Downloading: s3://natera-rnd-pltf-dev-nextflow-scratch-01/work/1f/a2efdd1c895b7bf3d498ccc0a192ac/BVT_FFPE_TRNA_bst_01_03_A23WKFTLT4_1.Aligned.sortedByCoord.out.bam
Downloading: s3://natera-rnd-pltf-dev-nextflow-scratch-01/work/34/ba43b746850f4fdd77ef6f0a3b3da4/.command.sh
Downloading: s3://natera-rnd-pltf-dev-nextflow-scratch-01/work/34/ba43b746850f4fdd77ef6f0a3b3da4/.command.run
==> STAGING COMPLETE (3 inputs)
PAIRED_END_BAM_INPUT
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paired = 262974311
unpaired = 5023358
MERGED PAIRED END READS = 262974311
MATES PROCESSED = 530971980
TOTAL READS = 267997669
DISTINCT READS = 7.73748e+07
DISTINCT COUNTS = 1400
MAX COUNT = 922183
COUNTS OF 1 = 2.62956e+07
MAX TERMS = 100
OBSERVED COUNTS (922184)
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2 16530309
3 11115727
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62 2432
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64 2263
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72 1620
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121 431
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126 357
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133 322
134 336
135 330
136 333
137 271
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139 284
140 274
141 290
142 269
143 260
144 251
145 252
146 251
147 272
148 218
149 253
150 236
151 188
152 206
153 214
154 225
155 208
156 210
157 199
158 222
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160 184
161 186
162 197
163 204
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165 202
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167 177
168 160
169 180
170 160
171 165
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176 161
177 135
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181 136
182 125
183 149
184 130
185 135
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190 115
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195 111
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204 100
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303 36
304 29
305 25
306 33
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309 28
310 27
311 34
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315 25
316 26
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319 25
320 27
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322 29
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330 29
331 29
332 26
333 31
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335 27
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337 23
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1031 1
1032 1
1034 1
1036 2
1037 1
1038 1
1040 1
1041 1
1042 1
1044 3
1045 1
1046 1
1050 2
1052 1
1053 2
1054 1
1057 3
1058 1
1060 1
1061 1
1062 1
1063 1
1064 1
1067 1
1069 1
1070 1
1071 1
1072 1
1075 1
1078 1
1080 3
1082 1
1083 2
1086 2
1087 2
1088 3
1089 4
1090 1
1091 1
1093 2
1095 1
1097 1
1098 3
1101 1
1102 1
1104 1
1107 1
1108 1
1110 1
1112 1
1113 1
1114 1
1115 2
1117 2
1120 2
1121 1
1125 3
1126 2
1129 1
1131 1
1133 1
1134 1
1136 1
1138 1
1139 1
1140 2
1141 1
1144 3
1146 1
1147 4
1149 1
1151 2
1152 1
1155 1
1157 1
1158 1
1159 2
1160 3
1161 2
1162 2
1163 1
1164 1
1165 1
1167 1
1169 1
1170 1
1171 1
1175 1
1176 1
1178 1
1182 1
1184 2
1185 2
1189 1
1193 1
1195 1
1196 2
1197 1
1202 1
1210 2
1215 1
1216 2
1217 2
1218 1
1219 1
1220 1
1222 1
1223 1
1226 1
1228 1
1230 1
1232 1
1233 1
1237 2
1240 1
1245 2
1249 1
1254 1
1256 1
1257 1
1258 1
1264 1
1266 2
1270 1
1274 1
1276 2
1277 1
1280 1
1281 1
1283 1
1284 1
1286 2
1287 1
1288 3
1289 1
1295 1
1297 1
1299 1
1301 1
1306 1
1307 1
1308 1
1309 2
1310 1
1311 1
1313 1
1317 2
1324 1
1326 3
1329 2
1330 2
1332 1
1333 1
1334 1
1335 1
1338 1
1340 3
1342 1
1343 1
1344 2
1345 1
1348 1
1350 1
1351 1
1352 1
1353 1
1356 1
1357 2
1358 1
1359 1
1360 2
1363 1
1371 1
1373 1
1377 1
1379 2
1384 1
1385 1
1386 2
1392 1
1394 1
1396 1
1398 1
1403 1
1405 1
1410 2
1411 1
1412 1
1417 2
1420 1
1421 1
1423 1
1426 1
1429 1
1430 1
1432 2
1434 1
1438 1
1443 1
1444 1
1448 1
1450 2
1453 1
1454 1
1455 1
1456 1
1457 1
1459 1
1465 2
1470 1
1472 1
1474 1
1475 1
1481 1
1488 1
1491 2
1494 2
1500 1
1505 1
1512 1
1514 1
1515 1
1518 1
1520 1
1523 1
1526 1
1527 1
1530 1
1537 1
1543 1
1544 1
1547 1
1548 2
1552 1
1556 1
1558 2
1561 1
1562 1
1565 1
1568 1
1575 1
1592 2
1595 2
1596 2
1597 1
1599 1
1600 1
1609 1
1616 1
1622 1
1626 2
1627 1
1633 1
1634 1
1635 1
1638 1
1640 1
1649 1
1657 1
1658 2
1659 1
1661 1
1665 3
1667 1
1668 1
1671 1
1682 1
1684 1
1695 1
1699 1
1703 1
1705 1
1711 1
1712 1
1718 1
1724 1
1725 1
1728 1
1731 1
1734 1
1735 1
1745 1
1746 1
1747 1
1755 1
1756 1
1757 1
1760 1
1766 1
1778 1
1779 1
1781 1
1783 1
1784 1
1789 1
1798 1
1800 1
1801 2
1805 1
1811 1
1813 2
1821 1
1823 1
1832 1
1839 1
1840 1
1842 2
1857 1
1876 2
1887 1
1900 1
1911 1
1913 1
1927 1
1929 1
1941 1
1945 1
1955 1
1957 1
1972 1
1986 1
1990 1
1995 1
1996 2
1999 1
2017 1
2023 1
2027 1
2034 2
2052 2
2056 1
2072 1
2088 1
2092 1
2104 1
2126 1
2133 1
2151 1
2158 1
2162 1
2170 1
2181 1
2183 1
2185 1
2186 1
2198 1
2199 1
2200 1
2228 1
2229 1
2239 1
2240 1
2270 1
2272 1
2295 1
2305 1
2317 1
2323 1
2337 1
2347 1
2357 1
2373 1
2377 1
2384 1
2386 1
2387 1
2394 1
2400 1
2418 1
2425 1
2450 1
2456 1
2472 1
2478 1
2482 1
2529 1
2544 1
2572 1
2590 1
2611 1
2614 1
2659 1
2670 1
2698 1
2716 1
2744 1
2776 1
2777 1
2815 1
2816 1
2827 1
2858 1
2910 1
2952 1
2998 1
3003 1
3013 1
3022 1
3036 1
3078 1
3087 1
3172 1
3239 1
3396 1
3431 1
3484 1
3591 1
3675 1
3714 1
3757 1
4009 1
4129 1
4268 1
4406 1
4423 1
4680 1
4880 1
4907 1
5199 1
5314 1
5734 1
5834 1
6568 1
8676 1
9069 1
12785 1
19537 1
922183 1
[ESTIMATING YIELD CURVE]
[BOOTSTRAPPING HISTOGRAM]
........................................................................
............................
[COMPUTING CONFIDENCE INTERVALS]
[WRITING OUTPUT]