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
Edit rates - plot gives overview of percentage of reads (not filtered as PRIMER DIMER) that have edits
Frameshift - plot shows what percentage of reads that have frameshift
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, ID_5 |
Read distribution
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)
Filtered Reads
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0Qv+9/DehzSv3VNP+p1BDvHsIBOlB1ynxe0tqlSzfbZ/jMvGPJfg3oh6Y5IHtZc4P7GtCbQh+tKagbqdTlqyO+SYACAJAOMQfj/AB9f3djkJYxv2VLcoBa1r/3+sdbo75pBWifzO8wr3LO0jlNqcxHcE4OBejE3JuIrlFVa+2Tdt6ZuZvuqqbRydA3vCXPugH6fPZET6Z539Tp8i85Zyh1bb34HZMABQAgLWIOxvkBeoNhvKBlzG/ZEh6gBdnnAfXe+v6WUoPqnY9if9ddsK5fKEAXZc8IuranXZfLu6retdmEnGZ9eUqpkW5j1g90A3RTX9XHW+V3qtTV4mps7q0G1onfsRGgAACkQ8zBOD9Af2gcsEHLmN+ytfQA7ex8huaC3kq9aH19NPMBnEuGWt9bZk/lAtS8UqmJzkdwXqbUHaaTncPtz/tsnF2lauy/8jcOUWqs3aRrR2U+CelJpfo7f6h/73T38+TDrIvcG72SBCgAAOkQczDOC9AP2hmnEqBhSQvQu6NJAVql1DlTpg6v8k6gtMIK0dEPPnX72Co1SKlxC+ryAvSj7lZNXvu3KX2UGmH/yby2r1I9x8y6wf7czTnuLVo3VDN2xtheqscYN0AbRyjV9arbbh1T5bzIVHKj1aqjcpYRoAAApFHMwTgvQO8yjD8RoGFJC9Dg+ed9pAB9+XzvBElj3BeDvlTtzvaa+7b9ZWVegJpL+nuXHrXcmV82xJuvfsi7xLPd3QU1r810A9SszZyJqcsM+RWgwVM1LSVAAQBIo5iDcV6ADjaMxQRoWAsP0OUNj43q06XfuPmZZStuHNaj57Dbrc26p2/ns9blB6i5+f6RfaqHjH8uM98wd2y/Lr2G3vJp9hKrZp7bs9ug6SvNTICa5oIJA6r7XDx1uZyfpnkWAQoAQCsQczDOC9AjjT0aCdCwlhygLQIBCgBAOpQ6OBOgYQSoZgQoAADpUOrgTICGJS1AO2R82a3ONnu1cb7u3aFDuZKxeRGgAACkQ6mDMwEalrQAzVj9U6s695+wZJO54ZmTrMkfBq/YUhCgAACkQ6mDMwEaltAAbTjZis6qLd7cCGvm/yI/a6icAu94t91Z+BoEKAAA6VDq4EyAhiU0QGdYyXnYxsxc/THW7E3b2I7N4oEbQl4ufA0CFACAdCh1cCZAwxIaoD+yivO83OxF1uzJ21SOFUOAAgCQDqUOzgRoWEID1H4L0sTc7PXW7Je1NaJWBCgAAOlQ6uBMgIYlNEDbWsVZk5vtY82209aIWhGgAACkQ6mDMwEaltAAPdAqzl0XZebe2M2aPVBfJOpEgAIAkA6lDs4EaFhCA7Srfe7PA593Z+YdbM/9UmsnakOAAgCQDqUOzgRoWEID9CH3NPQnXTrz1it+4k7fqL0VtSBAAQBIh1IHZwI0LKEBav40+EGcu63SnYp6EKAAAKRDqYMzARqW1AD96NBAgI7WXYqaEKAAAKRDqYMzARqW1AA1Pzoxrz+P26Q5FHUhQAEASIdSB2cCNCyxAWo2XLd/Nj+PvaNBbybqQ4ACAJAOpQ7OBGhYcgPUNOsfGfGDr3758O+PmKOzEDUjQAEASIdSB2cCNCzJAZoKBCgAAOlQ6uBMgIYRoJoRoAAApEOpgzMBGpbsAG34+LUF72/RV4dlQIACAJAOpQ7OBGhYggO04a5Oe9rvQNrll7PqtTaiVgQoAADpUOrgTICGJTdAXz0idxKmr72itxI1IkABAEiHUgdnAjQssQH6wE7+04Du9JDmTtSGAAUAIB1KHZwJ0LCkBuiizwU+ifNN3aWoCQEKAEA6lDo4E6BhSQ3Qk4KfBf9T3aWoCQEKAEA6lDo4E6BhCQ3QF5zo3GfiP1asmT95H2fmJe2tqAUBCgBAOpQ6OBOgYQkN0Ivs5Oyx0Z2p7WbP/VZrJ2pDgAIAkA6lDs4EaFhCA/QEqziPqs3MbbDfEH+ixkrUiAAFACAdSh2cCdCwhAbovlZxXpWbHWfN7qetEbUiQAEASIdSB2cCNCyhAdrWKs7HcrNPWLPttDWiVgQoAADpUOrgTICGJTRA97CKc3pudqY1+3ltjagVAQoAQDqUOjgToGEJDdBDreI8PTf7G2v2cF2JqBcBCgBAOpQ6OBOgYQkN0GqrOLd7NDM3ZztrtqfGStSIAAUAIB1KHZwJ0LCEBuhNzqcfjXfeB7/x6t3tuWmaS1ETAhQAgHQodXAmQMMSGqDr9nJOPr/XyWeeebI72X699lbUggAFACAdSh2cCdCwhAaoOSH4UZwTdJeiJgQoAADpUOrgTICGJTVAG7vm92eXRt2lqAkBCgBAOpQ6OBOgYUkNUHNTf39/9t2ouRO1IUABAEiHUgdnAjQssQFqmvcdl8nPY+/W2ohaEaAAAKRDqYMzARqW4AA1zdcnD+7eY/DkxRr7UDsCFACAdCh1cCZAwxIdoGlAgAIAkA6lDs4EaBgBqhkBCgBAOpQ6OBOgYUkO0E8fmm9/+dfjLfQUoA4CFACAdCh1cCZAw5IboMu77WBcYU9ca3zunFqdjagVAQoAQDqUOjgToGGJDdCn9zGMTIAaxtff0VqJGpU5QM2tZb2/FoKnvqDsT/2WYZ25qtKrkEB1prm60uuQQJu3VHoNEmglo5CIUUiQ1AD91/aGP0CNPT/Q24naEKAJwFNfQICKCFAJASoiQAUEqIxRSJDUAD3JyA9Qo4/eTtSGAE0AnvoCAlREgEoIUBEBKiBAZYxCgoQG6P1OdB5wvz095wB7us18zaWoCQGaADz1BQSoiACVEKAiAlRAgMoYhQQJDdAaKzm3v977/PfGifbf48/S2onaEKAJwFNfQICKCFAJASoiQAUEqIxRSJDQAD0kvzjPsGaP0taIWhGgCcBTX0CAighQCQEqIkAFBKiMUUiQ0ADdzSrO+3OzD1izn9fWiFoRoAnAU19AgIoIUAkBKiJABQSojFFIkNAAbWsV5+O52b9bs221NaJWBGgC8NQXEKAiAlRCgIoIUAEBKmMUEiQ0QPezivMPudnx1uy+2hpRKwI0AXjqCwhQEQEqIUBFBKiAAJUxCgkSGqDftYrz6OwncK74ijV7osZK1IgATQCe+gICVESASghQEQEqIEBljEKChAbo5faZl77vnXlp3vH23GitnagNAZoAPPUFBKiIAJUQoCICVECAyhiFBAkN0De3c04EekTPESNrjnMm2yzU3opaEKAJwFNfQICKCFAJASoiQAUEqIxRSJDQADVPNwK66S5FTcocoL0BAACSL5kBuvbI/P78yqe6S1ETAhQAACAomQFqfnCivz+PfkdzJ2pDgAIAAAQlNEDNrRP3z+Rn+8s36q1EjQhQAACAoKQGqJWgz4/r