32001|S92301|19|1.0695
2018|0|S32001|S92400|19|1.0695
2018|0|S32001|S92401|19|1.0695
2018|0|S32001|S92500|19|1.0695
2018|0|S32001|S92501|19|1.0695
2018|0|S32001|S92700|19|1.0695
2018|0|S32001|S92701|19|1.0695
2018|0|S32001|S92900|19|1.0695
2018|0|S32001|S92901|19|1.0695
2018|0|S32001|T0220|19|0.86
2018|0|S32001|T0221|19|0.86
2018|0|S32001|T0230|19|1.04141
2018|0|S32001|T0231|19|1.04141
2018|0|S32001|T0240|19|0.86
2018|0|S32001|T0241|19|0.86
2018|0|S32001|T0250|19|1.04141
2018|0|S32001|T0251|19|1.04141
2018|0|S32001|T0261|19|1.04141
2018|0|S32001|T060|19|1.19567
2018|0|S32001|T061|19|1.19567
2018|0|S32010|S32300|19|0.77415
2018|0|S32010|S32301|19|0.77415
2018|0|S32010|S32400|19|0.77415
2018|0|S32010|S32401|19|0.77415
2018|0|S32010|S32500|19|0.77415
2018|0|S32010|S32501|19|0.77415
2018|0|S32010|S340|19|1.19567
2018|0|S32010|S3410|19|1.19567
2018|0|S32010|S3411|19|1.19567
2018|0|S32010|S3412|19|1.19567
2018|0|S32010|S3413|19|1.19567
2018|0|S32010|S3418|19|1.19567
2018|0|S32010|S3419|19|1.19567
2018|0|S32010|S42000|19|0.85938
2018|0|S32010|S42001|19|0.85938
2018|0|S32010|S42010|19|0.85938
2018|0|S32010|S42011|19|0.85938
2018|0|S32010|S42020|19|0.85938
2018|0|S32010|S42021|19|0.85938
2018|0|S32010|S42090|19|0.85938
2018|0|S32010|S42091|19|0.85938
2018|0|S32010|S42100|19|2.2427
2018|0|S32010|S42101|19|2.2427
2018|0|S32010|S42110|19|2.2427
2018|0|S32010|S42111|19|2.2427
2018|0|S32010|S42120|19|2.2427
2018|0|S32010|S42121|19|2.2427
2018|0|S32010|S42180|19|2.2427
2018|0|S32010|S42181|19|2.2427
2018|0|S32010|S42190|19|2.2427
2018|0|S32010|S42191|19|2.2427
2018|0|S32010|S52000|19|0.86
2018|0|S32010|S52001|19|0.86
2018|0|S32010|S52010|19|0.86
2018|0|S32010|S52011|19|0.86
2018|0|S32010|S52020|19|0.86
2018|0|S32010|S52021|19|0.86
2018|0|S32010|S52080|19|0.86
2018|0|S32010|S52081|19|0.86
2018|0|S32010|S52090|19|0.86
2018|0|S32010|S52091|19|0.86
2018|0|S32010|S52100|19|0.86
2018|0|S32010|S52101|19|0.86
2018|0|S32010|S52110|19|0.86
2018|0|S32010|S52111|19|0.86
2018|0|S32010|S52120|19|0.86
2018|0|S32010|S52121|19|0.86
2018|0|S32010|S52180|19|0.86
2018|0|S32010|S52181|19|0.86
2018|0|S32010|S52190|19|0.86
2018|0|S32010|S52191|19|0.86
2018|0|S32010|S52200|19|0.86
2018|0|S32010|S52201|19|0.86
2018|0|S32010|S52300|19|0.86
2018|0|S32010|S52301|19|0.86
2018|0|S32010|S52400|19|0.86
2018|0|S32010|S52401|19|0.86
2018|0|S32010|S52500|19|0.86
2018|0|S32010|S52501|19|0.86
2018|0|S32010|S52580|19|0.86
2018|0|S32010|S52581|19|0.86
2018|0|S32010|S52590|19|0.86
2018|0|S32010|S52591|19|0.86
2018|0|S32010|S52600|19|0.86
2018|0|S32010|S52601|19|0.86
2018|0|S32010|S52700|19|0.86
2018|0|S32010|S52701|19|0.86
2018|0|S32010|S52800|19|0.86
2018|0|S32010|S52801|19|0.86
2018|0|S32010|S52900|19|0.86
2018|0|S32010|S52901|19|0.86
2018|0|S32010|S82100|19|1.04141
2018|0|S32010|S82101|19|1.04141
2018|0|S32010|S82200|19|1.04141
2018|0|S32010|S82201|19|1.04141
2018|0|S32010|S82300|19|1.04141
2018|0|S32010|S82301|19|1.04141
2018|0|S32010|S82400|19|1.04141
2018|0|S32010|S82401|19|1.04141
2018|0|S32010|S82700|19|1.04141
2018|0|S32010|S82701|19|1.04141
2018|0|S32010|S92000|19|1.0695
2018|0|S32010|S92001|19|1.0695
2018|0|S32010|S92100|19|1.0695
2018|0|S32010|S92101|19|1.0695
2018|0|S32010|S92200|19|1.0695
2018|0|S32010|S92201|19|1.0695
2018|0|S32010|S92210|19|1.0695
2018|0|S32010|S92211|19|1.0695
2018|0|S32010|S92220|19|1.0695
2018|0|S32010|S92221|19|1.0695
2018|0|S32010|S92290|19|1.0695
2018|0|S32010|S92291|19|1.0695
2018|0|S32010|S92300|19|1.0695
2018|0|S32010|S92301|19|1.0695
2018|0|S32010|S92400|19|1.0695
2018|0|S32010|S92401|19|1.0695
2018|0|S32010|S92500|19|1.0695
2018|0|S32010|S92501|19|1.0695
2018|0|S32010|S92700|19|1.0695
2018|0|S32010|S92701|19|1.0695
2018|0|S32010|S92900|19|1.0695
2018|0|S32010|S92901|19|1.0695
2018|0|S32010|T0220|19|0.86
2018|0|S32010|T0221|19|0.86
2018|0|S32010|T0230|19|1.04141
2018|0|S32010|T0231|19|1.04141
2018|0|S32010|T0240|19|0.86
2018|0|S32010|T0241|19|0.86
2018|0|S32010|T0250|19|1.04141
2018|0|S32010|T0251|19|1.04141
2018|0|S32010|T0261|19|1.04141
2018|0|S32010|T060|19|1.19567
2018|0|S32010|T061|19|1.19567
2018|0|S32011|S32300|19|0.77415
2018|0|S32011|S32301|19|0.77415
2018|0|S32011|S32400|19|0.77415
2018|0|S32011|S32401|19|0.77415
2018|0|S32011|S32500|19|0.77415
2018|0|S32011|S32501|19|0.77415
2018|0|S32011|S340|19|1.19567
2018|0|S32011|S3410|19|1.19567
2018|0|S32011|S3411|19|1.19567
2018|0|S32011|S3412|19|1.19567
2018|0|S32011|S3413|19|1.19567
2018|0|S32011|S3418|19|1.19567
2018|0|S32011|S3419|19|1.19567
2018|0|S32011|S42000|19|0.85938
2018|0|S32011|S42001|19|0.85938
2018|0|S32011|S42010|19|0.85938
2018|0|S32011|S42011|19|0.85938
2018|0|S32011|S42020|19|0.85938
2018|0|S32011|S42021|19|0.85938
2018|0|S32011|S42090|19|0.85938
2018|0|S32011|S42091|19|0.85938
2018|0|S32011|S42100|19|2.2427
2018|0|S32011|S42101|19|2.2427
2018|0|S32011|S42110|19|2.2427
2018|0|S32011|S42111|19|2.2427
2018|0|S32011|S42120|19|2.2427
2018|0|S32011|S42121|19|2.2427
2018|0|S32011|S42180|19|2.2427
2018|0|S32011|S42181|19|2.2427
2018|0|S32011|S42190|19|2.2427
2018|0|S32011|S42191|19|2.2427
2018|0|S32011|S52000|19|0.86
2018|0|S32011|S52001|19|0.86
2018|0|S32011|S52010|19|0.86
2018|0|S32011|S52011|19|0.86
2018|0|S32011|S52020|19|0.86
2018|0|S32011|S52021|19|0.86
2018|0|S32011|S52080|19|0.86
2018|0|S32011|S52081|19|0.86
2018|0|S32011|S52090|19|0.86
2018|0|S32011|S52091|19|0.86
2018|0|S32011|S52100|19|0.86
2018|0|S32011|S52101|19|0.86
2018|0|S32011|S52110|19|0.86
2018|0|S32011|S52111|19|0.86
2018|0|S32011|S52120|19|0.86
2018|0|S32011|S52121|19|0.86
2018|0|S32011|S52180|19|0.86
2018|0|S32011|S52181|19|0.86
2018|0|S32011|S52190|19|0.86
2018|0|S32011|S52191|19|0.86
2018|0|S32011|S52200|19|0.86
2018|0|S32011|S52201|19|0.86
2018|0|S32011|S52300|19|0.86
2018|0|S32011|S52301|19|0.86
2018|0|S32011|S52400|19|0.86
2018|0|S32011|S52401|19|0.86
2018|0|S32011|S52500|19|0.86
2018|0|S32011|S52501|19|0.86
2018|0|S32011|S52580|19|0.86
2018|0|S32011|S52581|19|0.86
2018|0|S32011|S52590|19|0.86
2018|0|S32011|S52591|19|0.86
2018|0|S32011|S52600|19|0.86
2018|0|S32011|S52601|19|0.86
2018|0|S32011|S52700|19|0.86
2018|0|S32011|S52701|19|0.86
2018|0|S32011|S52800|19|0.86
2018|0|S32011|S52801|19|0.86
2018|0|S32011|S52900|19|0.86
2018|0|S32011|S52901|19|0.86
2018|0|S32011|S82100|19|1.04141
2018|0|S32011|S82101|19|1.04141
2018|0|S32011|S82200|19|1.04141
2018|0|S32011|S82201|19|1.04141
2018|0|S32011|S82300|19|1.04141
2018|0|S32011|S82301|19|1.04141
2018|0|S32011|S82400|19|1.04141
2018|0|S32011|S82401|19|1.04141
2018|0|S32011|S82700|19|1.04141
2018|0|S32011|S82701|19|1.04141
2018|0|S32011|S92000|19|1.0695
2018|0|S32011|S92001|19|1.0695
2018|0|S32011|S92100|19|1.0695
2018|0|S32011|S92101|19|1.0695
2018|0|S32011|S92200|19|1.0695
2018|0|S32011|S92201|19|1.0695
2018|0|S32011|S92210|19|1.0695
2018|0|S32011|S92211|19|1.0695
2018|0|S32011|S92220|19|1.0695
