Description
Read distribution plot - plot shows number of reads assigned during read grouping
Filtered Reads - plot shows percentage of assigned reads that have been recognized as PRIMER DIMERS or filtered based on low alignment score
Cutting rates - plot gives overview of percentage of reads (not filtered as PRIMER DIMER) that have cut
Frameshift - plot shows what percentage of reads that have frameshift
Frameshift overlapping - shows what percentage of reads have frameshift counting only deletions and insertions that overlap expected cut site (should be more accurate when controls are not available)
Read heterogeneity plot - shows what is the share of each of the unique reads in total count of all reads. The more yellow each row, the less heterogeneity in the reads, more black means reads don’t repeat often and are unique
Top unassigned reads - take a look at the alignment of most abundant forward and reverse complemented reverse reads for each barcode, if you find that there is many unassigned reads you can ivestigate here.
Barcode Summary
Groups IDs
barcode_1 |
ID_1, ID_2 |
barcode_2 |
ID_3, ID_4 |
Read distribution
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Filtered Reads
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)
Indel rates
![](data:image/png;base64,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)
Frameshift
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C+6L8i2rsyQAetzE6fbcy93o9nHp+TXTDZmEXZAM024aXGPJr95YT9hze7N+feeHfdZf3MIK88RxvzSnbJHWGAPhW+Vho41ZjFreVn898avY7Nv03fo3vg1tauYkGtGwrrQD+k4/wzQvzg38nuRwAAdGgRAXpDcBbQPzzo/TvihZmHBN/KOaXsMl6Anp2b/pcxlxb9qvnFYYUAXRIuG2XM6uKrn2nMf3LTJxuzwG3qaYblFiwOA3SaMXfOyTrPmGeityPz5GHG68/CB5UIULSXfkiDAHV6v5/sjgQAQEcWEaBrvuGU61b+4qkXoNNy028aMyGcWvTkrZed3M//2Ho2QBuyL0r2N0NKrn6sMZ/kpi8y5kV3kTEn5RZk+gYBep4p8UjkZizwEtYMfaJoyR23BF79JElrCdB6FvGoLn971gEbODu9XeWdpcV1q3yLHULz2lqPII1ct6XWQ0ijTFOtR5BCK73n71qPIYU+dVfVeggptNp1Vye6wngB6j7YuTxAryu/iBegd+Smlxozzu/Gh4/Ifin7/vkAHZpNSmOOKLn6SNMnP32dMU+57xlzbn7JoUGAji8N0LsjBttye19j+l2/UvyKDyEhtlYe2dMc57gq7yx8CEniQ0gCH0LS+BCSwIeQJD6EpKT0Q0iuO6NLaX+eXnEJL0Cn56ZfDz8Gf6VXif1PmnLXCyum5gM09x3yjYU32APHGpN/TfUyY+a4Hxe/Ato/CNA/GRPjnc8144zpOXmp/B0BithaeWQXbuLsUeWdhQCVCFCBANUIUIEAlQhQJbUB6r7ww+L332+rvEDx34D+M3g7/mVjBj0a/hlmZYAebHquLb76Gca8kZs+xZj33LW9C4m6LPwb0MsrTiwvtJxlzMjXIn5JgCK28ofzg177npeb/p6zU5V3FgJUIkAFAlQjQAUCVCJAlfQGqJt55NDdPufX5zYN01aL3xd/Cn68/x66e5UxD2cXTKwI0LPDr0Py/dn/zNHNxtyUq8T+pn8meE301eyS+8IAfciYq3Oru//6G/WZ6G805mT17nt404neuQRoXat4PL/l7JWb3Nr5TpV3FgJUIkAFAlQjQAUCVCJAlRQHqK9pwStvLdPdF5wHNJuQLxozuMl1JxnzVrhgxcCKAH3YmBOyZ/k8wByccd/x+jV7HtBrjDnf+zHTmLHhJZqHhwG6vNE0fhheZn4vc6Ycxpr9zYErIjeAAEVsFY/nAKdr9hvg73ecoVXeWQhQiQAVCFCNABUIUIkAVVIeoK3xA7TX3/2pZweEKXqbMbcHv1ruf5VR8IXvhQD1o/IS/5z0zRcac6UbnNhzzMfez8ztDabnm97Esv7GnL3Kv/opuW9CmmLMUcHtfHS4MbPlMB4y5uboQRKgiK3i8ZziOL95x5+Y8y3H+XuVdxYCVCJABQJUI0AFAlQiQJX6DlAvFEdPnjqmp5eS/p9+vtvHNEyd/eJDl/czDcZMeL6pOEDdl3sbM3zSzCu9ED3cz8xFg4wZNHHG5KPy3wX/kH8upYnXThxi+o4LA3SV1519Jlx747l9jLlCD2OyMaNOLJhPgOIzqng8P/ie4+ww+sI/HbSx4wyu9s5CgEoEqECAagSoQIBKBKiStgC9oRWVATpvYvYESaeEb4Lf2zM7P+nVXt6/C0sC1J0zOPvbo+cF8+8emp1vuDn7Lv89fcIF/Z+5OvvFm0tPyF6m15SIvwQoO1XTG6W/JUARW+UD+sKuuY/hHTC/2jsLASoRoAIBqhGgAgEqEaBK2gK04vzzRSoDdGHm0XH7Nww947FcHL57wah++42a8rbrPn5Y3yMWlwaou2LmmEF9Dj/zgdyl195z6tCG/qOmFl61XDh1ZL/GEVd86OYC1M088adhfYaMuazslc2C3xOgqA7xiM47f59vbbztTw++r/o7CwEqEaACAaoRoAIBKhGgSh0HaF0gQBFbovsKAaoRoAIBqhGgAgEqEaAKAWoXAYrYEt1XCFCNABUIUI0AFQhQiQBVCFC7CFDElui+QoBqBKhAgGoEqECASgSokrYA3Snny2F0fu5LG4YTW+y0U0LNWFUEKGJLdF8hQDUCVCBANQJUIEAlAlRJW4DmLN3Xi84dznl9tbv2rct28qa/9G/brRjDXZMr6JOD5hGgiC3RfYUA1QhQgQDVCFCBAJUIUCWlAdryv15z/jL3BZxrfuvNfT3y6y6TU3bKJd/1rV+DAEVsie4rBKhGgAoEqEaACgSoRIAqKQ3Q6f5XwC/Jzy7b1pu/cN3isTYIUMSW6L5CgGoEqECAagSoQIBKBKiS0gD9Hy84+xXND/Dmf2YrEm0iQBFbovsKAaoRoAIBqhGgAgEqEaBKSgPUf8Xz6KL54/y/ArUViTYRoIgt0X2FANUIUIEA1QhQgQCVCFAlpQHa2QvOPYvmf+bNd7EViTYRoIgt0X2FANUIUIEA1QhQgQCVCFAlpQHqn4Sp09/zs/ds4M3/l71MtIcARWyJ7isEqEaACgSoRoAKBKhEgCopDdBe/qk/N7lmbTDTfOPm/uxv7aaiHQQoYkt0XyFANQJUIEA1AlQgQCUCVElpgN4cnn3+q0ecf8OFo78RzlxjvRYtIEARW6L7CgGqEaACAaoRoAIBKhGgSkoDtGWvii/i3HW1vmi6EaCILdF9hQDVCFCBANUIUIEAlQhQJaUB6r6xfVl/bvas7Va0ggBFbInuKwSoRoAKBKhGgAoEqESAKmkNUPf13Ur6c7s2vvIyrQhQxJbovkKAagSoQIBqBKhAgEoEqJLaAHVXn75NPj83Gb3UbidaQ4AitkT3FQJUI0AFAlQjQAUCVCJAlfQGqJegtxy51ze23flHh05fbrMRrSJAEVui+woBqhGgAgGqEaACASoRoEqaA7QjIEARW6L7CgGqEaACAaoRoAIBKhGgCgFqFwGK2BLdVwhQjQAVCFCNABUIUIkAVdIdoJkPX3li7oKMvT60jgBFbInuKwSoRoAKBKhGgAoEqESAKikO0JY7+4fnYtqm399arFaiRQQoYkt0XyFANQJUIEA1AlQgQCUCVElvgD69a9FZmL47x24nWkOAIrZE9xUCVCNABQJUI0AFAlQiQJXUBuhNXUrOA9r1DsulaAkBitgS3VcIUI0AFQhQjQAVCFCJAFXSGqBPbVT2TUibzrXdilYQoIgt0X2FANUIUIEA1QhQgQCVCFAlpQGa2b3iu+B/YT0WbSBAEVui+woBqhGgAgGqEaACASoRoEpKA/S+8AuQxjz4VtO7Dx6/cTD3qPVatIAARWyJ7isEqEaACgSoRoAKBKhEgCopDdDRfnH+JHfhhT/yZ8fYDEVbCFDElui+QoBqBKhAgGoEqECASgSoktIA/b4XnN0W5Gfn+V8Lv7u9TLSHAEVsie4rBKhGgAoEqEaACgSoRIAqKQ3Qbb3gPLRo/hBvfjtbkWgTAYrYEt1XCFCNABUIUI0AFQhQiQBVUhqgnb3gnFI0f7k339lWJNpEgCK2RPcVAlQjQAUCVCNABQJUIkCVlAboZl5wji+aH+fNb2ErEm0iQBFbovsKAaoRoAIBqhGgAgEqEaBKSgN0Z/+8S4XvgM/s7c1/3V4m2kOAIrZE9xUCVCNABQJUI0AFAlQiQJWUBmiD/7H3SfnZC/zZRnuZaA8BitgS3VcIUI0AFQhQjQAVCFCJAFVSGqCX+cXZadR7wcx7Izv5s3+2m4p2EKCILdF9hQDVCFCBANUIUIEAlQhQJaUBunjz4NzzXX643+j9ftg5mN5iifVatIAARWyJ7isEqEaACgSoRoAKBKhEgCopDVB3QsVXcU6w3YpWEKCILdF9hQDVCFCBANUIUIEAlQhQJa0B2tyzrD9Ns+1WtIIARWyJ7isEqEaACgSoRoAKBKhEgCppDVB35cEl/XnQSsulaAkBitgS3VcIUI0AFQhQjQAVCFCJAFVSG6Cue9fe+fz82d+tVqJFBChiS3RfIUA1AlQgQDUCVCBAJQJUSXGAuu47048b1jjsuOlvWyxEywhQxJbovkKAagSoQIBqBKhAgEoEqJLqAO0ACFDElui+QoBqBKhAgGoEqECASgSoQoDaRYAitkT3FQJUI0AFAlQjQAUCVCJAlTQH6KoHLw9+PndnXZ4CNECAIrZE9xUCVCNABQJUI0AFAlQiQJX0BugHh23mbBRMXex0Hf6hxUi0KekAdRcnusL6sLK51iNIIwJUIkAFAlQjQAUCVCJAldQG6INbOE4+QB1n66dsZqI9BGgKEKAKASoRoAIBqhGgAgEqEaBKWgP06S5OSYA6m71mNRRtIUBTgABVCFCJABUIUI0AFQhQiQBVUhqgzf/tlAWos2fGbiraQYCmAAGqEKASASoQoBoBKhCgEgGqpDRAZwbNucmAYOaB7YO5++2moh0EaAoQoAoBKhGgAgGqEaACASoRoEpKA3SwX5yHLs/ONR3lz46wGYq2EKApQIAqBKhEgAoEqEaACgSoRIAqKQ3Qnb3g7FF4zz3zc2/+2/Yy0R4CNAUIUIUAlQhQgQDVCFCBAJUIUCWlAbqpF5yTiuYv8Oa3sBWJNhGgKUCAKgSoRIAKBKhGgAoEqESAKikN0M5ecE4vmr/cm+9sKxJtIkBTgABVCFCJABUIUI0AFQhQiQBVUhqg3bzgPLlo/mBvvputSLSJAE0BAlQhQCUCVCBANQJUIEAlAlRJaYDu4QXn9h/nZ1/YzJvf3V4m2kOApgABqhCgEgEqEKAaASoQoBIBqqQ0QE/yP/b+3fubg5k11+/gzx5vNxXtIEBTgABVCFCJABUIUI0AFQhQiQBVUhqgLwRn/nS6NR524qH7bBfO1OWXcSYdoAMBoNoIUIUAFQhQiQBVUhqg7gCn3L62W9EKAhRA3SNAFQJUIEAlAlRJa4B+/M2y/tzxfdutaAUBCqDuEaAKASoQoBIBqqQ1QN139yzpz2+/bLkULSFAAdQ9AlQhQAUCVCJAldQGqLv2kl3y+dnttBV2O9EaAhRA3SNAFQJUIEAlAlRJb4C6bsuzlxza7zcNwyb8s8lmI1pFgAKoewSoQoAKBKhEgCppDtCOgAAFUPcIUIUAFQhQiQBVCFC7CFAAdY8AVQhQgQCVCFAlpQH6Pd90/bu6QoACqHsEqEKACgSoRIAqKQ3Q4KuPCND2IkABWECAKgSoQIBKBKiS0gBt8AP0Iut5aB8BCqDuEaAKASoQoBIBqqQ0QGf7ATrSeh7aR4ACqHsEqEKACgSoRIAqKQ1Q91wvQLf4wHYe2keAAqh7BKhCgAoEqESAKmkNUHf6No6z50uW89A+AhRA3SNAFQJUIEAlAlRJaYCOHDly6EaOs+HuAw4fmWe9Fi0gQAHUPQJUIUAFAlQiQJWUBqijWK9FCwhQAHWPAFUIUIEAlQhQhQC1iwAFUPcIUIUAFQhQiQBVCFC7CFAAdY8AVQhQgQCVCFCFALWLAAVQ9whQhQAVCFCJAFVSGqCDFeu1aAEBCqDuEaAKASoQoBIBqqQ0QDsMAhRA3SNAFQJUIEAlAlQhQO0iQAHUPQJUIUAFAlQiQBUC1C4CFEDdI0AVAlQgQCUCVKmfAF18QnXTMBkEKIC6R4AqBKhAgEoEqJLiAH3nH9dekzdt/M51+WIpAQqg7hGgCgEqEKASAaqkNkCf3YvTMLUbAQrAAgJUIUAFAlQiQJW0Buhjm3Ae0PYjQAFYQIAqBKhAgEoEqJLSAF29Cyei/wwIUAAWEKAKASoQoBIBqqQ0QGfyTUifBQEKwAICVCFABQJUIkCVlAboQX5wbvHdDbx/f7zr5/2ZHx90m/VatIAABVD3CFCFABUIUIkAVVIaoL/0kvPrH7uvbOw4/3BbbtnZcb7/ifVYtIEABVD3CFCFABUIUIkAVVIaoN/wAvRM7+f/Os4o78d/NnGcgyynoh0EKIC6R4AqBKhAgEoEqJLSAN3YC9BrvJ/HOs4P/PnDvfmn7aaiHQQogLpHgCoEqECASgSoktIA3dILziu9n1c5zkZrvJ+TvfnDLbeiFQQogLpHgCoEqECASgSoktIA/X9ecP7B+/ms9/MJ7+fl3s9vWG5FKwhQAHWPAFUIUIEAlQhQJaUB2ssLzi+94bqrNwz/CHSQN9/VdizaQIACqHsEqEKACgSoRIAqKQ3QP/hnXtq08VP3J47T6cRbj/Fnt7NeixYQoADqHgGqEKACASoRoEpKA/SF8NTzi9xTC+eh/7ntWLSBAAVQ9whQhQAVCFCJAFVSGqDu4GyAPlMI0Am2Y9EGAhRA3SNAFQJUIEAlAlRJa4Au+XEYoOF3Ivm2X2E7Fm0gQAHUPQJUIUAFAlQiQJW0Bqi74uTNgwBdsmfYn5s9ZDkV7SBAAdQ9AlQhQAUCVCJAldQGqOuuvu9i/0XPlsv33WWr7xz7vs1MtIcABVD3CFCFABUIUIkAVVIcoB0CAQqg7hGgCgEqEKASAaoQoHYRoADqHgGqEKACASoRoEodB+jzxtyzTnHYmiPNYe28xlOzVomlBCiAuqcD9P1Z1z/wXqKHuHQhQAUCVCJAlXQGaMvyTHZq7Q0Dfvj/9jl3nrhQugJ0aS9Tvm0+AhRA3VMB+v4xWzmO02noa4ke5NKEABUIUIkAVVIYoE0X/2hDZ7OGJ/3pubuEn4Hvekam4nLpCtBbDQEKoGMSAfrW97NnyNvx1USPcilCgAoEqESAKukL0Le+HR7VNrjSdR/7Qv409MMqCjRVAfp2XwIUQAdVGaAf7uM4/f757sN9HWefRI9yKUKACgSoRIAqqQvQRTvmm/PWRdsXvgfJubL8kqkJ0MyiZy5qNAQogA6qMkBvcZzhH3o/P9zXcZ5I9DCXHgSoQIBKBKiSugDtW0jOzXsU9aez7eqyS6YmQE81IQIUQIdUGaA9nE3fDSb+6TinJXqYSw8CVCBAJQJUSVuAznXKdP6/0X23DKauLbtoEKAvnHVgw5CT7lyTW7ji1hNHNA46YsLT2XfsjzdnuaumDTPP+zNNd47dv89h4x9oyV64+b7xBzQMPHLq/PxtLpw6sl+/kdMWFwXo3IuG9x141OR3owP0ZAIUQEdWEaBvbOgMCKc+vP++ZxI9zKUHASoQoIadztMAACAASURBVBIBqqQtQE8MWrPXlCt6hf25zbPewvnd/cmDKgP07quy7Tci+zH5R/fLLjAnNOUCdMUYb9YP0LcOyf5u1HvB7+b9PjvfcFM2V+9uDBcMfD4XoKvPzt3g5OaoAF2xzHMSAQqgg6oI0Osc5/pED25pRIAKBKhEgCppC9Dgm9+P9nowc1QQoJOCpY/7k7tVBujRxoy56tpTGowZssRf9J43NeLym6ef7v28JBugEyZ69Xjgq15v9jfmoPNnXDzI+7HS+9VHQ4zpf/p1lx7h/X5GcOEHvKkhZ047rb/pNzgM0JaxxvQ585qpJ3i/ER/ELzKOAAXQQVUE6B8d5/FFC/950yPzEz3EpQsBKhCgEgGqpC1Au/mff//Yn/poA786Xw2WZjb3XwytDFDTcJ8/9fJQY87xJ6YbMznIxLcHmP0zYYAOMGPm+q+GZo4z5lx/4pMTjbnF+3m6Mcf4w8nc1sv0etubWNzPmIl+mi7xXzMNAvQWY05YEKzsQGNmtSdA358XWLQ4SWsIUADV5zaXHWv2d5w3z9nWOy532effiR7k0qRlZa1HkELLXbep1mNIoSXup7UeQgqtcN1k/xtqI0A7e0e0r4STO/kBmv3k0ff8LhUBOjOcfMuYXn7+nWQaw3fe3fONWRIGqBke/oHoHGOODl/D/LjB/NF13zVmwIrwwl63+q+0Xm/MSeElmg4MA7RpsBm2PLzMSz1b/1hSeYD26B64tbXrWFDr5ykAHVDFkaaf02VE9u/0N7sr4aMcAFRBeYD6x7MfhZM/8qezi/coms7xAnTQyuz02cbc6/145vE52QWTsz3oBegD4ZJLjXk0+8sJ+w9vdm/OvfHuusv6mUFeeY425pXskjvCAH0qfK00cKox5fVcjAAF0FFVHGn+zzsif/HSl5c/M9JxurV2ZASAdFIBukc4uUfbAXp2bvpfxlxa9KvmF4cVAnRJuGyUMSUncjrTmP/kpk82ZoHb1NMMyy1YHAboNGPunJN1njHPtLIh5QE6/g+Bx1cnqYUABVB9bqbsWPM7x9nyjWDqbMc5ItHDXHpkmms9ghRa4z0B13oMKdTkrq31EFJorZvw3VLVAJ2Wm37TmAnh1KInb73s5H75syIdbxqynx3qb4aUXP1YYz7JTV9kzIvuImNOyi3I9A0C9DxT4pF2BGgWH0ICUPcqPoQ01HHOCqcW7Oh8L9HDXHrwISSBDyFJfAhJSduHkNoXoHfkppcaM87vxoePCFOx9/75AB2aTUpjjii5+kjTJz99nTFPue8Zc25+yaFBgI4vDdC7I/OTAAXQcVUE6BjHmZWd/J2z0YJEj3OpQYAKBKhEgCr1HaDTc9Ovhx+Dv9KrxP4nTbnrhRVT8wF6YPYijYU32APHGvNpbvoyY+a4Hxe/Ato/CNA/GfN+K9FZjAAF0FFVBOi5jvNsdnKo47yR6HEuNQhQgQCVCFClvgM0/zeg/wzejn/ZmEGPhueLrwzQg03PtcVXP8OYN3LTpxjznru2dyFRl4V/A3q5MU9GN2cJAhRAR1URoH8tnIj+x07XDxM9zqUGASoQoBIBqqQxQLfqH9jKn+5fNF120eJPwY/330N3rzLm4eyCiRUBenb4dUi+P/ufObrZmJtyldjf9M8Er4m+ml1yXxigDxlzdW51919/Y2tnoidAAXRUFQH6/ubOb8PsfKKL86tED3PpQYAKBKhEgCppDNAolQGaS8gXjRnc5LqTjHkrXLBiYEWAPmzMCdmzfB5gDs6473j9mj0P6DXGnO/9mGnM2PASzcPDAF3eaBo/DC8zv5c5s5X+JEABdFgVAbpopOP8caH388XujjMj0cNcehCgAgEqEaBKnQdor7/7U88OCFP0NmNuD3613P8qo/dKA9SPykv8c9I3X2jMlW5wYs8x/ncuZW5vMD3f9CaW9Tfm7FX+1U/JfRPSFGOOCm7no8ONmU2AAlgfVQboa9s7zu4nTTpsK8fps56+A0+AKgSoRIAq9R2gXiiOnjx1TE8vJf0//Xy3j2mYOvvFhy7vZxqMmfB8U3GAui/3Nmb4pJlXeiF6uJ+ZiwYZM2jijMlH5b8L/iFvaujEaycOMX3HhQG6yuvOPhOuvfHcPsZc0Vp/EqAAOqzKAF308A7ZA/N+8xI9yqUIASoQoBIBqtR3gM6bmD1B0inhm+n39szOT3q1l/fvwpIAdecMzv726HnB/LuHZucbbs7+dec9fcIF/Z+5OvvFm0tPyF6m15TW/gKUAAXQcYkAXfTm2O99ofP2fW5L9BiXKgSoQIBKBKiStgDdohWVAbow8+i4/RuGnvFYLg7fvWBUv/1GTXnbdR8/rO8Ri0sD1F0xc8ygPoef+UDu0mvvOXVoQ/9RU+fnL7Fw6sh+jSOu+NDNBaibeeJPw/oMGXNZ4TIEKID1iwpQEKACASoRoEraArSjIUAB1D0CVCFABQJUIkAVAtQuAhRA3SNAFQJUIEAlAlQhQO0iQAHUPQJUIUAFAlQiQBUC1C4CFEDdI0AVAlQgQCUCVCFA2+OuyRVaPTkoAQqgAyBAFQJUIEAlAlQhQNtjvKlwfevXIEAB1D0CVCFABQJUIkAVAtQuAhRA3SNAFQJUIEAlAlQhQO0iQAHUPQJUIUAFAlQiQBUC1C4CFEDdI0AVAlQgQCUCVCFA7SJAAdQ9AlQhQAUCVCJAFQLULgIUQN0jQBUCVCBAJQJUIUDtIkAB1D0CVCFABQJUIkAVAtQuAhRA3SNAFQJUIEAlAlQhQO0iQAHUPQJUIUAFAlQiQBUC1C4CFEDdI0AVAlQgQCUCVCFA7SJAAdQ9AlQhQAUCVCJAFQLULgIUQN0jQBUCVCBAJQJUIUDtIkAB1D0CVCFABQJUIkAVAtQuAhRA3SNAFQJUIEAlAlQhQO0iQAHUPQJUIUAFAlQiQBUC1C4CFEDdI0AVAlQgQCUCVCFA7SJAAdQ9AlQhQAUCVCJAFQLULgIUQN0jQBUCVCBAJQJUIUDtIkAB1D0CVCFABQJUIkAVAtQuAhRA3SNAFQJUIEAlAlQhQO0iQAHUPQJUIUAFAlQiQBUC1C4CFEDdI0AVAlQgQCUCVCFA7SJAAdQ9AlQhQAUCVCJAFQLULgIUQN0jQBUCVCBAJQJUIUDtIkAB1D0CVCFABQJUIkAVAtQuAhRA3SNAFQJUIEAlAlQhQO0iQAHUPQJUIUAFAlQiQBUC1C4CFEDdI0AVAlQgQCUCVCFA7SJAAdQ9AlQhQAUCVCJAFQLULgIUQN0jQBUCVCBAJQJUIUDtIkAB1D0CVCFABQJUIkAVAtQuAhRA3SNAFQJUIEAlAlQhQO0iQAHUPQJUIUAFAlQiQBUC1C4CFEDdI0AVAlQgQCUCVCFA7SJAAdQ9AlQhQAUCVCJAFQLULgIUQN0jQBUCVCBAJQJUIUDtIkAB1D0CVCFABQJUIkAVAtQuAhRA3SNAFQJUIEAlAlQhQO1KOkDdxYmusD6sbK71CNKo2XVrPYQ0WtNU6xGk0EcuAaoQoAIBKhGgCgFqFwGaAgSoQoBKBKhAgGoEqECASgSoQoDaRYCmAAGqEKASASoQoBoBKhCgEgGqEKB2EaApQIAqBKhEgAoEqEaACgSoRIAqBKhdBGgKEKAKASoRoAIBqhGgAgEqEaAKAWoXAZoCBKhCgEoEqECAagSoQIBKBKhCgNpFgKYAAaoQoBIBKhCgGgEqEKASAaoQoHYRoClAgCoEqESACgSoRoAKBKhEgCoEqF0EaAoQoAoBKhGgAgGqEaACASoRoAoBahcBmgIEqEKASgSoQIBqBKhAgEoEqEKA2kWApgABqhCgEgEqEKAaASoQoBIBqhCgdhGgKUCAKgSoRIAKBKhGgAoEqESAKgSoXQRoChCgCgEqEaACAaoRoAIBKhGgCgFqFwGaAgSoQoBKBKhAgGoEqECASgSoQoDaRYCmAAGqEKASASoQoBoBKhCgEgGqEKB2EaApQIAqBKhEgAoEqEaACgSoRIAqBKhdBGgKEKAKASoRoAIBqhGgAgEqEaAKAWoXAZoCBKhCgEoEqECAagSoQIBKBKhCgNqVbIA+OGPGO4musD4s52lCuH3GTbUeQhp9mux/svXhgxkz7qr1GNJo5bJajyCF3pgx45FajyGFPlq1pNZDSKEXZsx4LtEVlgVaRw/QZB3XvfubtR4D6kSv7nvUegioE6u6dx9c6zGgTszp3v3UWo8BdeKW7t2vreX6CdBqIkARGwGKuAhQxEaAIjYCtCMhQBEbAYq4CFDERoAiNgK0IyFAERsBirgIUMRGgCI2ArQjIUARGwGKuAhQxEaAIjYCtCMhQBEbAYq4CFDERoAiNgK0IzmlR493aj0G1InBPX5d6yGgTqzu0WN4rceAOvFijx4Taz0G1Ik7evS4qZbrJ0ABAACQKAIUAAAAiSJAAQAAkCgCFAAAAIkiQAEAAJAoAhQAAACJIkCr5/WLhzcOOnrmp7UeB1Js1RuP3Dt7ea1HgbrEEQbAOnhq1qqiucoDStKHGAK0am7qaQIHvV7rkSCtXjox2EV6npb7voIrTMGLNR0a0kXsGRxhoFxtSpznL+PAAmFpL7OoMFd5QEn8EEOAVstd3sN26vVTDzZm/0VtXxrrowd65Z4Tes8Kl4zneQJS5Z7BEQaSClAOLBBuNUUBWnlASf4QQ4BWyZJG0/CU93PtRGPOrfVgkEpv9zZm7Jyli2ePMabh5WDRCLPfiTlv13h4SJOKPYMjDLS7Tyz4vTE3+ss4sKDS232LArTygFKDQwwBWiXTjJkWTKwaZnouqPFgkEpnG3Nexp/IXGjMcf5Ecy8zobZjQjpV7hkcYdCm5mPNmGaXAwsqZBY9c1GjKQrQygNKDQ4xBGh1ZEYYMz+c/Isxf6vtYJBKaxpN40fh5Kohxiz0fs4z5tqajgkpVbFncIRB264xAz/0f3JgQZlTs3+QkQvQygNKLQ4xBGh1LDDm8OzkXGPG1XIoSKlXjDk5Nz3BmNnej9nGPFTDESG1KvYMjjBo09ye5slgggMLypxcFqCVB5RaHGII0Op4wpgp2cnmvmZYTceCdHq0sI+4l5ngmeI2Y96o4YiQWhV7BkcYtOXTg3L7CAcWlFmxzHNSIUArDyi1OMQQoNVxizG35KYPNmZ1LceCdJo/a9a7uenjjJnn+h3ac+nNfxjSeMj5z2dqODKkTsWewREGbbnE7L8ynOLAAmVcIUArDyi1OMQQoNVxlTH35KaPCv++D4gyx5gRLa7/tkjDkOw7I6d9UutBIUUq9gyOMGjD2z3N3dlJDixQigK08oBSi0MMAVodfzbmsdz0Kca8U8uxIO3eGWzMA/7EMO8J4pDLrrvgcO/nsU21HhbSo2LP4AiDNowzhzdnJzmwQCkK0MoDSi0OMQRodUwy5rnc9ARjXqvlWJBuzX9rNGaS/85Yk/f0cIP/nJG5bz9jZtR6YEiNyj2DIwxa92z4wUYfBxZIRQFaeUCpxSGGAK2Oy4r+5+FkY96q4VCQapknD/OeHSYFL1Usv/76R7KL7zZmYHMrV8N6pXLP4AiDVrWMMifk/t6TAwukogCtPKDU4hBDgFbHX4y5Nzd9lDGcJxraAv9sGEOfqFie8bL05RqMB2mX3TM4wqBVs415WCzmwIKCogCtPKDU4hBDgFZH8QfIDjHm01qOBanVcntfY/pdv1L86hxjZiU9HNSDcM/gCINWnWoGrVHLObAgL+JT8OEBpRaHGAK0Oh43Zmp2MtPP7F/TsSCt1nj//fecvFT+7hqT/wgrUCTcMzjCoDULepor5S84sCCvKEArDyi1OMQQoNUx35jR2clXi77wBihoOcuYkcV/2r1oYeFUFxcaU/nGPNZTlXsGRxi05i/FH1vmwAKpKEArDyi1OMQQoNWRGW5M9nu+rzPm1toOBul0o/dfdcm772cXvq8kM7pwaMB6r3LP4AiDVjQNMscW5jiwQCoK0MoDSi0OMQRolVxlzF+DiebDTU8+IYBKa/Y3B64oWfKkMX/KfnD1X6b4CQTrObFncIRBtNnGXFuY48ACqShAxQGlBocYArRKFjea/d7yfmauNuaCWg8GafSQMTeXLlk7xJhr1noTmccHG/NMTUaFNBJ7BkcYRJtszPOFOQ4skIoDtPKAUoNDDAFaLXcZ0++qh+8+2ZgDF9d6LEgj7zli1IkF871Fj/lfWHLpDZcc4/28qtbjQ4qIPYMjDKJkhpuGVUXzHFigFAeoOKAkf4ghQKtmRs/wu3eHv13rkSCVxpsSwR9pPTgoO9f7lkxb18f6ROwZHGEQYV75G+0cWCCUBKg4oCR+iCFAq+f1SYf0GXjMX9VJHgH39yJA3ZUzxw7vPeCoaXxOAKXEnsERBtrfjPlL6RIOLKhUGqDigJL0IYYABQAAQKIIUAAAACSKAAUAAECiCFAAAAAkigAFAABAoghQAAAAJIoABQAAQKIIUAAAACSKAAUAAECiCFAAAAAkigAFAABAoghQAAAAJIoABQAAQKIIUABIo6YbfMtqPQysi1f9x/DuWo8CSCMCFOhAXnaKbPJf5vzFtR6RTZnbf/XVDbtsOrH6t7yTf//dEHcYv3WczvOqterCRi0JHsWX/YXj/Kn/qdYqSuW2deWXHGe3ta1fdt3HYXNLfPb2iTZEbNjF/uLu4XTNxgakEgEKdCAlAerbdFKm1mOyZ3S4jeOqf8vtCtDbvcseUrVVFzYq4QB1J3g/L279sukPUHv7RBtiBGjNxgakEgEKdCAVAeo4oxNc/bb+Cm9Oam1POakI0NVfd5xOr7V/HfrOKtooHaBVv4/z27pkM8fZ8qNWB9qufJQjtRygFveJNrQdoCVjS/Y/FSCNCFCgAxEB6sxMbvXJPquenY4AnehddL/PsA59ZxVtVNIB6o7xJn7f6kBTH6AW94k2tB2gJWMjQAECFOhAwgD9rz08P9w++3y3a0tiq0/2WXV4sK3/XrGy+jfdjgBdsKl30Wc+wzr0nZXdqGXLahCg73dxnE5zWhto6gPU4j7RhrYDtGRsBChAgAIdSBigF4QzHx8VFujzia0+2WfVwf7ahlu56XYE6Fjvkj//LOvQd5beqGQC1B3qTe3f2kBTH6AW94k2tL1hJWMjQAECFOhASgI0DIo2P1hSRTUI0JFWbjp+gK7axrvkXz7LOloJ0IqNSihA7/emunzQykDrI0Dt7BNtiBmgubERoAABCnQgZQH6TDB7fDiz9sYhu2z++Z1+feHC3K9zz4hP997xe9lF/z7lJ9t32XyXoX8tet8+8orNN+zz5c5b7nF6eK6n0528R4IFc0/s/YOtNv7mrw6+talwY5n7Bu680Q4Ns1x3L/+Sz0Wuo9SSyY1f36Lzdj885sHsp/qL1tar+IKV2yRvWo6t5a+9d+qy3a+vaSkN0AUTf7tD1y7b/mT0E+KMAld7F+y6LPpeaXv4jxQuVrpR4i34iqvFeVDlHSC3tXkHb/K0ku0rXWNuHPf3+8rnd2m4qOiN7vI7VG9gO27hr07x/jHQn9klE7k54u6rvCMqH/RgH7zYfe/Yb268xXdOesdbsvRPe2zT9XsDb2jO36pcX+U+EbFh4pHrFXnnAOsVAhToQMoCdHkwG54i6KH/zj3nbXZOti6zT9Hnev+GT9GLB30ud6FvP5u7kcgrLvyf7PKtH/YXlj2rLh1amP/m47kb+7hPdtHYluIAFeso1vKnL+Rv6ydPu2VrUwFa2CZ103psb/4su+i3y4qibO2pnfOX3fuV8pFlunuLB7Zyr7Q9/HUJ0DgPqrxv9ba6x3uT2xUluQ7Q1SNy913uw/+Vd2jrARrjFlb6f1vrTMjeg1/yZ06K3Bx195XfEepBDwP01i3CpVvc4T68Y/YSv1ySvVG1PrVPRGwYAQpEIUCBDqQsQD8JZoMTMd1YeMp0nAPC842HT9HTndxT9HvfKrrMRrPC24i84kE/yi/