2018|0|S32011|S92221|19|1.0695
2018|0|S32011|S92290|19|1.0695
2018|0|S32011|S92291|19|1.0695
2018|0|S32011|S92300|19|1.0695
2018|0|S32011|S92301|19|1.0695
2018|0|S32011|S92400|19|1.0695
2018|0|S32011|S92401|19|1.0695
2018|0|S32011|S92500|19|1.0695
2018|0|S32011|S92501|19|1.0695
2018|0|S32011|S92700|19|1.0695
2018|0|S32011|S92701|19|1.0695
2018|0|S32011|S92900|19|1.0695
2018|0|S32011|S92901|19|1.0695
2018|0|S32011|T0220|19|0.86
2018|0|S32011|T0221|19|0.86
2018|0|S32011|T0230|19|1.04141
2018|0|S32011|T0231|19|1.04141
2018|0|S32011|T0240|19|0.86
2018|0|S32011|T0241|19|0.86
2018|0|S32011|T0250|19|1.04141
2018|0|S32011|T0251|19|1.04141
2018|0|S32011|T0261|19|1.04141
2018|0|S32011|T060|19|1.19567
2018|0|S32011|T061|19|1.19567
2018|0|S32020|S32300|19|0.77415
2018|0|S32020|S32301|19|0.77415
2018|0|S32020|S32400|19|0.77415
2018|0|S32020|S32401|19|0.77415
2018|0|S32020|S32500|19|0.77415
2018|0|S32020|S32501|19|0.77415
2018|0|S32020|S340|19|1.19567
2018|0|S32020|S3410|19|1.19567
2018|0|S32020|S3411|19|1.19567
2018|0|S32020|S3412|19|1.19567
2018|0|S32020|S3413|19|1.19567
2018|0|S32020|S3418|19|1.19567
2018|0|S32020|S3419|19|1.19567
2018|0|S32020|S42000|19|0.85938
2018|0|S32020|S42001|19|0.85938
2018|0|S32020|S42010|19|0.85938
2018|0|S32020|S42011|19|0.85938
2018|0|S32020|S42020|19|0.85938
2018|0|S32020|S42021|19|0.85938
2018|0|S32020|S42090|19|0.85938
2018|0|S32020|S42091|19|0.85938
2018|0|S32020|S42100|19|2.2427
2018|0|S32020|S42101|19|2.2427
2018|0|S32020|S42110|19|2.2427
2018|0|S32020|S42111|19|2.2427
2018|0|S32020|S42120|19|2.2427
2018|0|S32020|S42121|19|2.2427
2018|0|S32020|S42180|19|2.2427
2018|0|S32020|S42181|19|2.2427
2018|0|S32020|S42190|19|2.2427
2018|0|S32020|S42191|19|2.2427
2018|0|S32020|S52000|19|0.86
2018|0|S32020|S52001|19|0.86
2018|0|S32020|S52010|19|0.86
2018|0|S32020|S52011|19|0.86
2018|0|S32020|S52020|19|0.86
2018|0|S32020|S52021|19|0.86
2018|0|S32020|S52080|19|0.86
2018|0|S32020|S52081|19|0.86
2018|0|S32020|S52090|19|0.86
2018|0|S32020|S52091|19|0.86
2018|0|S32020|S52100|19|0.86
2018|0|S32020|S52101|19|0.86
2018|0|S32020|S52110|19|0.86
2018|0|S32020|S52111|19|0.86
2018|0|S32020|S52120|19|0.86
2018|0|S32020|S52121|19|0.86
2018|0|S32020|S52180|19|0.86
2018|0|S32020|S52181|19|0.86
2018|0|S32020|S52190|19|0.86
2018|0|S32020|S52191|19|0.86
2018|0|S32020|S52200|19|0.86
2018|0|S32020|S52201|19|0.86
2018|0|S32020|S52300|19|0.86
2018|0|S32020|S52301|19|0.86
2018|0|S32020|S52400|19|0.86
2018|0|S32020|S52401|19|0.86
2018|0|S32020|S52500|19|0.86
2018|0|S32020|S52501|19|0.86
2018|0|S32020|S52580|19|0.86
2018|0|S32020|S52581|19|0.86
2018|0|S32020|S52590|19|0.86
2018|0|S32020|S52591|19|0.86
2018|0|S32020|S52600|19|0.86
2018|0|S32020|S52601|19|0.86
2018|0|S32020|S52700|19|0.86
2018|0|S32020|S52701|19|0.86
2018|0|S32020|S52800|19|0.86
2018|0|S32020|S52801|19|0.86
2018|0|S32020|S52900|19|0.86
2018|0|S32020|S52901|19|0.86
2018|0|S32020|S82100|19|1.04141
2018|0|S32020|S82101|19|1.04141
2018|0|S32020|S82200|19|1.04141
2018|0|S32020|S82201|19|1.04141
2018|0|S32020|S82300|19|1.04141
2018|0|S32020|S82301|19|1.04141
2018|0|S32020|S82400|19|1.04141
2018|0|S32020|S82401|19|1.04141
2018|0|S32020|S82700|19|1.04141
2018|0|S32020|S82701|19|1.04141
2018|0|S32020|S92000|19|1.0695
2018|0|S32020|S92001|19|1.0695
2018|0|S32020|S92100|19|1.0695
2018|0|S32020|S92101|19|1.0695
2018|0|S32020|S92200|19|1.0695
2018|0|S32020|S92201|19|1.0695
2018|0|S32020|S92210|19|1.0695
2018|0|S32020|S92211|19|1.0695
2018|0|S32020|S92220|19|1.0695
2018|0|S32020|S92221|19|1.0695
2018|0|S32020|S92290|19|1.0695
2018|0|S32020|S92291|19|1.0695
2018|0|S32020|S92300|19|1.0695
2018|0|S32020|S92301|19|1.0695
2018|0|S32020|S92400|19|1.0695
2018|0|S32020|S92401|19|1.0695
2018|0|S32020|S92500|19|1.0695
2018|0|S32020|S92501|19|1.0695
2018|0|S32020|S92700|19|1.0695
2018|0|S32020|S92701|19|1.0695
2018|0|S32020|S92900|19|1.0695
2018|0|S32020|S92901|19|1.0695
2018|0|S32020|T0220|19|0.86
2018|0|S32020|T0221|19|0.86
2018|0|S32020|T0230|19|1.04141
2018|0|S32020|T0231|19|1.04141
2018|0|S32020|T0240|19|0.86
2018|0|S32020|T0241|19|0.86
2018|0|S32020|T0250|19|1.04141
2018|0|S32020|T0251|19|1.04141
2018|0|S32020|T0261|19|1.04141
2018|0|S32020|T060|19|1.19567
2018|0|S32020|T061|19|1.19567
2018|0|S32021|S32300|19|0.77415
2018|0|S32021|S32301|19|0.77415
2018|0|S32021|S32400|19|0.77415
2018|0|S32021|S32401|19|0.77415
2018|0|S32021|S32500|19|0.77415
2018|0|S32021|S32501|19|0.77415
2018|0|S32021|S340|19|1.19567
2018|0|S32021|S3410|19|1.19567
2018|0|S32021|S3411|19|1.19567
2018|0|S32021|S3412|19|1.19567
2018|0|S32021|S3413|19|1.19567
2018|0|S32021|S3418|19|1.19567
2018|0|S32021|S3419|19|1.19567
2018|0|S32021|S42000|19|0.85938
2018|0|S32021|S42001|19|0.85938
2018|0|S32021|S42010|19|0.85938
2018|0|S32021|S42011|19|0.85938
2018|0|S32021|S42020|19|0.85938
2018|0|S32021|S42021|19|0.85938
2018|0|S32021|S42090|19|0.85938
2018|0|S32021|S42091|19|0.85938
2018|0|S32021|S42100|19|2.2427
2018|0|S32021|S42101|19|2.2427
2018|0|S32021|S42110|19|2.2427
2018|0|S32021|S42111|19|2.2427
2018|0|S32021|S42120|19|2.2427
2018|0|S32021|S42121|19|2.2427
2018|0|S32021|S42180|19|2.2427
2018|0|S32021|S42181|19|2.2427
2018|0|S32021|S42190|19|2.2427
2018|0|S32021|S42191|19|2.2427
2018|0|S32021|S52000|19|0.86
2018|0|S32021|S52001|19|0.86
2018|0|S32021|S52010|19|0.86
2018|0|S32021|S52011|19|0.86
2018|0|S32021|S52020|19|0.86
2018|0|S32021|S52021|19|0.86
2018|0|S32021|S52080|19|0.86
2018|0|S32021|S52081|19|0.86
2018|0|S32021|S52090|19|0.86
2018|0|S32021|S52091|19|0.86
2018|0|S32021|S52100|19|0.86
2018|0|S32021|S52101|19|0.86
2018|0|S32021|S52110|19|0.86
2018|0|S32021|S52111|19|0.86
2018|0|S32021|S52120|19|0.86
2018|0|S32021|S52121|19|0.86
2018|0|S32021|S52180|19|0.86
2018|0|S32021|S52181|19|0.86
2018|0|S32021|S52190|19|0.86
2018|0|S32021|S52191|19|0.86
2018|0|S32021|S52200|19|0.86
2018|0|S32021|S52201|19|0.86
2018|0|S32021|S52300|19|0.86
2018|0|S32021|S52301|19|0.86
2018|0|S32021|S52400|19|0.86
2018|0|S32021|S52401|19|0.86
2018|0|S32021|S52500|19|0.86
2018|0|S32021|S52501|19|0.86
2018|0|S32021|S52580|19|0.86
2018|0|S32021|S52581|19|0.86
2018|0|S32021|S52590|19|0.86
2018|0|S32021|S52591|19|0.86
2018|0|S32021|S52600|19|0.86
2018|0|S32021|S52601|19|0.86
2018|0|S32021|S52700|19|0.86
2018|0|S32021|S52701|19|0.86
2018|0|S32021|S52800|19|0.86
2018|0|S32021|S52801|19|0.86
2018|0|S32021|S52900|19|0.86
2018|0|S32021|S52901|19|0.86
2018|0|S32021|S82100|19|1.04141
2018|0|S32021|S82101|19|1.04141
2018|0|S32021|S82200|19|1.04141
2018|0|S32021|S82201|19|1.04141
2018|0|S32021|S82300|19|1.04141
2018|0|S32021|S82301|19|1.04141
2018|0|S32021|S82400|19|1.04141
2018|0|S32021|S82401|19|1.04141
2018|0|S32021|S82700|19|1.04141
2018|0|S32021|S82701|19|1.04141
2018|0|S32021|S92000|19|1.0695
2018|0|S32021|S92001|19|1.0695
2018|0|S32021|S92100|19|1.0695
2018|0|S32021|S92101|19|1.0695
2018|0|S32021|S92200|19|1.0695
2018|0|S32021|S92201|19|1.0695
2018|0|S32021|S92210|19|1.0695
2018|0|S32021|S92211|19|1.0695
2018|0|S32021|S92220|19|1.0695
2018|0|S32021|S92221|19|1.0695
2018|0|S32021|S92290|19|1.0695
2018|0|S32021|S92291|19|1.0695
2018|0|S32021|S92300|19|1.0695
2018|0|S32021|S92301|19|1.0695
2018|0|S32021|S92400|19|1.0695
2018|0|S32021|S92401|19|1.0695
2018|0|S32021|S92500|19|1.0695
2018|0|S32021|S92501|19|1.0695
2018|0|S32021|S92700|19|1.0695
2018|0|S32021|S92701|19|1.0695
2018|0|S32021|S92900|19|1.0695
2018|0|S32021|S92901|19|1.0695
2018|0|S32021|T0220|19|0.86
2018|0|S32021|T0221|19|0.86
2018|0|S32021|T0230|19|1.04141
2018|0|S32021|T0231|19|1.04141
2018|0|S32021|T0240|19|0.86
2018|0|S32021|T0241|19|0.86
2018|0|S32021|T0250|19|1.04141
2018|0|S32021|T0251|19|1.04141
2018|0|S32021|T0261|19|1.04141
2018|0|S32021|T060|19|1.19567
2018|0|S32021|T061|19|1.19567
2018|0|S32030|S32300|19|0.77415
2018|0|S32030|S32301|19|0.77415
2018|0|S32030|S32400|19|0.77415
2018|0|S32030|S32401|19|0.77415
2018|0|S32030|S32500|19|0.77415
2018|0|S32030|S32501|19|0.77415
2018|0|S32030|S340|19|1.19567
2018|0|S32030|S3410|19|1.19567
2018|0|S32030|S3411|19|1.19567
2018|0|S32030|S3412|19|1.19567
2018|0|S32030|S3413|19|1.19567
2018|0|S32030|S3418|19|1.19567
2018|0|S32030|S3419|19|1.19567
2018|0|S32030|S42000|19|0.85938
2018|0|S32030|S42001|19|0.85938
2018|0|S32030|S42010|19|0.85938
2018|0|S32030|S42011|19|0.85938
2018|0|S32030|S42020|19|0.85938
2018|0|S32030|S42021|19|0.85938
2018|0|S32030|S42090|19|0.85938
2018|0|S32030|S42091|19|0.85938
2018|0|S32030|S42100|19|2.2427
2018|0|S32030|S42101|19|2.2427
2018|0|S32030|S42110|19|2.2427
2018|0|S32030|S42111|19|2.2427
2018|0|S32030|S42120|19|2.2427
2018|0|S32030|S42121|19|2.2427
2018|0|S32030|S42180|19|2.2427
2018|0|S32030|S42181|19|2.2427
2018|0|S32030|S42190|19|2.2427
2018|0|S32030|S42191|19|2.2427
2018|0|S32030|S52000|19|0.86
2018|0|S32030|S52001|19|0.86
2018|0|S32030|S52010|19|0.86
2018|0|S32030|S52011|19|0.86
2018|0|S32030|S52020|19|0.86
2018|0|S32030|S52021|19|0.86
2018|0|S32030|S52080|19|0.86
2018|0|S32030|S52081|19|0.86
2018|0|S32030|S52090|19|0.86
2018|0|S32030|S52091|19|0.86
2018|0|S32030|S52100|19|0.86
2018|0|S32030|S52101|19|0.86
2018|0|S32030|S52110|19|0.86
2018|0|S32030|S52111|19|0.86
2018|0|S32030|S52120|19|0.86
2018|0|S32030|S52121|19|0.86
2018|0|S32030|S52180|19|0.86
2018|0|S32030|S52181|19|0.86
2018|0|S32030|S52190|19|0.86
2018|0|S32030|S52191|19|0.86
2018|0|S32030|S52200|19|0.86
2018|0|S32030|S52201|19|0.86
2018|0|S32030|S52300|19|0.86
2018|0|S32030|S52301|19|0.86
2018|0|S32030|S52400|19|0.86
2018|0|S32030|S52401|19|0.86
2018|0|S32030|S52500|19|0.86
2018|0|S32030|S52501|19|0.86
2018|0|S32030|S52580|19|0.86
2018|0|S32030|S52581|19|0.86
2018|0|S32030|S52590|19|0.86
2018|0|S32030|S52591|19|0.86
2018|0|S32030|S52600|19|0.86
2018|0|S32030|S52601|19|0.86
2018|0|S32030|S52700|19|0.86
2018|0|S32030|S52701|19|0.86
2018|0|S32030|S52800|19|0.86
2018|0|S32030|S52801|19|0.86
2018|0|S32030|S52900|19|0.86
2018|0|S32030|S52901|19|0.86
2018|0|S32030|S82100|19|1.04141
2018|0|S32030|S82101|19|1.04141
2018|0|S32030|S82200|19|1.04141
2018|0|S32030|S82201|19|1.04141
2018|0|S32030|S82300|19|1.04141
2018|0|S32030|S82301|19|1.04141
2018|0|S32030|S82400|19|1.04141
2018|0|S32030|S82401|19|1.04141
2018|0|S32030|S82700|19|1.04141
2018|0|S32030|S82701|19|1.04141
2018|0|S32030|S92000|19|1.0695
2018|0|S32030|S92001|19|1.0695
2018|0|S32030|S92100|19|1.0695
2018|0|S32030|S92101|19|1.0695
2018|0|S32030|S92200|19|1.0695
2018|0|S32030|S92201|19|1.0695
2018|0|S32030|S92210|19|1.0695
2018|0|S32030|S92211|19|1.0695
2018|0|S32030|S92220|19|1.0695
2018|0|S32030|S92221|19|1.0695
2018|0|S32030|S92290|19|1.0695
2018|0|S32030|S92291|19|1.0695
2018|0|S32030|S92300|19|1.0695
2018|0|S32030|S92301|19|1.0695
2018|0|S32030|S92400|19|1.0695
2018|0|S32030|S92401|19|1.0695
2018|0|S32030|S92500|19|1.0695
2018|0|S32030|S92501|19|1.0695
2018|0|S32030|S92700|19|1.0695
2018|0|S32030|S92701|19|1.0695
2018|0|S32030|S92900|19|1.0695
2018|0|S32030|S92901|19|1.0695
2018|0|S32030|T0220|19|0.86
2018|0|S32030|T0221|19|0.86
2018|0|S32030|T0230|19|1.04141
2018|0|S32030|T0231|19|1.04141
2018|0|S32030|T0240|19|0.86
2018|0|S32030|T0241|19|0.86
2018|0|S32030|T0250|19|1.04141
2018|0|S32030|T0251|19|1.04141
2018|0|S32030|T0261|19|1.04141
2018|0|S32030|T060|19|1.19567
2018|0|S32030|T061|19|1.19567
2018|0|S32031|S32300|19|0.77415
2018|0|S32031|S32301|19|0.77415
2018|0|S32031|S32400|19|0.77415
2018|0|S32031|S32401|19|0.77415
2018|0|S32031|S32500|19|0.77415
2018|0|S32031|S32501|19|0.77415
2018|0|S32031|S340|19|1.19567
2018|0|S32031|S3410|19|1.19567
2018|0|S32031|S3411|19|1.19567
2018|0|S32031|S3412|19|1.19567
2018|0|S32031|S3413|19|1.19567
2018|0|S32031|S3418|19|1.19567
2018|0|S32031|S3419|19|1.19567
2018|0|S32031|S42000|19|0.85938
2018|0|S32031|S42001|19|0.85938
2018|0|S32031|S42010|19|0.85938
2018|0|S32031|S42011|19|0.85938
2018|0|S32031|S42020|19|0.85938
2018|0|S32031|S42021|19|0.85938
2018|0|S32031|S42090|19|0.85938
2018|0|S32031|S42091|19|0.85938
2018|0|S32031|S42100|19|2.2427
2018|0|S32031|S42101|19|2.2427
2018|0|S32031|S42110|19|2.2427
2018|0|S32031|S42111|19|2.2427
2018|0|S32031|S42120|19|2.2427
2018|0|S32031|S42121|19|2.2427
2018|0|S32031|S42180|19|2.2427
2018|0|S32031|S42181|19|2.2427
2018|0|S32031|S42190|19|2.2427
2018|0|S32031|S42191|19|2.2427
2018|0|S32031|S52000|19|0.86
2018|0|S32031|S52001|19|0.86
2018|0|S32031|S52010|19|0.86
2018|0|S32031|S52011|19|0.86
2018|0|S32031|S52020|19|0.86
2018|0|S32031|S52021|19|0.86
2018|0|S32031|S52080|19|0.86
2018|0|S32031|S52081|19|0.86
2018|0|S32031|S52090|19|0.86
2018|0|S32031|S52091|19|0.86
2018|0|S32031|S52100|19|0.86
2018|0|S32031|S52101|19|0.86
2018|0|S32031|S52110|19|0.86
2018|0|S32031|S52111|19|0.86
2018|0|S32031|S52120|19|0.86
2018|0|S32031|S52121|19|0.86
2018|0|S32031|S52180|19|0.86
2018|0|S32031|S52181|19|0.86
2018|0|S32031|S52190|19|0.86
2018|0|S32031|S52191|19|0.86
2018|0|S32031|S52200|19|0.86
2018|0|S32031|S52201|19|0.86
2018|0|S32031|S52300|19|0.86
2018|0|S32031|S52301|19|0.86
2018|0|S32031|S52400|19|0.86
2018|0|S32031|S52401|19|0.86
2018|0|S32031|S52500|19|0.86
2018|0|S32031|S52501|19|0.86
2018|0|S32031|S52580|19|0.86
2018|0|S32031|S52581|19|0.86
2018|0|S32031|S52590|19|0.86
2018|0|S32031|S52591|19|0.86
2018|0|S32031|S52600|19|0.86
2018|0|S32031|S52601|19|0.86
2018|0|S32031|S52700|19|0.86
2018|0|S32031|S52701|19|0.86
2018|0|S32031|S52800|19|0.86
2018|0|S32031|S52801|19|0.86
2018|0|S32031|S52900|19|0.86
2018|0|S32031|S52901|19|0.86
2018|0|S32031|S82100|19|1.04141
2018|0|S32031|S82101|19|1.04141
2018|0|S32031|S82200|19|1.04141
2018|0|S32031|S82201|19|1.04141
2018|0|S32031|S82300|19|1.04141
2018|0|S32031|S82301|19|1.04141
2018|0|S32031|S82400|19|1.04141
2018|0|S32031|S82401|19|1.04141
2018|0|S32031|S82700|19|1.04141
2018|0|S32031|S82701|19|1.04141