e/A23PDlW/KToas6m2b9DXfKD/KIzigJUraPIyobi2/p88MZl6wFa2CZ103ps/9khv6jnl/1/gyjLDC6+7JbPuqVe8pfeWbTq8nul7eGvQ4DGeVDlfau31XXn+NN/L95AEaC/PDi/6JufRN2hrQZorFsY5E/9LLzWC8Hi59rYVVSA5u8I+aAH++BvNsgt3Xj6JvlLNIS3qdYn94mIDSNAgSgEKNCBlAXos8HsGd7UnC7Fz5nO+ODXwfPo0G1yT9Fr9yq5zBeCtxyjr7hh0eIh3sJ7Ro/u6k/vM3q0V15/LLma89NwQP0KSz63pf/vc5HrKDK89La6PBuu7Zv+zHdHj76y+LJl2yRvWo6t6TtOmSDKppUu+8aq0qFd4i3rtLxo1eX3SvTwi+6snNKNEgFaerU4D6q8TMS2emm1tTd9XPEGlq4xGEfXouudE3WH6g1szy3c5k9sEL4QeZ4//fVMG7tK6d1XdkfIB710jy/1ZOSuKfeJiA0reuQKY4u6c4D1CgEKdCBlAXpAMHuXFxa7+xNbTnpm7jW7+FMbvuT/OniK3sjJPUVfGkxtd9K0C34RTPmnhGzlil5D7nFg7+AJ3tko/JO5wicrVgfvam4zZsr0078WXOJdf+ld4fV+MLrxi9ln6eci11Hwj/Cie4+7fESwAme38K1Q+YGT0m2SN63HdkYw2enHR/XdOju2IMq+609tffo/7r0yvFOmla6u0W+K4lVX3itRw2/zQ0htnYYpzoOqLxOxrZ7fOfnv7ckr/xCS5/sHNATvkDvfiX6wW/kQUqxbWLVZ4fr7+JMntr2rFN99pXeEHmM2QLfvOzj/knD3YfuGL3qeE3kXy31Cb1jxI8eHkIASBCjQgZQE6OKjg7mNlrruI/5E1+DP0lbu6k8f5k9mi2nz30+a5j2HtnwjeNr0vwonE/wl2+arW7/iLk/5K+kRTL8VrLHwrHqfP7Xpf/zJj4Kn/n/4k8GfR3aa4k0t/VW4bj9A9ToKfh5c6wL/0x7zfxxcK3zPOzpA89skb1qObXXwV4ab+Le8JNykIMoWBVOP+ZfN9Pcn+5WsrcUP6RElq664V6KGv84BGudBlZeJ2Faf/+ZwpyVuiYoA3cr7Xxr3na8E08sjH+zWAjTWLQzxJw7ylzUF74w/0/auUhGg+TtCjzEM0MErXHfFL4PJDW70ls7Z2J8cFnUX631CbxgBCkQiQIEOpOhE9LvnXtPxn8IP9Sf+EF7m/qA+/E+ahE/Rey4Il4fv198fTC8PnoIfbPWKG4RnX58bXO3uYLrwrBqcf7sxvF7wgtG13sQ7wUVPCBauCf/e9LnIweWF18o+cS8KUqR/MN1KgOa2Sd60HFv4oetrgoWrwnP4+1EW/FGk80Kw+L4ven5VsrZX/d9eUbzqinslcvjrHKBxHlR5mYht9d1TeDDzKgJ0RjB9dTDtJ528Q1sN0Fi3cLs/sb0f7g/7Uztn2txVRIDm7gg9xiBAuwV/rTkruHj4RVCH+JN7R919ep/QG0aAApEIUKADEV/Fuemb3vLd/KkHw8us/rw/M9vNFdOL2eteEjwZZ08/M2Ajz+WtXvEn4dJM8E7pVcF04Vl1xSLPp8HCVzbI5c61/kTn+eH1gpkgQPU68oKPkXR+Lzt3nD+3Q3Dum+gAzW+TvGk5ttH+xFezH2o5JxibH2VvBFPdxr8izsDkecj/7V3Fq664VyKHv84BGudBlZeJ2Fbf3MKDmVceoF8I74uX8w+gvENbC9B4t7B6c3/q+dyV/hC5yfruK70j9BiDAD0gWBr+j8J9wfSZ/uReUevT+4TeMAIUiESAAh1IZYAG7yk2fa5i+WVu9hlx99x1g1d7Gktvr7UrHpS9zC6FZil/Vl393NXH/SZ4MbUQednPNbtrNsg+SUesIy9oth/m5h4ILrDIdVsL0Nw2tXbTZWP7qT9xRPZ3rwWL/ShbtXn2ejsfcXfZ5498M/1f5c7jpO+VyOGva4DGeVD1ZSK21TfPnzmndEjlAbpnuPhTJ/sA6ju0tQCNeQvBeZPOcrOd+HTbu0plgO5e+uvyNQQ3fGrwq/eCpcGrlu5Z/uReUevT+0TEhhGgQBQCFOhAKgJ02+DvDT+oeB4NnnWDZ8QBuevu58+V/U1da1fMPZUGH+69KpgseVZ97vQ9iz4S7j/fB2cTH5K77Z2zT9IR68gb5i/ZLzf3ZnCB4NyL0QGa26bIm64cW/AHsOdnr7c6CI8gysYXLtZ13ytXlK1tsr/85eJVV9wrkcNf1wCN86Dqy0Rtq2eFP3N86ZAivglpVXBz2XysvENjfBNSW7dwpz+1t+su9/9f5SuZtneVygAdUPQ7sYYgQM8KfhsGaPhKdS5AI9Yn94mIDSNAgSgEKNCBlARop249LgjPEPRK5ROpf3LQ4Bnx8Nx1f+PPnVh6e61dsfUAXXJI6dX85/vf+hN/yN12j+yTdMQ68hpLljQFF3jCLR9FTsk2Rdy0Glsw9PyXb34pP5eZWHwinq2mlq4teK92fvGqK+6VyOGva4DGeVD1ZaK21d9c/xPguVdxs9oOUHWHti9A5S00+efv33Cpe4e/ZEz0Juu7r3Tv1mtoI0Aj1if3CQIUaCcCFOhAyk7DlPNWsHjE6CIz3fKCC06Xfmj7rygDtGXP8Nm5y/dH3fXj3PN9L39ieO62d8s+SUesI6/0JcR3g0vPdSuGn1WyUN+0HFvweuyF2eutDV4py0bZonN2LcqNS0rWdr6/6C216ohXQIuGv64BGuex0ZeJ3la32Z8pVFvpGqMqS96h7QrQiFsI7ruZ7lH+j6eiN1nffaW7h15DGwEauT6xTxCgQDsRoEAHEhGgy4LFL5QvLn2KDp7tf9f+K8oAneJPdRr52Bpvetfc8/2B/sSvs1fLdM0+SUesI+9Y/9f5P6IMP6y8oHL4amj6puXYgi8wOip7iTA88q8Ruq+dvWfurwG3KDlH0fR8aETeK5HDX9cAjfPY6Mu0sq2L/ZlxpRdvM0DlHdquAI24SW+YPgAAB7lJREFUheAUqocE/6uyUyZ6k/XWl+4eeg1tBGhr6yvfJwhQoJ0IUKADiQjQTHBi9Jnli0ufoif4c9uvCWceuNjzXKwrygDd158KT7jU0jX3fB+8Yb1F9nuDZuWepCPWkRd870yX3MfI/W8rd7Zp41PwuYX6puXYgjOffjN7DoA/l0RZYMGU7He831u8NDiz/oOt3iuRw1/XAI3z2OjLtLKtwSe8S1/lbTtA5R3argCNuIU1/rdl7bDAX3Bs9OZEbH3p7qHX0EaAtrG+kn2CAAXaiQAFOpCIAA3fXj8kO/P0Ix7/g9ilT9H/DK57fTC9Jjg75B2xrlgeoDf5U8GHwG8NFhbOOhmcSdE5N1ia+Wn+SVqvI+/t4IKjwpmFwUeYw7PBtx2g+qbl2MKvV7wx3Pqd8lG2b3dPeF5197Hgzeorilbmzi4OFH2vRA6/cGdFjL+VAL0pcuPi3AER2xpcpPCbvKKB6sqSd2jEBrbrFtzgq9VP8P95InpzIu6+0jtCr6GNANXr0/vEZwnQikcfWJ8QoEAHEhWgV/mLNwi/t/Bxf7qT/0xb+hTdFDwn7jDHm8wE36H0+SWxrlgeoMEXE27lTx3jT73xtfzz/argCzg/f5s3uTL4mpvwSVqvoyCohE6T/JcN5wXvHjt/C5bHCFB503Jsy4NTxG/uv5a17P+cfJTt7U/8InxZeGXwDTq3FK9tSSen8IXkEfdK1PALd1bE+FsJ0GmRGxfnDojYVl/Qps+XDqlooLqy5B0asYHtuoXwvPj++Tf/KxO9ORF3X+kdodfQVoDK9el94rMEaMWjD6xPCFCgA4kK0FXB893mF85+6/FTgjcgB/lLywouPLvMZiOmTAq+PTJ45SfGFYsC9Kv+5HC/FYJPGDmDrrh8VPjF2OHzfXBOTKfTL44ftGO4NHiS1usouCO86C/GTxkRfGLb+U5b3wWfXyhvWo/tyGByg5+PGdgtOzY/yiYGU3td+eDj914YXu/NktV195b8n1p14V6JGn7hzooYvw7QwtXiPKj6MnpbfYd701u1lA6paKC6svQdqjewXbfgrvlidnzHtLY5+u4rvSP0GtoKULk+vU+0M0D1ow+sTwhQoAOJClD3FqfEtsGpg8oK7tNvlVzmiwvjXbEoQH8dXObruz7pHuOUCV7sWbJd+eLnItdRkDmg9Pdds58KiRGg8qb12JZWjM2Psg+3Llv469LV+R8x2jIjVl24V6KGX7izIsavA7ToanEeVHkZva2+H3jTfcru0qI16srSd6jewHbdgusOz84/1trm6Luv9I7Qa2grQOX69D7RzgDVjz6wPiFAgQ4kMkCLT57tPY8+GywrL7iXdii6zKZPxLxiUYDmLvuIO2+z/HW+H5z1Jnyf+p9d84t3/lr+SVquo8iK3xX/fpM7sovjBKi66YixPVVY/KXgu26CKLu7a/ENON3eKF1dcK70V8Sqi+6ViOEX7qyI8esALb5anAdV3rd6W72h+n/SeHHZXVq0Rl1ZEXeo3MB23YLr3hcu3DH/omwbu0pkgOo1tBmgcn1yn2hngOpHH1ifEKBABxIdoO70L+WeMLsc8H64qKLg5u2Tf1bd45W4VyxKrZXfzD+rzsq9yHbg8oP8HzsvDi7xyFeyi3+6YK/8k7RcR7Hm03Pffug4e8/JLY0VoOqmI8b2dO4V4J3nBJ/MCaPs6T2KWuPXb5atbrn/qaIJrd8rEcMvurP0+HWAllwtzoMq71u9re6N/vTrZdtYtMaIytJ3qNzAdt2C664NX208qnADre8qkQGq19B2gMr1qX2inQGqH31gfUKAAh1IKwHqfvLnnjttvNlu+572QW6JKLgnj+u+7Yab//fB92ZiX7E4tT457QdbZ59VPz1j726f//phs133tmBQ4Slw3BWX/XK7Dbf+n2ktbnGAinWUWnxp750379yt+7EPFwYWL0DVTUeMbdXV/7tj521+esEKtzjKMo//ofHHO3bu9sOGE56q/Ju9w7wLfivT+r2ih198Z8nx6wAtvVqcB1Xet3pb/ZMV/bZiGwtrjPoiTX2Hqg1s3y247qHB3L/a2hyx9eV3hFpDjACV6xP7RDsDVD/6wPqEAAVQE//Pfz6eW+tRrKu5/lbMrvUoquRD/x34u2o9CgDrBQIUQC00Bd+nvajtC6bcL72tOLLWg6iSi7xt2aWl7csBwDojQAEk5PGv+WaFM5f5/blj/Z+Hxn8/d6tPaz2Kqsh819uWi2o9CgDrBwIUQEIWbuBH527+39Jlbgm+E+iYWg9p3WX29LZjUq1HURX+F4vuvKrWowCwfiBAASTlwODDGZsOHT8q/EqgrT6q9Yiq4OnPOc6X19R6FNXwMyf3LU0AYBsBCiApy7o7xTZ9rO2r1AH/ZOkd4UsV/+Vtx//W/99EAKgPBCiAxKw4qnOhP3/1Wq2HUx0fbuE43+4AH90xjrPhS7UeBID1BQEKIEHzJw3Z+yudN93x12P/XeuhVM0dY8eOFafPrzOrTh47dnqtBwFgvUGAAgAAIFEEKAAAABJFgAIAACBRBCgAAAASRYACAAAgUQQoAAAAEkWAAgAAIFEEKAAAABJFgAIAACBRBCgAAAASRYACAAAgUQQoAAAAEkWAAgAAIFEEKAAAABL1/wETFLgIYMK3XgAAAABJRU5ErkJggg==)
Heterogeneity of reads
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aOHTsmHmTWrFmJ+5500kmJWx977LGqxy8pKYn8Xx999FG1lZSXl8+YMePqq68+/vjj27Zt26JFiyOPPHL48OEPPfTQjh07DvzdS1TtOxkEwdKlS8eMGdOjR4/+/fuHXsnq1avvvPPOMWPGDBw4MCMjo1WrVn369Bk2bNj1118/a9assrKymnevrKycOXPmmDFjjjzyyLS0tK5duw4fPvyZZ56prKw88C98+/btU6ZMGTFiRPfu3Vu2bJmWlpaZmTl48OCbb7554cKF0Wj0wA8VV+23Ozs7e9KkSf369UtPT2/btu2JJ55488037+9bnKh2b3LtvqFBEHz88ce//OUvBw8e3K1bt7S0tLZt2x5//PHXXHPNzJkzv/aNDbHUA/8p/s1vfhPbMTs7O7H/+9//fqz/ww8/3GeXOv7Di0aj//znP6+88spjjjmmefPm3bt3Hz16dPy56WeeeWayfooT5eXl/fWvf73sssuOO+64du3apaamdu3a9bTTTrvtttvmzp1b7T/s+Dv57LPPJvb/+c9/jvVfcsklB1VDuD9cb7/99r/9278dddRRLVq0OP7440ePHv2nP/2puLi45r1q971Oyu/D+vhdBAAADUMUAACA2lqzZs0+k6z//u//rmH88uXL9xn/8MMPJw4YN25c4tYbb7wxOzv7e9/7XrUTuo4dO77//vtVz/KrX/0qcdj3vve9aiv51re+Ve1hb7311vLy8oyMjMTOmTNnJu5+4oknJm599NFHq56iapK0fPnyqsPefffdPn36VFtJEARt2rT53e9+V1FRUcO7Wq2q72Q0Gn3ggQfiPSeffHKIleTl5f3gBz/Y374xvXv3XrBgwf4KzsrKOuuss6rd8fzzz8/Pz+/Vq1di5/Tp0/c5wt69eydNmtSsWbMaavjOd76zdu3ag30zq367//Wvf2VmZlY9fiQSGT9+fGlp6f4OVes3uRbf0J07d1555ZWR/T/nu2/fvsuWLTsEpR7UT/G99967v5PGfPDBB/HBdf+Hl5ubO2bMmGp3vOuuuyoqKoYMGZLYeSh/imMqKiqmTJnSrl27Gr7GM844Y8mSJfvs+LXv5MUXX3yANdTlh6vqL+SSkpIf//jH1R6kd+/en376abU11OV7fYh/H9bf7yIAAGgQ3AEPAADwzVVcXDxq1Ki333672q05OTkXXnhhVlbWwR528eLFZ5999qpVq6rd+uCDD06ZMuVgj1k7M2bMGDZs2Nq1a/c3oKCg4D//8z+vu+668vLyOp7r6aef/sUvflEflezZs2fEiBFPPfVUzQWsW7du2LBhK1asqLrp888/P+ussz744INqd/zHP/5x9dVX13y7djQavfbaaydNmrR3794ahr3//vtnnHFG1Q+CHJStW7decMEF27dvr7aMhx56aOzYsdWWEe63u+Zv6ObNm4cMGfL3v/89uv8bbT/55JMzzjgjfqt3PZVaTz/FQRj/8PLy8oYNG/a///u/1e44efLk+++//2vLqNef4uLi4ksvvfSOO+7Iy8urYdiCBQvOPPPMF1988WCPfyDC/eGKRqM33njj3/72t2q3rlu3btSoUYWFhfv01/17vY/6+314KH8XAQDAN5MAHgAA4JvrqaeeWrRoUQ0Ddu/evc/tlV8rPz9/zJgx+fn5NYz55S9/WfOAUKxaterqq6+uOaSJefLJJ++77766nKugoOC2226rp0qmTJmyYMGCAymjsLAwvvhzXFlZ2ejRo7ds2VLDjq+88sqXX35Zw4Cnn356n3W292fXrl1jx44tKSk5kMHVuv/++3Nzc2sYMHPmzN/+9rf7dIb77a75G1peXj527NiqC1RUVVpaOnr06H3W0w631IP9KT799NPHjx8/fvz4Fi1aJA4bOXJkrL9r166xnjr+wwuC4Mc//vGyZctq2PG//uu/PvnkkxoG1PdP8fjx4/d5/sX+lJSUjBs3LjHQjb+TvXv3ThzZr9//a+/Oo6K87gaOPwOyCyKDIIpLcAtoNBhAFNwiauMSE9ywAgkCHq0nJk3UWI2NNU1r2lhjTKzVakA5UTSpkipYQ92CG24YlxzcpUBAFoEYQQzM+8ecPuf2mYWBWcA3389fPPe5c5/f3OU5h3Pn3jtQmz558mRTSrbs4Dp58uSWLVuMZMjPz9+4caMi0fy2Fln1fWjLdxEAAADQNrVr7QAAAAAAAAZpFxeqVKqwsLDAwMDq6uqcnJyysjIxz+7du1NSUuzt7U0sc8WKFYWFhWKKvb390KFDQ0ND79y5c+zYsYqKioaGBkt9BUM0Gk1iYqJ4YnHHjh1XrlwZGRnp5OR04cKFVatWXb9+Xb773nvvTZ8+PTAwsGWPS09Pf/TokTUiefTo0bp168QCO3Xq9Oqrr/bp08fZ2fnu3bspKSk3b96U7+bk5PznP//p1q2bnPLnP/9ZsRuBnZ1dWFhYeHh4YWHhkSNHysvLm/yCa9asES+9vb1ff/31kJAQe3v7goKCtLQ0cZ33tWvXdu3a1eR21obIE2ahoaFDhw69d+/e0aNHv//+ezHP+++/Hx8fL2+bb/HmNtKgkiRt2rTp+PHjYoqfn19CQkK/fv0qKyszMjLE2qiqqlq5cuWGDRusFGpzR/G4cePGjRsnSdLOnTvFcxwSEhKmTZsmX5rf8bKysnbv3q2IdvDgwcOHD9d2vIqKCo1Go3tKvczao/jAgQObN29WJI4YMWL06NFdunQ5d+5cRkZGaWmpfKu+vj4+Pv7ixYt2dnaSUJOxsbH5+flytuHDh3/00UcmxiBZenDJbRocHDxw4MDq6urs7GzFkvdt27aJy9PNb2sF670PJdu+iwAAAIA2qlU2vgcAAACA/x+sfQa8JEl9+vTJzc2VM1RWVo4ePVqR5/bt22IhRs6Av3//vqurq3i3Y8eOhw8fljOUl5ePGDFC959Hi58Br9hu3cXFRXHy8cOHDxVPmTdvnpG6VdCtSUmSPDw85s+fv27dutTU1NTUVItE8vXXX4u32rdvf+PGDfHj5eXlHTp0EPNkZWXJd+vq6nx8fMS7bm5u+/btkzPcv39ft8Wl/z0DXjGbK0nSiRMnxBgaGxtnzpwpZpg+fbrplan4+pIkOTk57dy5U6yiqVOnKvIsX75czmB+c5veoA0NDX379hWzPfPMM+Xl5WJtKE7g9vDwqKurs16oLRjFGo3G19dXzLB7927xrpkdT6PRKI6lt7Oz27Rpk3y3qqoqKipKt85tOYpHjhypiHDt2rWNjY1yhuLi4vDwcEWE4vDR0nsCuonMH1y6m5R4eXllZmbKGe7evduzZ09FnpqaGjmD+W1ts/ehtd9FAAAAwBOBLegBAAAAoO2yt7ffuXNnaGionNKxY8f169crsomLO43bs2fPw4cPxZTt27ePGjVKvlSr1QcOHFBMCVtDWlqaeLlw4cI+ffqIKS4uLopFn9u3bxfXZTbXsGHD8vPzN2zYsHDhwvj4eHnNpZmRKI5JHj9+fK9evcQUtVotLwTXEvdvz8zMVOx/vnHjxokTJ8qXnp6emZmZ8q7jeilWn0uS5ObmJl6qVKqkpCS1wMiyZlOsWbNGnEVzcXHZtWvXwIEDxTziNtTWaG5DDXrx4sVr166JOdeuXatWq+VLlUr14Ycfir9EqampOXHihJVCtfgo1jKz4xUUFCiOpV+yZElycrJ82aFDh8zMTOOr1a06igsKCo4ePSqmzJ8//4033lCpVHKKn5/fP//5T0Vv3759uynlm8gag2vDhg0vvPCCfNm9e/eVK1cq8oivBTPbWi8rvQ9t/y4CAAAA2iAm4AEAAACg7QoLCxs8eLAiMSgoyN3dXUzRnfMwRLG6cdCgQRMmTFDkcXFxWbhwYTMjbTbFDuHjx4/XzRMZGens7Cxf/vjjj99++23LHmdvb7958+bOnTtbPJI5c+aUCVJTUxWfzc/Pv3Llipii0WjkvxVTjE899VRMTIyiBGdn51//+teGvpqkM8Wl/RarVq3Kz8+XnxUVFVUuUKypbRZfX985c+YoEu3s7JYsWSKm3LlzR+6ZFm9uIw0qT6Vrde7cWfyJiZa7u/uLL77oJJB31bZ4qBYfxVpmdjzFq8DBwUF31Ds4OCxfvtxIDFYdxYqh4eDgsHTpUt1s3t7e8+fPF1NycnLEb2omiw8uT0/PGTNmKBKHDBmiSPnhhx/kv81sa13Wex/a+F0EAAAAtE1MwAMAAABA26V3+alKpdI7cWIKxR74kyZNEpeTiuktK99E9fX1iumi559/XqXD2dlZPm5c68yZMy174uDBg4OCgqwRiaurq7fAzc3t0aNHeXl5qampixcv/sUvfjF48OCGhgZDgZ07d068nDRpUrt27XSzTZkyxci369Kli4eHh5hSUlLy7rvvPv3007179164cOG//vUvRfzmiIqKcnFx0U2fPHmyIkU7LWeN5jbUoJIkXbp0SbyMiIjQnq2usGPHjjqBdlN6a4Rq8VGsZWbHUwQcHh7u5+enm23GjBl6a0+y/ihWzNMPGjTI399fb05xNbkkSUVFRU2u/zadxQdXUFCQ7lvXyHntktltrct670Mbv4sAAACAtknPf/UAAAAAgDZC7zSnJEl2di38ObViXkr34GEtxW7GFnf//v2WLVFV7NZuOsWOzdaIJC8vb9++fVlZWbm5uT/99FPLynnqqaf0ZuvevbtKpTIUqrOz81tvvaV71LQkSbdu3Vq/fv369etdXFzGjBnz0ksvzZo1S9x9vQUMdRsPDw9PT8+qqio5RdvfrNHchhpU+zjxslOnTqY/0RqhWnwUK1ik4xka8g4ODj169Lh165buLWuPYsXLKiAgwFBO3VFTUVHh7e3dgth0WXxw6e0Phn7loNCyttZlvfehjd9FAAAAQNvECngAAAAA+BmpqakRLw2twfX09LTqvIg4R9ssLT4t2MvLy3qRVFVVJScnBwcHr1ix4sSJE82aGKuurhYv9a5CliTJycnJ+ETyihUrVq9e7ejoaChDbW3tvn37kpKSunXrtnXrVtMj1GVk6bbirHptf7NGcxtqUEmnSjt27Gj6E23fM81hTsdTBNy1a1dDOQ3NzVu7rhQvK0NDQ9IXfItj08uWg8sQc9pal1Xfh22hugAAAIDWxQp4AAAAAGg53TmGBw8eGMkvHutrqASrat++vTg9WVJSojfbjz/++PDhQ+uF4eTkpEiZO3euoYXCouHDh7fsiXp32rdIJI2NjRMnTlScOy5JkqOjY//+/SMiIiZMmLBq1apTp07pLUdxZHJpaanebD/99FNlZaWReFQq1dtvv52YmJiSkpKSkqLYR1pUWVmZmJhYW1u7YMECIwUaYajbSDrxd+jQQbJOcxtqUElnhbHxelOwfc9sMTM7nuKbGqmlsrIyU0qQLF1Xip3Mv//+e0M5dUdN+/btTXmEiWw5uPQys611We99KLWB6gIAAABaHRPwAAAAANByPj4+ipQbN24YyX/9+nVFipnnQDeXWq0uKiqSL+/cuaM32+3bt5tVbGNjo25ibW2tofy66y8XLFgwcODAZj3UIsyPZMuWLeLEmJ2d3fz582fPnh0SEuLg4KBNXLx4saGPe3t7i/t7G2qRwsJCU9a8ent7L1q0aNGiRdevX9+7d+/evXtPnjypd0/p5cuXz54929PTs8kydRkKsrq6WrFtuHbVvo2bW7HkvbCw0PTPtp2e2SQzO56ilgy1qUajuXnzpt5b1q4rRfl6t8HX0o1QrVZbKgyZbQaXXma2teks2KatWF0AAABAq2MLegAAAABoOTc3N+0aX9nJkycfP35sKP+xY8cUKd26dbNKZAYoplL279+vd0bkwIEDzSpW77rty5cvG8rv7u6u2FBd96cJtmF+JF999ZV4uWTJkk8++WTo0KHyxFhjY6ORucNnn31WvMzKympoaNDN1twW6dOnz+LFi48fP15cXLxp06YxY8YoMlRXV585c6ZZZcr+/e9/19XV6aZnZmYqUrTfzsbN3adPH/HywoULeofkoUOHPhHk5eXZPlRzmNnxFLWUm5uruz+HJElHjx419Esaa9eV4mX17bffGvotRVZWlnjZqVMnX19fC0aiYNXBpZeZbW06a7Sp7asLAAAAaHVMwAMAAABAy6lUqnHjxokp165dW7Nmjd7Mx48fT01NFVP8/Pz69+9vxfh0DBs2TLzMy8tTzF1JklRbW/vhhx8aL0excD83N1c3z+bNmw19XKVSRUREiCmGJpjPnTuXIygvLzceWHOZH0l+fr6YbciQIYoPZmRkGNkMQPH0/Pz8L7/8UpHn8ePHq1evNvItJk+eHCIQv0Lnzp2Tk5Ozs7NPnDjRrt3/bIN39+5dI2UaUVJSontyc2Nj4/vvvy+mBAYGent7SzZvbsWziouLv/jiC0Wex48fx8XFvSbQTu62nZ6pS/FbGTM7niJ/dXX1pk2bdJ+4YsUKQyVYu65GjhwpXtbX13/wwQe62e7du/fJJ5+IKaNGjTJyQkFz2Xhw6WVmW5vO/DZtC9UFAAAAtDom4AEAAADALDNmzFCk/OY3v4mJicnLy9Meo/748eObN28uX75cd+Xf9OnT7exs+n/Z1KlT5UWTWnFxcd988418WVlZOXHiREMnkcv69u0rXu7bt0+cNq6vr//973+/fft2IyVMmTJFvPzss8++++47RZ5Tp06FhIQM/6+RI0fqXXhtJjMjUWy6LlamJEm3bt0yvjX0yy+/rDgGPjk5+euvv5Yva2pqpkyZYnyCqqam5pzggw8+0F3z/eyzzyoepLvdtOneeustscUfPnw4ffp0xWHPr7zyivy3LZs7PDxcsQB68eLFly5dki81Gs3bb79dXFwspzg7O0dGRto+1GZRzLCa2fEiIiIU+7S/8847GRkZ4uPi4+NzcnKMFGLVuurRo4diMnjDhg0ff/yx+EOEoqKiyZMna9+0stjYWFPKN5HtB5cuM9u6Wcxs07ZQXQAAAECr4wx4AAAAADBLdHR0aGioYgfd9PT09PR0SZK8vLyqqqr0HpHu7u6+bNkyG0X5Xz4+PjNnzkxLS5NTKisrx4wZM3z48JCQkLt37x46dKisrKzJchQT8JIkTZs2LTIyMigoqLKyMjc3t6CgwHgJMTExS5culWf6GxoawsPDV61aFRER4e3tXVJSkpmZqViIHxMT4+/vb9L3bA4zI+nSpUtlZaV86y9/+UtJScno0aMbGxsvXbqUkpLy4MEDI093d3dPTEz8+OOP5ZSampoXXnghMjIyLCyssLDw8OHDJSUlxr/ChAkTxNMNjhw5Mnr06ISEhICAABcXlx9++OHq1at///vfq6urxU8FBwcbL9aIurq6adOmDRs2bOjQoffu3Tt06FBRUZHu95Ivbdncjo6Ov/rVr9599105paioKCIiYtasWSEhIbW1tf/4xz+OHj0qfiQ2NlY+grrt9ExXV1fxMicnJy4uTl7bbWbHc3Z2TkhIEL9IXV1ddHT0iBEjtB3v2LFjhrZ8l1m7rpYuXTp58mT5srGx8fXXX9+zZ8/o0aP9/PzOnj27d+/ee/fuiR955plnJk2aZGL5prD94NJlZls3i5lt2haqCwAAAGh9GgAAAACAeS5duiTP3plIpVJ9/vnnukXNnj1bzLZgwQK9T+zXr5+Y7bPPPhPvilOPkiSNGTNGvFtcXKw4t94Ue/bsEQu5fft2C9buX7hwQSxEd691I3x9fYuLi01vFBNr0vxI3nzzTdM/q5Wamio+vaqqys/Pr7mF7NixQy7h3r172s3eTTd27FjTK7MFByX87W9/s2AlN7dBHzx4EBgYaOKz1Gp1aWmp7UM1Poo1Gs3YsWMVz+rdu3f//v1Pnz6tsUTHu3//fgs6ni1HcWNjo7iPQpNcXFwuXryoW06zOo+C+YPL+AtZS3cDebGezW9rm70Prf0uAgAAAJ4IbEEPAAAAAOYaMGDAgQMHFMeiG+Ho6Lhp06ZZs2ZZNSpD/Pz80tPTHR0djeT55S9/aXxP4J49ezY5JzRv3jzjGaKjo3/3u98Zz6Pl6+ublZXVgslCE5kTyZtvvunu7m7kI8HBweHh4WLKnTt3xMsOHTpkZGQYL8THx8fDw8PQ3U6dOqWlpbm4uBgPXta5c+eNGzeamFnX3LlzFUc4K8ybNy85OVmRaMvmdnNz+/LLL7t27dpkzvbt2+/fv9/Hx0dMbCM9U94VX3bjxo0rV67U19dLluh4np6eO3fuNN5tAgICevXqZSSDVetKpVJt2LBh4sSJpmR2c3PbtWvXwIEDTS/fFDYeXHqZ39bNYk6btoXqAgAAAFodE/AAAAAAYAFDhgy5fPlyQkKC4oR1Xc8///z58+eTkpJsE5he48ePz8zM7Natm967UVFRf/3rX+Wdrg35wx/+MGfOHL237Ozsli1btmbNmiYj+e1vf7tt2zbF9KfI0dHxlVdeOX/+vLX3KG5xJF27dv3qq68MTSu++uqrR48eDQoKEhNTU1Pv378vpoSGhh4+fNjQou2AgIDs7OyOHTsaiX/8+PHffPPNkCFDjOTRGjt27IkTJwICAprMaUhoaOiWLVv0/obDwcFh1apVn376qd7+Y8vmDgwMPH369IQJE4zkGTJkyNmzZ/VWWlvomYsXL1askhdZpOONGDHi4MGDPXv21FtIZGTk8ePHm/xpkVXrytXVNSMj47333jPyAxRJkkaMGHHy5EnLbj4vs+Xg0ssibd0s5rRpq1cXAAAA0Oo4Ax4AAAAALEOtVm/dunX16tXp6ek5OTl5eXnl5eXV1dWurq5eXl5BQUHh4eHTpk1TTJO0ljFjxly5cmXbtm27du26du1aRUWFl5fXgAEDYmNj4+Li7O3tmyzBwcFhy5YtsUt5pygAAAQtSURBVLGxmzdvPn78eGlpqYODQ5cuXaKiopKSkoKDg+vq6kyJJC4u7uWXX05LS8vKyrp48WJZWZm9vX2PHj169uwZFhY2d+5cX19fs7+uSVocyahRo65fv/7RRx8dPHjw2rVrVVVV/v7+UVFRiYmJISEhkiS9+OKLW7dulfPfunXrT3/60x//+EexkOeee+78+fPp6emff/751atXS0tLPT09+/XrN3Xq1Llz5yqOA9frueeeO3ny5OnTp/fu3Xvjxo2ioqLCwsLS0lK1Wu3v7+/v7//0009HR0eHhIQ0+euKJsXHxwcHB3/66acHDx4sKSlp165d9+7dJ0yYkJSU1LdvXyMftGVzd+3adf/+/bm5ubt37z58+HBhYWFFRYWrq2uXLl0iIiJmzpwZFRVlpCpavWe6uLicPXt27dq1e/fuLSgoKC8vV2SwSMeLjIy8cuVKamrqF1988d1335WVlXl6eg4aNCg+Pj42NtbEkyasWlf29vbvvPPOggULduzYkZ2dffHixfLy8traWrVa3bVr11GjRk2ZMiUyMtL8Xm2ELQeXXhZp62Yxp01bvboAAACA1qXSaDStHQMAAAAAoM3x9vauqKiQL/fs2fPSSy+1YjxoRQMGDLhy5Yp8uXnz5tbdwgG2FBwcnJeXJ19evny5f//+rRgPAAAAALRxbEEPAAAAAAAAPerr669evSqm2GxHCgAAAAB4QjEBDwAAAAAA8PNy6tSp3v/ryJEjutm2bNlSX18vX/r7+6vVattFCQAAAABPIM6ABwAAAAAA+HkJCAi4c+dOQ0ODnPLaa69lZ2fLC9w1Gs2ePXsWLVokfmrGjBkc2g0AAAAAxjEBDwAAAAAA8PPi4+MTFxeXkpIip1y+fLl3797R0dG9evUqKyvLzc3Nzc0VP+Ll5bVs2TJbBwoAAAAATxom4AEAAAAAAH521q1bd+nSpXPnzskpDx482LZtm97M7du337dvH/vPAwAAAECTOAMeAAAAAADgZ8fDw+PYsWNvvPGGg4OD8ZxRUVHnz58fOnSobQIDAAAAgCcaK+ABAAAAAAB+jlxdXdeuXbtkyZLdu3efOXOmoKCgoKCgqKjIycnJ09MzMDAwLCwsJiZmwIABrR0pAAAAADwxVBqNprVjAAAAAAAAAAAAAADgiccW9AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWAAT8AAAAAAAAAAAAAAAWMD/AWNX9w/jQt5ZAAAAAElFTkSuQmCC)
Top unassigned reads
barcode_1
P1 1 AAAT--ACTGTCTTGTGACCAAACCTTCTTAAGGTGCTGTTTT-GATGAT 47
|| || | ||| ||| ||| || ||||| | || |
S1 1 AAGCTGACGGCTAAATGA--AAAATATCTGAAACATCTGTTCCAGGTGCT 48
P1 48 AAACTTTATTGTGCTTTTGTAGTTGTGCCCCTTGTGTTGGCAGAGGGTCA 97
| | || | || | | | | | | | |||||
S1 49 GCGTATGCCAGGGCAGA-GAAGAAG-GTCAGGGAAGGTCACTGGAGGTCA 96
P1 98 ---GCAGACCAGTAAGTCTTCTCAATTTCTTTTATTTATGTATATGTAGT 144
| | ||| | ||||| || | | | |
S1 97 CTGGGATACCCTT---TCTTCCCACACCAATGGGGAAAGGAGTCCTGCCA 143
P1 145 GATAAA-A 151
||| | |
S1 144 GATGACCA 151