2018|0|S32031|S92000|19|1.0695
2018|0|S32031|S92001|19|1.0695
2018|0|S32031|S92100|19|1.0695
2018|0|S32031|S92101|19|1.0695
2018|0|S32031|S92200|19|1.0695
2018|0|S32031|S92201|19|1.0695
2018|0|S32031|S92210|19|1.0695
2018|0|S32031|S92211|19|1.0695
2018|0|S32031|S92220|19|1.0695
2018|0|S32031|S92221|19|1.0695
2018|0|S32031|S92290|19|1.0695
2018|0|S32031|S92291|19|1.0695
2018|0|S32031|S92300|19|1.0695
2018|0|S32031|S92301|19|1.0695
2018|0|S32031|S92400|19|1.0695
2018|0|S32031|S92401|19|1.0695
2018|0|S32031|S92500|19|1.0695
2018|0|S32031|S92501|19|1.0695
2018|0|S32031|S92700|19|1.0695
2018|0|S32031|S92701|19|1.0695
2018|0|S32031|S92900|19|1.0695
2018|0|S32031|S92901|19|1.0695
2018|0|S32031|T0220|19|0.86
2018|0|S32031|T0221|19|0.86
2018|0|S32031|T0230|19|1.04141
2018|0|S32031|T0231|19|1.04141
2018|0|S32031|T0240|19|0.86
2018|0|S32031|T0241|19|0.86
2018|0|S32031|T0250|19|1.04141
2018|0|S32031|T0251|19|1.04141
2018|0|S32031|T0261|19|1.04141
2018|0|S32031|T060|19|1.19567
2018|0|S32031|T061|19|1.19567
2018|0|S32040|S32300|19|0.77415
2018|0|S32040|S32301|19|0.77415
2018|0|S32040|S32400|19|0.77415
2018|0|S32040|S32401|19|0.77415
2018|0|S32040|S32500|19|0.77415
2018|0|S32040|S32501|19|0.77415
2018|0|S32040|S340|19|1.19567
2018|0|S32040|S3410|19|1.19567
2018|0|S32040|S3411|19|1.19567
2018|0|S32040|S3412|19|1.19567
2018|0|S32040|S3413|19|1.19567
2018|0|S32040|S3418|19|1.19567
2018|0|S32040|S3419|19|1.19567
2018|0|S32040|S42000|19|0.85938
2018|0|S32040|S42001|19|0.85938
2018|0|S32040|S42010|19|0.85938
2018|0|S32040|S42011|19|0.85938
2018|0|S32040|S42020|19|0.85938
2018|0|S32040|S42021|19|0.85938
2018|0|S32040|S42090|19|0.85938
2018|0|S32040|S42091|19|0.85938
2018|0|S32040|S42100|19|2.2427
2018|0|S32040|S42101|19|2.2427
2018|0|S32040|S42110|19|2.2427
2018|0|S32040|S42111|19|2.2427
2018|0|S32040|S42120|19|2.2427
2018|0|S32040|S42121|19|2.2427
2018|0|S32040|S42180|19|2.2427
2018|0|S32040|S42181|19|2.2427
2018|0|S32040|S42190|19|2.2427
2018|0|S32040|S42191|19|2.2427
2018|0|S32040|S52000|19|0.86
2018|0|S32040|S52001|19|0.86
2018|0|S32040|S52010|19|0.86
2018|0|S32040|S52011|19|0.86
2018|0|S32040|S52020|19|0.86
2018|0|S32040|S52021|19|0.86
2018|0|S32040|S52080|19|0.86
2018|0|S32040|S52081|19|0.86
2018|0|S32040|S52090|19|0.86
2018|0|S32040|S52091|19|0.86
2018|0|S32040|S52100|19|0.86
2018|0|S32040|S52101|19|0.86
2018|0|S32040|S52110|19|0.86
2018|0|S32040|S52111|19|0.86
2018|0|S32040|S52120|19|0.86
2018|0|S32040|S52121|19|0.86
2018|0|S32040|S52180|19|0.86
2018|0|S32040|S52181|19|0.86
2018|0|S32040|S52190|19|0.86
2018|0|S32040|S52191|19|0.86
2018|0|S32040|S52200|19|0.86
2018|0|S32040|S52201|19|0.86
2018|0|S32040|S52300|19|0.86
2018|0|S32040|S52301|19|0.86
2018|0|S32040|S52400|19|0.86
2018|0|S32040|S52401|19|0.86
2018|0|S32040|S52500|19|0.86
2018|0|S32040|S52501|19|0.86
2018|0|S32040|S52580|19|0.86
2018|0|S32040|S52581|19|0.86
2018|0|S32040|S52590|19|0.86
2018|0|S32040|S52591|19|0.86
2018|0|S32040|S52600|19|0.86
2018|0|S32040|S52601|19|0.86
2018|0|S32040|S52700|19|0.86
2018|0|S32040|S52701|19|0.86
2018|0|S32040|S52800|19|0.86
2018|0|S32040|S52801|19|0.86
2018|0|S32040|S52900|19|0.86
2018|0|S32040|S52901|19|0.86
2018|0|S32040|S82100|19|1.04141
2018|0|S32040|S82101|19|1.04141
2018|0|S32040|S82200|19|1.04141
2018|0|S32040|S82201|19|1.04141
2018|0|S32040|S82300|19|1.04141
2018|0|S32040|S82301|19|1.04141
2018|0|S32040|S82400|19|1.04141
2018|0|S32040|S82401|19|1.04141
2018|0|S32040|S82700|19|1.04141
2018|0|S32040|S82701|19|1.04141
2018|0|S32040|S92000|19|1.0695
2018|0|S32040|S92001|19|1.0695
2018|0|S32040|S92100|19|1.0695
2018|0|S32040|S92101|19|1.0695
2018|0|S32040|S92200|19|1.0695
2018|0|S32040|S92201|19|1.0695
2018|0|S32040|S92210|19|1.0695
2018|0|S32040|S92211|19|1.0695
2018|0|S32040|S92220|19|1.0695
2018|0|S32040|S92221|19|1.0695
2018|0|S32040|S92290|19|1.0695
2018|0|S32040|S92291|19|1.0695
2018|0|S32040|S92300|19|1.0695
2018|0|S32040|S92301|19|1.0695
2018|0|S32040|S92400|19|1.0695
2018|0|S32040|S92401|19|1.0695
2018|0|S32040|S92500|19|1.0695
2018|0|S32040|S92501|19|1.0695
2018|0|S32040|S92700|19|1.0695
2018|0|S32040|S92701|19|1.0695
2018|0|S32040|S92900|19|1.0695
2018|0|S32040|S92901|19|1.0695
2018|0|S32040|T0220|19|0.86
2018|0|S32040|T0221|19|0.86
2018|0|S32040|T0230|19|1.04141
2018|0|S32040|T0231|19|1.04141
2018|0|S32040|T0240|19|0.86
2018|0|S32040|T0241|19|0.86
2018|0|S32040|T0250|19|1.04141
2018|0|S32040|T0251|19|1.04141
2018|0|S32040|T0261|19|1.04141
2018|0|S32040|T060|19|1.19567
2018|0|S32040|T061|19|1.19567
2018|0|S32041|S32300|19|0.77415
2018|0|S32041|S32301|19|0.77415
2018|0|S32041|S32400|19|0.77415
2018|0|S32041|S32401|19|0.77415
2018|0|S32041|S32500|19|0.77415
2018|0|S32041|S32501|19|0.77415
2018|0|S32041|S340|19|1.19567
2018|0|S32041|S3410|19|1.19567
2018|0|S32041|S3411|19|1.19567
2018|0|S32041|S3412|19|1.19567
2018|0|S32041|S3413|19|1.19567
2018|0|S32041|S3418|19|1.19567
2018|0|S32041|S3419|19|1.19567
2018|0|S32041|S42000|19|0.85938
2018|0|S32041|S42001|19|0.85938
2018|0|S32041|S42010|19|0.85938
2018|0|S32041|S42011|19|0.85938
2018|0|S32041|S42020|19|0.85938
2018|0|S32041|S42021|19|0.85938
2018|0|S32041|S42090|19|0.85938
2018|0|S32041|S42091|19|0.85938
2018|0|S32041|S42100|19|2.2427
2018|0|S32041|S42101|19|2.2427
2018|0|S32041|S42110|19|2.2427
2018|0|S32041|S42111|19|2.2427
2018|0|S32041|S42120|19|2.2427
2018|0|S32041|S42121|19|2.2427
2018|0|S32041|S42180|19|2.2427
2018|0|S32041|S42181|19|2.2427
2018|0|S32041|S42190|19|2.2427
2018|0|S32041|S42191|19|2.2427
2018|0|S32041|S52000|19|0.86
2018|0|S32041|S52001|19|0.86
2018|0|S32041|S52010|19|0.86
2018|0|S32041|S52011|19|0.86
2018|0|S32041|S52020|19|0.86
2018|0|S32041|S52021|19|0.86
2018|0|S32041|S52080|19|0.86
2018|0|S32041|S52081|19|0.86
2018|0|S32041|S52090|19|0.86
2018|0|S32041|S52091|19|0.86
2018|0|S32041|S52100|19|0.86
2018|0|S32041|S52101|19|0.86
2018|0|S32041|S52110|19|0.86
2018|0|S32041|S52111|19|0.86
2018|0|S32041|S52120|19|0.86
2018|0|S32041|S52121|19|0.86
2018|0|S32041|S52180|19|0.86
2018|0|S32041|S52181|19|0.86
2018|0|S32041|S52190|19|0.86
2018|0|S32041|S52191|19|0.86
2018|0|S32041|S52200|19|0.86
2018|0|S32041|S52201|19|0.86
2018|0|S32041|S52300|19|0.86
2018|0|S32041|S52301|19|0.86
2018|0|S32041|S52400|19|0.86
2018|0|S32041|S52401|19|0.86
2018|0|S32041|S52500|19|0.86
2018|0|S32041|S52501|19|0.86
2018|0|S32041|S52580|19|0.86
2018|0|S32041|S52581|19|0.86
2018|0|S32041|S52590|19|0.86
2018|0|S32041|S52591|19|0.86
2018|0|S32041|S52600|19|0.86
2018|0|S32041|S52601|19|0.86
2018|0|S32041|S52700|19|0.86
2018|0|S32041|S52701|19|0.86
2018|0|S32041|S52800|19|0.86
2018|0|S32041|S52801|19|0.86
2018|0|S32041|S52900|19|0.86
2018|0|S32041|S52901|19|0.86
2018|0|S32041|S82100|19|1.04141
2018|0|S32041|S82101|19|1.04141
2018|0|S32041|S82200|19|1.04141
2018|0|S32041|S82201|19|1.04141
2018|0|S32041|S82300|19|1.04141
2018|0|S32041|S82301|19|1.04141
2018|0|S32041|S82400|19|1.04141
2018|0|S32041|S82401|19|1.04141
2018|0|S32041|S82700|19|1.04141
2018|0|S32041|S82701|19|1.04141
2018|0|S32041|S92000|19|1.0695
2018|0|S32041|S92001|19|1.0695
2018|0|S32041|S92100|19|1.0695
2018|0|S32041|S92101|19|1.0695
2018|0|S32041|S92200|19|1.0695
2018|0|S32041|S92201|19|1.0695
2018|0|S32041|S92210|19|1.0695
2018|0|S32041|S92211|19|1.0695
2018|0|S32041|S92220|19|1.0695
2018|0|S32041|S92221|19|1.0695
2018|0|S32041|S92290|19|1.0695
2018|0|S32041|S92291|19|1.0695
2018|0|S32041|S92300|19|1.0695
2018|0|S32041|S92301|19|1.0695
2018|0|S32041|S92400|19|1.0695
2018|0|S32041|S92401|19|1.0695
2018|0|S32041|S92500|19|1.0695
2018|0|S32041|S92501|19|1.0695
2018|0|S32041|S92700|19|1.0695
2018|0|S32041|S92701|19|1.0695
2018|0|S32041|S92900|19|1.0695
2018|0|S32041|S92901|19|1.0695
2018|0|S32041|T0220|19|0.86
2018|0|S32041|T0221|19|0.86
2018|0|S32041|T0230|19|1.04141
2018|0|S32041|T0231|19|1.04141
2018|0|S32041|T0240|19|0.86
2018|0|S32041|T0241|19|0.86
2018|0|S32041|T0250|19|1.04141
2018|0|S32041|T0251|19|1.04141
2018|0|S32041|T0261|19|1.04141
2018|0|S32041|T060|19|1.19567
2018|0|S32041|T061|19|1.19567
2018|0|S32090|S32300|19|0.77415
2018|0|S32090|S32301|19|0.77415
2018|0|S32090|S32400|19|0.77415
2018|0|S32090|S32401|19|0.77415
2018|0|S32090|S32500|19|0.77415
2018|0|S32090|S32501|19|0.77415
2018|0|S32090|S340|19|1.19567
2018|0|S32090|S3410|19|1.19567
2018|0|S32090|S3411|19|1.19567
2018|0|S32090|S3412|19|1.19567
2018|0|S32090|S3413|19|1.19567
2018|0|S32090|S3418|19|1.19567
2018|0|S32090|S3419|19|1.19567
2018|0|S32090|S42000|19|0.85938
2018|0|S32090|S42001|19|0.85938
2018|0|S32090|S42010|19|0.85938
2018|0|S32090|S42011|19|0.85938
2018|0|S32090|S42020|19|0.85938
2018|0|S32090|S42021|19|0.85938
2018|0|S32090|S42090|19|0.85938
2018|0|S32090|S42091|19|0.85938
2018|0|S32090|S42100|19|2.2427
2018|0|S32090|S42101|19|2.2427
2018|0|S32090|S42110|19|2.2427
2018|0|S32090|S42111|19|2.2427
2018|0|S32090|S42120|19|2.2427
2018|0|S32090|S42121|19|2.2427
2018|0|S32090|S42180|19|2.2427
2018|0|S32090|S42181|19|2.2427
2018|0|S32090|S42190|19|2.2427
2018|0|S32090|S42191|19|2.2427
2018|0|S32090|S52000|19|0.86
2018|0|S32090|S52001|19|0.86
2018|0|S32090|S52010|19|0.86
2018|0|S32090|S52011|19|0.86
2018|0|S32090|S52020|19|0.86
2018|0|S32090|S52021|19|0.86
2018|0|S32090|S52080|19|0.86
2018|0|S32090|S52081|19|0.86
2018|0|S32090|S52090|19|0.86
2018|0|S32090|S52091|19|0.86
2018|0|S32090|S52100|19|0.86
2018|0|S32090|S52101|19|0.86
2018|0|S32090|S52110|19|0.86
2018|0|S32090|S52111|19|0.86
2018|0|S32090|S52120|19|0.86
2018|0|S32090|S52121|19|0.86
2018|0|S32090|S52180|19|0.86
2018|0|S32090|S52181|19|0.86
2018|0|S32090|S52190|19|0.86
2018|0|S32090|S52191|19|0.86
2018|0|S32090|S52200|19|0.86
2018|0|S32090|S52201|19|0.86
2018|0|S32090|S52300|19|0.86
2018|0|S32090|S52301|19|0.86
2018|0|S32090|S52400|19|0.86
2018|0|S32090|S52401|19|0.86
2018|0|S32090|S52500|19|0.86
2018|0|S32090|S52501|19|0.86
2018|0|S32090|S52580|19|0.86
2018|0|S32090|S52581|19|0.86
2018|0|S32090|S52590|19|0.86
2018|0|S32090|S52591|19|0.86
2018|0|S32090|S52600|19|0.86
2018|0|S32090|S52601|19|0.86
2018|0|S32090|S52700|19|0.86
2018|0|S32090|S52701|19|0.86
2018|0|S32090|S52800|19|0.86
2018|0|S32090|S52801|19|0.86
2018|0|S32090|S52900|19|0.86
2018|0|S32090|S52901|19|0.86
2018|0|S32090|S82100|19|1.04141
2018|0|S32090|S82101|19|1.04141
2018|0|S32090|S82200|19|1.04141
2018|0|S32090|S82201|19|1.04141
2018|0|S32090|S82300|19|1.04141
2018|0|S32090|S82301|19|1.04141
2018|0|S32090|S82400|19|1.04141
2018|0|S32090|S82401|19|1.04141
2018|0|S32090|S82700|19|1.04141
2018|0|S32090|S82701|19|1.04141
2018|0|S32090|S92000|19|1.0695
2018|0|S32090|S92001|19|1.0695
2018|0|S32090|S92100|19|1.0695
2018|0|S32090|S92101|19|1.0695
2018|0|S32090|S92200|19|1.0695
2018|0|S32090|S92201|19|1.0695
2018|0|S32090|S92210|19|1.0695
2018|0|S32090|S92211|19|1.0695
2018|0|S32090|S92220|19|1.0695
2018|0|S32090|S92221|19|1.0695
2018|0|S32090|S92290|19|1.0695
2018|0|S32090|S92291|19|1.0695
2018|0|S32090|S92300|19|1.0695
2018|0|S32090|S92301|19|1.0695
2018|0|S32090|S92400|19|1.0695
2018|0|S32090|S92401|19|1.0695
2018|0|S32090|S92500|19|1.0695
2018|0|S32090|S92501|19|1.0695
2018|0|S32090|S92700|19|1.0695
2018|0|S32090|S92701|19|1.0695
2018|0|S32090|S92900|19|1.0695
2018|0|S32090|S92901|19|1.0695
2018|0|S32090|T0220|19|0.86
2018|0|S32090|T0221|19|0.86
2018|0|S32090|T0230|19|1.04141
2018|0|S32090|T0231|19|1.04141
2018|0|S32090|T0240|19|0.86
2018|0|S32090|T0241|19|0.86
2018|0|S32090|T0250|19|1.04141
2018|0|S32090|T0251|19|1.04141
2018|0|S32090|T0261|19|1.04141
2018|0|S32090|T060|19|1.19567
2018|0|S32090|T061|19|1.19567
2018|0|S32091|S32300|19|0.77415
2018|0|S32091|S32301|19|0.77415
2018|0|S32091|S32400|19|0.77415
2018|0|S32091|S32401|19|0.77415
2018|0|S32091|S32500|19|0.77415
2018|0|S32091|S32501|19|0.77415
2018|0|S32091|S340|19|1.19567
2018|0|S32091|S3410|19|1.19567
2018|0|S32091|S3411|19|1.19567
2018|0|S32091|S3412|19|1.19567
2018|0|S32091|S3413|19|1.19567
2018|0|S32091|S3418|19|1.19567
2018|0|S32091|S3419|19|1.19567
2018|0|S32091|S42000|19|0.85938
2018|0|S32091|S42001|19|0.85938
2018|0|S32091|S42010|19|0.85938
2018|0|S32091|S42011|19|0.85938
2018|0|S32091|S42020|19|0.85938
2018|0|S32091|S42021|19|0.85938
2018|0|S32091|S42090|19|0.85938
2018|0|S32091|S42091|19|0.85938
2018|0|S32091|S42100|19|2.2427
2018|0|S32091|S42101|19|2.2427
2018|0|S32091|S42110|19|2.2427
2018|0|S32091|S42111|19|2.2427
2018|0|S32091|S42120|19|2.2427
2018|0|S32091|S42121|19|2.2427
2018|0|S32091|S42180|19|2.2427
2018|0|S32091|S42181|19|2.2427
2018|0|S32091|S42190|19|2.2427
2018|0|S32091|S42191|19|2.2427
2018|0|S32091|S52000|19|0.86
2018|0|S32091|S52001|19|0.86
2018|0|S32091|S52010|19|0.86
2018|0|S32091|S52011|19|0.86
2018|0|S32091|S52020|19|0.86
2018|0|S32091|S52021|19|0.86
2018|0|S32091|S52080|19|0.86
2018|0|S32091|S52081|19|0.86
2018|0|S32091|S52090|19|0.86
2018|0|S32091|S52091|19|0.86
2018|0|S32091|S52100|19|0.86
2018|0|S32091|S52101|19|0.86
2018|0|S32091|S52110|19|0.86
2018|0|S32091|S52111|19|0.86
2018|0|S32091|S52120|19|0.86
2018|0|S32091|S52121|19|0.86
2018|0|S32091|S52180|19|0.86
2018|0|S32091|S52181|19|0.86
2018|0|S32091|S52190|19|0.86
2018|0|S32091|S52191|19|0.86
2018|0|S32091|S52200|19|0.86
2018|0|S32091|S52201|19|0.86
2018|0|S32091|S52300|19|0.86
2018|0|S32091|S52301|19|0.86
2018|0|S32091|S52400|19|0.86
2018|0|S32091|S52401|19|0.86
2018|0|S32091|S52500|19|0.86
2018|0|S32091|S52501|19|0.86
2018|0|S32091|S52580|19|0.86
2018|0|S32091|S52581|19|0.86
2018|0|S32091|S52590|19|0.86
2018|0|S32091|S52591|19|0.86
2018|0|S32091|S52600|19|0.86
2018|0|S32091|S52601|19|0.86
2018|0|S32091|S52700|19|0.86
2018|0|S32091|S52701|19|0.86
2018|0|S32091|S52800|19|0.86
2018|0|S32091|S52801|19|0.86
2018|0|S32091|S52900|19|0.86
2018|0|S32091|S52901|19|0.86
2018|0|S32091|S82100|19|1.04141
2018|0|S32091|S82101|19|1.04141
2018|0|S32091|S82200|19|1.04141
2018|0|S32091|S82201|19|1.04141
2018|0|S32091|S82300|19|1.04141
2018|0|S32091|S82301|19|1.04141
2018|0|S32091|S82400|19|1.04141
2018|0|S32091|S82401|19|1.04141
2018|0|S32091|S82700|19|1.04141
2018|0|S32091|S82701|19|1.04141
2018|0|S32091|S92000|19|1.0695
2018|0|S32091|S92001|19|1.0695
2018|0|S32091|S92100|19|1.0695
2018|0|S32091|S92101|19|1.0695
2018|0|S32091|S92200|19|1.0695
2018|0|S32091|S92201|19|1.0695
2018|0|S32091|S92210|19|1.0695
2018|0|S32091|S92211|19|1.0695
2018|0|S32091|S92220|19|1.0695
2018|0|S32091|S92221|19|1.0695
2018|0|S32091|S92290|19|1.0695
2018|0|S32091|S92291|19|1.0695
2018|0|S32091|S92300|19|1.0695
2018|0|S32091|S92301|19|1.0695
2018|0|S32091|S92400|19|1.0695
2018|0|S32091|S92401|19|1.0695
2018|0|S32091|S92500|19|1.0695
2018|0|S32091|S92501|19|1.0695
2018|0|S32091|S92700|19|1.0695
2018|0|S32091|S92701|19|1.0695
2018|0|S32091|S92900|19|1.0695
2018|0|S32091|S92901|19|1.0695
2018|0|S32091|T0220|19|0.86
2018|0|S32091|T0221|19|0.86
2018|0|S32091|T0230|19|1.04141
2018|0|S32091|T0231|19|1.04141
2018|0|S32091|T0240|19|0.86
2018|0|S32091|T0241|19|0.86
2018|0|S32091|T0250|19|1.04141
2018|0|S32091|T0251|19|1.04141
2018|0|S32091|T0261|19|1.04141
2018|0|S32091|T060|19|1.19567
2018|0|S32091|T061|19|1.19567
2018|0|S32100|S32300|19|0.77224
2018|0|S32100|S32301|19|0.77224
2018|0|S32100|S32400|19|0.77224
2018|0|S32100|S32401|19|0.77224
2018|0|S32100|S32500|19|0.77224
2018|0|S32100|S32501|19|0.77224
2018|0|S32101|S32300|19|0.77224
2018|0|S32101|S32301|19|0.77224
2018|0|S32101|S32400|19|0.77224
2018|0|S32101|S32401|19|0.77224
2018|0|S32101|S32500|19|0.77224
2018|0|S32101|S32501|19|0.77224
2018|0|S32200|S32300|19|0.77224
2018|0|S32200|S32301|19|0.77224
2018|0|S32200|S32400|19|0.77224
2018|0|S32200|S32401|19|0.77224
2018|0|S32200|S32500|19|0.77224
2018|0|S32200|S32501|19|0.77224
2018|0|S32201|S32300|19|0.77224
2018|0|S32201|S32301|19|0.77224
2018|0|S32201|S32400|19|0.77224
2018|0|S32201|S32401|19|0.77224
2018|0|S32201|S32500|19|0.77224
2018|0|S32201|S32501|19|0.77224
2018|0|S32300|S32700|19|0.77415
2018|0|S32300|S32701|19|0.77415
2018|0|S32301|S32700|19|0.77415
2018|0|S32301|S32701|19|0.77415
2018|0|S32400|S32700|19|0.77415
2018|0|S32400|S32701|19|0.77415
2018|0|S32401|S32700|19|0.77415
2018|0|S32401|S32701|19|0.77415
2018|0|S32500|S32700|19|0.77415
2018|0|S32500|S32701|19|0.77415
2018|0|S32501|S32700|19|0.77415
2018|0|S32501|S32701|19|0.77415
2018|0|S32700|S340|19|1.19567
2018|0|S32700|S3410|19|1.19567
2018|0|S32700|S3411|19|1.19567
2018|0|S32700|S3412|19|1.19567
2018|0|S32700|S3413|19|1.19567
2018|0|S32700|S3418|19|1.19567
2018|0|S32700|S3419|19|1.19567
2018|0|S32700|S42000|19|0.85938
2018|0|S32700|S42001|19|0.85938
2018|0|S32700|S42010|19|0.85938
2018|0|S32700|S42011|19|0.85938
2018|0|S32700|S42020|19|0.85938
2018|0|S32700|S42021|19|0.85938
2018|0|S32700|S42090|19|0.85938
2018|0|S32700|S42091|19|0.85938
2018|0|S32700|S42100|19|2.2427
2018|0|S32700|S42101|19|2.2427
2018|0|S32700|S42110|19|2.2427
2018|0|S32700|S42111|19|2.2427
2018|0|S32700|S42120|19|2.2427
2018|0|S32700|S42121|19|2.2427
2018|0|S32700|S42180|19|2.2427
2018|0|S32700|S42181|19|2.2427
2018|0|S32700|S42190|19|2.2427
2018|0|S32700|S42191|19|2.2427
2018|0|S32700|S52000|19|0.86
2018|0|S32700|S52001|19|0.86
2018|0|S32700|S52010|19|0.86
2018|0|S32700|S52011|19|0.86
2018|0|S32700|S52020|19|0.86
2018|0|S32700|S52021|19|0.86
2018|0|S32700|S52080|19|0.86
2018|0|S32700|S52081|19|0.86
2018|0|S32700|S52090|19|0.86
2018|0|S32700|S52091|19|0.86
2018|0|S32700|S52100|19|0.86
2018|0|S32700|S52101|19|0.86
2018|0|S32700|S52110|19|0.86
2018|0|S32700|S52111|19|0.86
2018|0|S32700|S52120|19|0.86
2018|0|S32700|S52121|19|0.86
2018|0|S32700|S52180|19|0.86
2018|0|S32700|S52181|19|0.86
2018|0|S32700|S52190|19|0.86
2018|0|S32700|S52191|19|0.86
2018|0|S32700|S52200|19|0.86
2018|0|S32700|S52201|19|0.86
2018|0|S32700|S52300|19|0.86
2018|0|S32700|S52301|19|0.86
2018|0|S32700|S52400|19|0.86
2018|0|S32700|S52401|19|0.86
2018|0|S32700|S52500|19|0.86
2018|0|S32700|S52501|19|0.86
2018|0|S32700|S52580|19|0.86
2018|0|S32700|S52581|19|0.86
2018|0|S32700|S52590|19|0.86
2018|0|S32700|S52591|19|0.86
2018|0|S32700|S52600|19|0.86
2018|0|S32700|S52601|19|0.86
2018|0|S32700|S52700|19|0.86
2018|0|S32700|S52701|19|0.86
2018|0|S32700|S52800|19|0.86
2018|0|S32700|S52801|19|0.86
2018|0|S32700|S52900|19|0.86
2018|0|S32700|S52901|19|0.86
2018|0|S32700|S82100|19|1.04141
2018|0|S32700|S82101|19|1.04141
2018|0|S32700|S82200|19|1.04141
2018|0|S32700|S82201|19|1.04141
2018|0|S32700|S82300|19|1.04141
2018|0|S32700|S82301|19|1.04141
2018|0|S32700|S82400|19|1.04141
2018|0|S32700|S82401|19|1.04141
2018|0|S32700|S82700|19|1.04141
2018|0|S32700|S82701|19|1.04141
2018|0|S32700|S92000|19|1.0695
2018|0|S32700|S92001|19|1.0695
2018|0|S32700|S92100|19|1.0695
2018|0|S32700|S92101|19|1.0695
2018|0|S32700|S92200|19|1.0695
2018|0|S32700|S92201|19|1.0695
2018|0|S32700|S92210|19|1.0695
2018|0|S32700|S92211|19|1.0695
2018|0|S32700|S92220|19|1.0695
2018|0|S32700|S92221|19|1.0695
2018|0|S32700|S92290|19|1.0695
2018|0|S32700|S92291|19|1.0695
2018|0|S32700|S92300|19|1.0695
2018|0|S32700|S92301|19|1.0695
2018|0|S32700|S92400|19|1.0695
2018|0|S32700|S92401|19|1.0695
2018|0|S32700|S92500|19|1.0695
2018|0|S32700|S92501|19|1.0695
2018|0|S32700|S92700|19|1.0695
2018|0|S32700|S92701|19|1.0695
2018|0|S32700|S92900|19|1.0695
2018|0|S32700|S92901|19|1.0695
2018|0|S32700|T0220|19|0.86
2018|0|S32700|T0221|19|0.86
2018|0|S32700|T0230|19|1.04141
2018|0|S32700|T0231|19|1.04141
2018|0|S32700|T0240|19|0.86
2018|0|S32700|T0241|19|0.86
2018|0|S32700|T0250|19|1.04141
2018|0|S32700|T0251|19|1.04141
2018|0|S32700|T0261|19|1.04141
2018|0|S32700|T060|19|1.19567
2018|0|S32700|T061|19|1.19567
2018|0|S32701|S340|19|1.19567
2018|0|S32701|S3410|19|1.19567
2018|0|S32701|S3411|19|1.19567
2018|0|S32701|S3412|19|1.19567
2018|0|S32701|S3413|19|1.19567
2018|0|S32701|S3418|19|1.19567
2018|0|S32701|S3419|19|1.19567
2018|0|S32701|S42000|19|0.85938
2018|0|S32701|S42001|19|0.85938
2018|0|S32701|S42010|19|0.85938
2018|0|S32701|S42011|19|0.85938
2018|0|S32701|S42020|19|0.85938
2018|0|S32701|S42021|19|0.85938
2018|0|S32701|S42090|19|0.85938
2018|0|S32701|S42091|19|0.85938
2018|0|S32701|S42100|19|2.2427
2018|0|S32701|S42101|19|2.2427
2018|0|S32701|S42110|19|2.2427
2018|0|S32701|S42111|19|2.2427
2018|0|S32701|S42120|19|2.2427
2018|0|S32701|S42121|19|2.2427
2018|0|S32701|S42180|19|2.2427
2018|0|S32701|S42181|19|2.2427
2018|0|S32701|S42190|19|2.2427
2018|0|S32701|S42191|19|2.2427
2018|0|S32701|S52000|19|0.86
2018|0|S32701|S52001|19|0.86
2018|0|S32701|S52010|19|0.86
2018|0|S32701|S52011|19|0.86
2018|0|S32701|S52020|19|0.86
2018|0|S32701|S52021|19|0.86
2018|0|S32701|S52080|19|0.86
2018|0|S32701|S52081|19|0.86
2018|0|S32701|S52090|19|0.86
2018|0|S32701|S52091|19|0.86
2018|0|S32701|S52100|19|0.86
2018|0|S32701|S52101|19|0.86
2018|0|S32701|S52110|19|0.86
2018|0|S32701|S52111|19|0.86
2018|0|S32701|S52120|19|0.86
2018|0|S32701|S52121|19|0.86
2018|0|S32701|S52180|19|0.86
2018|0|S32701|S52181|19|0.86
2018|0|S32701|S52190|19|0.86
2018|0|S32701|S52191|19|0.86
2018|0|S32701|S52200|19|0.86
2018|0|S32701|S52201|19|0.86
2018|0|S32701|S52300|19|0.86
2018|0|S32701|S52301|19|0.86
2018|0|S32701|S52400|19|0.86
2018|0|S32701|S52401|19|0.86
2018|0|S32701|S52500|19|0.86
2018|0|S32701|S52501|19|0.86
2018|0|S32701|S52580|19|0.86
2018|0|S32701|S52581|19|0.86
2018|0|S32701|S52590|19|0.86
2018|0|S32701|S52591|19|0.86
2018|0|S32701|S52600|19|0.86
2018|0|S32701|S52601|19|0.86
2018|0|S32701|S52700|19|0.86
2018|0|S32701|S52701|19|0.86
2018|0|S32701|S52800|19|0.86
2018|0|S32701|S52801|19|0.86
2018|0|S32701|S52900|19|0.86
2018|0|S32701|S52901|19|0.86
2018|0|S32701|S82100|19|1.04141
2018|0|S32701|S82101|19|1.04141
2018|0|S32701|S82200|19|1.04141
2018|0|S32701|S82201|19|1.04141
2018|0|S32701|S82300|19|1.04141
2018|0|S32701|S82301|19|1.04141
2018|0|S32701|S82400|19|1.04141
2018|0|S32701|S82401|19|1.04141
2018|0|S32701|S82700|19|1.04141
2018|0|S32701|S82701|19|1.04141
2018|0|S32701|S92000|19|1.0695
2018|0|S32701|S92001|19|1.0695
2018|0|S32701|S92100|19|1.0695
2018|0|S32701|S92101|19|1.0695
2018|0|S32701|S92200|19|1.0695
2018|0|S32701|S92201|19|1.0695
2018|0|S32701|S92210|19|1.0695
2018|0|S32701|S92211|19|1.0695
2018|0|S32701|S92220|19|1.0695
2018|0|S32701|S92221|19|1.0695
2018|0|S32701|S92290|19|1.0695
2018|0|S32701|S92291|19|1.0695
2018|0|S32701|S92300|19|1.0695
2018|0|S32701|S92301|19|1.0695
2018|0|S32701|S92400|19|1.0695
2018|0|S32701|S92401|19|1.0695
2018|0|S32701|S92500|19|1.0695
2018|0|S32701|S92501|19|1.0695
2018|0|S32701|S92700|19|1.0695
2018|0|S32701|S92701|19|1.0695
2018|0|S32701|S92900|19|1.0695
2018|0|S32701|S92901|19|1.0695
2018|0|S32701|T0220|19|0.86
2018|0|S32701|T0221|19|0.86
2018|0|S32701|T0230|19|1.04141
2018|0|S32701|T0231|19|1.04141
2018|0|S32701|T0240|19|0.86
2018|0|S32701|T0241|19|0.86
2018|0|S32701|T0250|19|1.04141
2018|0|S32701|T0251|19|1.04141
2018|0|S32701|T0261|19|1.04141
2018|0|S32701|T060|19|1.19567
2018|0|S32701|T061|19|1.19567
2018|0|S42200|S52000|19|0.98323
2018|0|S42200|S52001|19|0.98323
2018|0|S42200|S52010|19|0.98323
2018|0|S42200|S52011|19|0.98323
2018|0|S42200|S52020|19|0.98323
2018|0|S42200|S52021|19|0.98323
2018|0|S42200|S52080|19|0.98323
2018|0|S42200|S52081|19|0.98323
2018|0|S42200|S52090|19|0.98323
2018|0|S42200|S52091|19|0.98323
2018|0|S42200|S52100|19|0.98323
2018|0|S42200|S52101|19|0.98323
2018|0|S42200|S52110|19|0.98323
2018|0|S42200|S52111|19|0.98323
2018|0|S42200|S52120|19|0.98323
2018|0|S42200|S52121|19|0.98323
2018|0|S42200|S52180|19|0.98323
2018|0|S42200|S52181|19|0.98323
2018|0|S42200|S52190|19|0.98323
2018|0|S42200|S52191|19|0.98323
2018|0|S42200|S52200|19|0.98323
2018|0|S42200|S52201|19|0.98323
2018|0|S42200|S52300|19|0.98323
2018|0|S42200|S52301|19|0.98323
2018|0|S42200|S52400|19|0.98323
2018|0|S42200|S52401|19|0.98323
2018|0|S42200|S52500|19|0.98323
2018|0|S42200|S52501|19|0.98323
2018|0|S42200|S52580|19|0.98323
2018|0|S42200|S52581|19|0.98323
2018|0|S42200|S52590|19|0.98323
2018|0|S42200|S52591|19|0.98323
2018|0|S42200|S52600|19|0.98323
2018|0|S42200|S52601|19|0.98323
2018|0|S42200|S52700|19|0.98323
2018|0|S42200|S52701|19|0.98323
2018|0|S42200|S52800|19|0.98323
2018|0|S42200|S52801|19|0.98323
2018|0|S42200|S52900|19|0.98323
2018|0|S42200|S52901|19|0.98323
2018|0|S42200|T0220|19|0.98323
2018|0|S42200|T0221|19|0.98323
2018|0|S42200|T0240|19|0.98323
2018|0|S42200|T0241|19|0.98323
2018|0|S42201|S52000|19|0.98323
2018|0|S42201|S52001|19|0.98323
2018|0|S42201|S52010|19|0.98323
2018|0|S42201|S52011|19|0.98323
2018|0|S42201|S52020|19|0.98323
2018|0|S42201|S52021|19|0.98323
2018|0|S42201|S52080|19|0.98323
2018|0|S42201|S52081|19|0.98323
2018|0|S42201|S52090|19|0.98323
2018|0|S42201|S52091|19|0.98323
2018|0|S42201|S52100|19|0.98323
2018|0|S42201|S52101|19|0.98323
2018|0|S42201|S52110|19|0.98323
2018|0|S42201|S52111|19|0.98323
2018|0|S42201|S52120|19|0.98323
2018|0|S42201|S52121|19|0.98323
2018|0|S42201|S52180|19|0.98323
2018|0|S42201|S52181|19|0.98323
2018|0|S42201|S52190|19|0.98323
2018|0|S42201|S52191|19|0.98323
2018|0|S42201|S52200|19|0.98323
2018|0|S42201|S52201|19|0.98323
2018|0|S42201|S52300|19|0.98323
2018|0|S42201|S52301|19|0.98323
2018|0|S42201|S52400|19|0.98323
2018|0|S42201|S52401|19|0.98323
2018|0|S42201|S52500|19|0.98323
2018|0|S42201|S52501|19|0.98323
2018|0|S42201|S52580|19|0.98323
2018|0|S42201|S52581|19|0.98323
2018|0|S42201|S52590|19|0.98323
2018|0|S42201|S52591|19|0.98323
2018|0|S42201|S52600|19|0.98323
2018|0|S42201|S52601|19|0.98323
2018|0|S42201|S52700|19|0.98323
2018|0|S42201|S52701|19|0.98323
2018|0|S42201|S52800|19|0.98323
2018|0|S42201|S52801|19|0.98323
2018|0|S42201|S52900|19|0.98323
2018|0|S42201|S52901|19|0.98323
2018|0|S42201|T0220|19|0.98323
2018|0|S42201|T0221|19|0.98323
2018|0|S42201|T0240|19|0.98323
2018|0|S42201|T0241|19|0.98323
2018|0|S42210|S52000|19|0.98323
2018|0|S42210|S52001|19|0.98323
2018|0|S42210|S52010|19|0.98323
2018|0|S42210|S52011|19|0.98323
2018|0|S42210|S52020|19|0.98323
2018|0|S42210|S52021|19|0.98323
2018|0|S42210|S52080|19|0.98323
2018|0|S42210|S52081|19|0.98323
2018|0|S42210|S52090|19|0.98323
2018|0|S42210|S52091|19|0.98323
2018|0|S42210|S52100|19|0.98323
2018|0|S42210|S52101|19|0.98323
2018|0|S42210|S52110|19|0.98323
2018|0|S42210|S52111|19|0.98323
2018|0|S42210|S52120|19|0.98323
2018|0|S42210|S52121|19|0.98323
2018|0|S42210|S52180|19|0.98323
2018|0|S42210|S52181|19|0.98323
2018|0|S42210|S52190|19|0.98323
2018|0|S42210|S52191|19|0.98323
2018|0|S42210|S52200|19|0.98323
2018|0|S42210|S52201|19|0.98323
2018|0|S42210|S52300|19|0.98323
2018|0|S42210|S52301|19|0.98323
2018|0|S42210|S52400|19|0.98323
2018|0|S42210|S52401|19|0.98323
2018|0|S42210|S52500|19|0.98323
2018|0|S42210|S52501|19|0.98323
2018|0|S42210|S52580|19|0.98323
2018|0|S42210|S52581|19|0.98323
2018|0|S42210|S52590|19|0.98323
2018|0|S42210|S52591|19|0.98323
2018|0|S42210|S52600|19|0.98323
2018|0|S42210|S52601|19|0.98323
2018|0|S42210|S52700|19|0.98323
2018|0|S42210|S52701|19|0.98323
2018|0|S42210|S52800|19|0.98323
2018|0|S42210|S52801|19|0.98323
2018|0|S42210|S52900|19|0.98323
2018|0|S42210|S52901|19|0.98323
2018|0|S42210|T0220|19|0.98323
2018|0|S42210|T0221|19|0.98323
2018|0|S42210|T0240|19|0.98323
2018|0|S42210|T0241|19|0.98323
2018|0|S42211|S52000|19|0.98323
2018|0|S42211|S52001|19|0.98323
2018|0|S42211|S52010|19|0.98323
2018|0|S42211|S52011|19|0.98323
2018|0|S42211|S52020|19|0.98323
2018|0|S42211|S52021|19|0.98323
2018|0|S42211|S52080|19|0.98323
2018|0|S42211|S52081|19|0.98323
2018|0|S42211|S52090|19|0.98323
2018|0|S42211|S52091|19|0.98323
2018|0|S42211|S52100|19|0.98323
2018|0|S42211|S52101|19|0.98323
2018|0|S42211|S52110|19|0.98323
2018|0|S42211|S52111|19|0.98323
2018|0|S42211|S52120|19|0.98323
2018|0|S42211|S52121|19|0.98323
2018|0|S42211|S52180|19|0.98323
2018|0|S42211|S52181|19|0.98323
2018|0|S42211|S52190|19|0.98323
2018|0|S42211|S52191|19|0.98323
2018|0|S42211|S52200|19|0.98323
2018|0|S42211|S52201|19|0.98323
2018|0|S42211|S52300|19|0.98323
2018|0|S42211|S52301|19|0.98323
2018|0|S42211|S52400|19|0.98323
2018|0|S42211|S52401|19|0.98323
2018|0|S42211|S52500|19|0.98323
2018|0|S42211|S52501|19|0.98323
2018|0|S42211|S52580|19|0.98323
2018|0|S42211|S52581|19|0.98323
2018|0|S42211|S52590|19|0.98323
2018|0|S42211|S52591|19|0.98323
2018|0|S42211|S52600|19|0.98323
2018|0|S42211|S52601|19|0.98323
2018|0|S42211|S52700|19|0.98323
2018|0|S42211|S52701|19|0.98323
2018|0|S42211|S52800|19|0.98323
2018|0|S42211|S52801|19|0.98323
2018|0|S42211|S52900|19|0.98323
2018|0|S42211|S52901|19|0.98323
2018|0|S42211|T0220|19|0.98323
2018|0|S42211|T0221|19|0.98323
2018|0|S42211|T0240|19|0.98323
2018|0|S42211|T0241|19|0.98323
2018|0|S42220|S52000|19|0.98323
2018|0|S42220|S52001|19|0.98323
2018|0|S42220|S52010|19|0.98323
2018|0|S42220|S52011|19|0.98323
2018|0|S42220|S52020|19|0.98323
2018|0|S42220|S52021|19|0.98323
2018|0|S42220|S52080|19|0.98323
2018|0|S42220|S52081|19|0.98323
2018|0|S42220|S52090|19|0.98323
2018|0|S42220|S52091|19|0.98323
2018|0|S42220|S52100|19|0.98323
2018|0|S42220|S52101|19|0.98323
2018|0|S42220|S52110|19|0.98323
2018|0|S42220|S52111|19|0.98323
2018|0|S42220|S52120|19|0.98323
2018|0|S42220|S52121|19|0.98323
2018|0|S42220|S52180|19|0.98323
2018|0|S42220|S52181|19|0.98323
2018|0|S42220|S52190|19|0.98323
2018|0|S42220|S52191|19|0.98323
2018|0|S42220|S52200|19|0.98323
2018|0|S42220|S52201|19|0.98323
2018|0|S42220|S52300|19|0.98323
2018|0|S42220|S52301|19|0.98323
2018|0|S42220|S52400|19|0.98323
2018|0|S42220|S52401|19|0.98323
2018|0|S42220|S52500|19|0.98323
2018|0|S42220|S52501|19|0.98323
2018|0|S42220|S52580|19|0.98323
2018|0|S42220|S52581|19|0.98323
2018|0|S42220|S52590|19|0.98323
2018|0|S42220|S52591|19|0.98323
2018|0|S42220|S52600|19|0.98323
2018|0|S42220|S52601|19|0.98323
2018|0|S42220|S52700|19|0.98323
2018|0|S42220|S52701|19|0.98323
2018|0|S42220|S52800|19|0.98323
2018|0|S42220|S52801|19|0.98323
2018|0|S42220|S52900|19|0.98323
2018|0|S42220|S52901|19|0.98323
2018|0|S42220|T0220|19|0.98323
2018|0|S42220|T0221|19|0.98323
2018|0|S42220|T0240|19|0.98323
2018|0|S42220|T0241|19|0.98323
2018|0|S42221|S52000|19|0.98323
2018|0|S42221|S52001|19|0.98323
2018|0|S42221|S52010|19|0.98323
2018|0|S42221|S52011|19|0.98323
2018|0|S42221|S52020|19|0.98323
2018|0|S42221|S52021|19|0.98323
2018|0|S42221|S52080|19|0.98323
2018|0|S42221|S52081|19|0.98323
2018|0|S42221|S52090|19|0.98323
2018|0|S42221|S52091|19|0.98323
2018|0|S42221|S52100|19|0.98323
2018|0|S42221|S52101|19|0.98323
2018|0|S42221|S52110|19|0.98323
2018|0|S42221|S52111|19|0.98323
2018|0|S42221|S52120|19|0.98323
2018|0|S42221|S52121|19|0.98323
2018|0|S42221|S52180|19|0.98323
2018|0|S42221|S52181|19|0.98323
2018|0|S42221|S52190|19|0.98323
2018|0|S42221|S52191|19|0.98323
2018|0|S42221|S52200|19|0.98323
2018|0|S42221|S52201|19|0.98323
2018|0|S42221|S52300|19|0.98323
2018|0|S42221|S52301|19|0.98323
2018|0|S42221|S52400|19|0.98323
2018|0|S42221|S52401|19|0.98323
2018|0|S42221|S52500|19|0.98323
2018|0|S42221|S52501|19|0.98323
2018|0|S42221|S52580|19|0.98323
2018|0|S42221|S52581|19|0.98323
2018|0|S42221|S52590|19|0.98323
2018|0|S42221|S52591|19|0.98323
2018|0|S42221|S52600|19|0.98323
2018|0|S42221|S52601|19|0.98323
2018|0|S42221|S52700|19|0.98323
2018|0|S42221|S52701|19|0.98323
2018|0|S42221|S52800|19|0.98323
2018|0|S42221|S52801|19|0.98323
2018|0|S42221|S52900|19|0.98323
2018|0|S42221|S52901|19|0.98323
2018|0|S42221|T0220|19|0.98323
2018|0|S42221|T0221|19|0.98323
2018|0|S42221|T0240|19|0.98323
2018|0|S42221|T0241|19|0.98323
2018|0|S42280|S52000|19|0.98323
2018|0|S42280|S52001|19|0.98323
2018|0|S42280|S52010|19|0.98323
2018|0|S42280|S52011|19|0.98323
2018|0|S42280|S52020|19|0.98323
2018|0|S42280|S52021|19|0.98323
2018|0|S42280|S52080|19|0.98323
2018|0|S42280|S52081|19|0.98323
2018|0|S42280|S52090|19|0.98323
2018|0|S42280|S52091|19|0.98323
2018|0|S42280|S52100|19|0.98323
2018|0|S42280|S52101|19|0.98323
2018|0|S42280|S52110|19|0.98323
2018|0|S42280|S52111|19|0.98323
2018|0|S42280|S52120|19|0.98323
2018|0|S42280|S52121|19|0.98323
2018|0|S42280|S52180|19|0.98323
2018|0|S42280|S52181|19|0.98323
2018|0|S42280|S52190|19|0.98323
2018|0|S42280|S52191|19|0.98323
2018|0|S42280|S52200|19|0.98323
2018|0|S42280|S52201|19|0.98323
2018|0|S42280|S52300|19|0.98323
2018|0|S42280|S52301|19|0.98323
2018|0|S42280|S52400|19|0.98323
2018|0|S42280|S52401|19|0.98323
2018|0|S42280|S52500|19|0.98323
2018|0|S42280|S52501|19|0.98323
2018|0|S42280|S52580|19|0.98323
2018|0|S42280|S52581|19|0.98323
2018|0|S42280|S52590|19|0.98323
2018|0|S42280|S52591|19|0.98323
2018|0|S42280|S52600|19|0.98323
2018|0|S42280|S52601|19|0.98323
2018|0|S42280|S52700|19|0.98323
2018|0|S42280|S52701|19|0.98323
2018|0|S42280|S52800|19|0.98323
2018|0|S42280|S52801|19|0.98323
2018|0|S42280|S52900|19|0.98323
2018|0|S42280|S52901|19|0.98323
2018|0|S42280|T0220|19|0.98323
2018|0|S42280|T0221|19|0.98323
2018|0|S42280|T0240|19|0.98323
2018|0|S42280|T0241|19|0.98323
2018|0|S42281|S52000|19|0.98323
2018|0|S42281|S52001|19|0.98323
2018|0|S42281|S52010|19|0.98323
2018|0|S42281|S52011|19|0.98323
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2018|0|S72011|Z508|20|0.38257
2018|0|S72080|Z508|20|0.38257
2018|0|S72081|Z508|20|0.38257
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2018|0|S72401|Z508|20|0.38257
2018|0|S72410|Z508|20|0.38257
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2018|0|S72420|Z508|20|0.38257
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2018|0|S72491|Z508|20|0.38257
2018|0|S72700|Z508|20|0.38257
2018|0|S72701|Z508|20|0.38257
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2018|0|S72801|Z508|20|0.38257
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2018|0|S82891|S92300|19|0.84172
2018|0|S82891|S92301|19|0.84172
2018|0|S82891|S92400|19|0.84172
2018|0|S82891|S92401|19|0.84172
2018|0|S82891|S92500|19|0.84172
2018|0|S82891|S92501|19|0.84172
2018|0|S82891|S92700|19|0.84172
2018|0|S82891|S92701|19|0.84172
2018|0|S82891|S92900|19|0.84172
2018|0|S82891|S92901|19|0.84172
2018|0|T202|T222|18|0.67255
2018|0|T202|T223|18|0.67255
2018|0|T202|T226|18|0.67255
2018|0|T202|T227|18|0.67255
2018|0|T203|T222|18|0.67255
2018|0|T203|T223|18|0.67255
2018|0|T203|T226|18|0.67255
2018|0|T203|T227|18|0.67255
2018|0|T206|T222|18|0.67255
2018|0|T206|T223|18|0.67255
2018|0|T206|T226|18|0.67255
2018|0|T206|T227|18|0.67255
2018|0|T207|T222|18|0.67255
2018|0|T207|T223|18|0.67255
2018|0|T207|T226|18|0.67255
2018|0|T207|T227|18|0.67255
2018|0|T813|T814|06|0.83845