3+nXp41+vOXmJwEKAAAQltwATQUCFAAAIIgA1YoABQAACEpkgJ74Lcuz2uuwDAhQAACAoEQGaAf7vUcvaK/DMiBAAQAAghIZoF3sAH1Eex2WAQEKAAAQlMgAXdDGCtDJ2uuwDAhQAACAoEQGqHm1FaBH1euuwzIgQAEAAIKSGaDmjPaGccYGzXVYBgQoAABAUCIDdNiwYae3NYy9Tzl3WJb2VtSCAAUAAAhKZIAaAu2tqAUBCgAAEESAakWAAgAABBGgWhGgAAAAQQSoVgQoAABAUCIDtJdAeytqQYACAAAEJTJA04MABQAACCJAtSJAAQAAgghQrQhQAACAoJYRoPWTLmjuNCwPAhQAACAosQH6+gOzsib8H++Cj7V3K/3TBAAAEENCA/SZIzkNUwl7t9I/TQAAADEkM0CfbMt5QEvZu5X+aQIAAIghkQG66UBORF/S3q30TxMAAEAMiQzQO/gkpNL2bqV/mgAAAGJIZICeahfnvvsaRvvvHbWLPX1C9+naW1ELAhQAACAokQF6tNWcJ22t/5mxd4NpPn6MFaC12lNRDwIUAAAgKJEB+nkrQGeZ5hzDWGxH3D6GMVB3KWpCgAIAAAQlMkB3tAL0GaveDGOmPfsHw2jziuZS1IQABQAACEpkgO5lBegT1tf2xlB7do41e47eUNSFAAUAAAhKZIB+wyrOP1tfv2t83Z59xJo9XG8o6kKAAgAABCUyQDtZxXncZ6b5G8N40Zo905rdRXcq6kGAAgAABCUyQEfZp17af5L5J8PY+/r7BrWx57S3ohYEKAAAQFAiA/TDdnaBnmK+nTsP/a+0t6IWBCgAAEBQIgPUHOQGqHloNkAn6E5FPQhQAACAoGQG6KofuwH6QKY/j9qiOxX1IEABAACCkhmgZv1Fu9oBap7n9ucRi/V2ojYEKAAAQFBCA9Q0t770oP3lsU6H7PPzcZs1NqJWBCgAAEBQYgM0HQhQAACAIAK0maxe3igsJUABAACCWm6AvqLU3G24emFD1JDirlDfS60RFhOgAAAAQUkM0Ma6zNTHo35x3CkTl4mXSlaA/lMRoAAAALHEDdD597zXLImUTwjQuhtOaNdmn8H/tadv3Ml5D/wu4xqEtktUgG4aTIACAADEEzdATzD+np1+Y+Rx7Xc+our2UhIpXzhA3/qqe+KlL8wzzfHZ09DX1IfbLkkBumikIkABAADiiRmgC9rkAvTWPb0s/PmS4hMpXyhA322fac49/vPMdrlP4hwfbrvEBOhDvztdKQIUAAAgpngB+uHxRjZA57Q1jF9dP23El60vxSdSvlCAfjfXnB0Pyk0bO60MtV0xAbp5fdxLeooJ0FFKEaAAAACxxQjQxXef/0UjF6DfN4zR9telPzCMG4pOpHzBAP27EXDw6f3dz4OfFGo7J0AXj+/f5bRL5mT/Ql9736V9u5w6dPy/vPnh6mpz86wBVQvtmfo5l/Tt0n/M05nzJTU8PbZ/l5qhM5Znb3P1zHN79hhy6xpfgL415azuNSNuzl0mZM5MyxkEKAAAQDwxAtRrQS9A5xlGtTu1eGfj+KITqXCADrTvqE3/6ZNOdO+zxybTrKuxp7qIATqryv3l4xCvD1/p7f02Uo3emgnQzb+1Zu0A/fBs73vD3V+nLj/Pm+96v3eTz/VwF5z6eiZAt0z2LtPptugCtV1OgAIAAMQTI0APs3wpG6DXG8bfvG98x9ip6EQqHKDH2K05xZrY+hN7qp1zAqblO1uTh0gBepFSgyZPOc+q0AHOmZs+7qrUwBtvv/mKzkpNzQToZDVw6r2rTXN1H6X6jp81sad1JfvStf2V6n7pLZMGWXn5iHuL1g31vmLa6G6qdx8vQMcq1fny6X++2LrMFAIUAACgOcR8E9LkbICOMoyXvYWdjLafFptIhQN0Lys1v+T87tL5Y/w33aXfsiY/LwWo6vSAPfVyL6Vm2xOTlbrJ+fv6ez1VPy9A+6rp7mlF/6jUuE3W1/UjlbrH+jpTqaGfWF8b76hSNbXWRMNgpcZssCaWD7Z/qWpfZ75Sw9+3Jxb2U+plAhQAAKAZFB2g8++6a5k79enBxhFFJ1LhAN3BSs0fOFPL7QBV7tLO1uT2YoDOdiffVKqn/Tajoaq7+5d3c4JS690AVRe6Sz7opIa6L/5c3VkNN80V1arXBvdb05WaaX2ZY13WvcRnvd0A3XqmqvHe/bSoSg0rIkCXXuxavbmcCFAAANASmFtjpc1Uw5gXXDbDMC4pOpEKB6hdndXOVKM92c1d2suelgK0ZpM3fYVS86wv7y75r7fgj14PWgG6wF0yVannvW9OOPvcRvNupW735tdUqz7WlxFKLfaW3OoG6PzcZcyRqmpd/AB9taNrbYGraFDpnyYAAIAYYpbNNMNYEFj02M7GF6S/OhdDCtBuocnIAJ2QmX7G/at6Rv0rp+YCdLW7bKiqqvNf/Sql3stMX6LUJ+aWzt6f7S0fuQE6I5ek5k1KvVpgSwhQAACAmGKWTShAVw1uY+w6f1uDaRsDNPvO9CVKXe9MbFn04NQxQ7pkT8s5XHX1TrrUW/XNu/r5Sm3MTN+g1JvmCqVGZRbUVzkBerXK83SBLQkEaO2brpVryokABQAALYG5KVbaXG8YT/tmV1zzecM4bG4JidSsAfpoZnq1UmOsL1vv7OmeM+nCYdkAzfxWs8p+4afP2ap7dvp2+x1Gy3y/UTX7OwF6eX6APhk/QDN4ExIAAEBQ0W9Csj16hGG0G/phKYkUCM7gfHEBmn2B5rtKXWuajfZJk8be9c/3t9h/MPcCtL93ke5qQN7Vz1cq8wpS+xWji82tnXK/ATXd0zCNV+rVpTmFPk6JAAUAAIiphAD99ILtjDbd/1VaIgWCMzhf4mtAn1Pqr6b5T6WGePcQDtCBqlPm85LWLl262T7DZ+YdS/ZrQD80zQHZy5ob3NeAWrfydoHo9CNAAQAAYiohQM8xjEMfLTWRAsEZnLd06OXwTR4QFaB9Mr/DvMo5S+c0pTIfwTk5FKATc28iukZVrTVnK3WnN7++u6ppdDL0DW/Js26APp890ZNp3jd1euYjPAlQAACAbVB8gF5lGKeU8td3N5GaDtAIUoBm3vr+llKD6k1zilLvugvW9QsF6KLsGUHX9rTrcnlX1bvWXTBDqWnWl6eUGuk2Zv1AN0A39VV9vFV+p0pdXaA/CVAAAIC4ig7Q9/c0vr+89ERq3gDt7HyG5oLeSr1ofX008wGcS4Za31uWH6DmlUpNdD6C8zKl7nCzc/in1tfG2VWqxj4lfeMQpcbaTbp2VOaTkJ5Uqr/zh/r3Tnc/T54ABQAA2FZFB+gkw3hqGxKpWQO0SqlzpkwdXuWdQGmFFaKjH3zq9rFVapBS4xbU5QXoR92tmrz2b1P6KDXCfjVobV+leo6ZdYP9uZtz3Fu0bqhm7IyxvVSPMW6ANo5QqutVt906psp5kSkBCgAAsO2KDlBlbH/e0IzRRSdSswboy+d7J0ga474Y9KVqd7bX3LftLyvzAtRc0t+79KjlzvyyId589UPeJZ7t7i6oeW2mG6BmbeZMTF1mFHoFKAEKAAAQW9EBeoy/CvctOpEKB+iu0aQAXd7w2Kg+XfqNy54Qf8WNw3r0HHb7etO8p2/ns9blB6i5+f6RfaqHjH8uM98wd2y/Lr2G3vJp9hKrZp7bs9ug6SvNTICa5oIJA6r7XDx1ecH8JEABAABiKzpA9xb74m4AAB0cSURBVNAZoKlDgAIAAATFDNBmS6R8BGjz7t1K/zQBAADEQIBqRYACAAAEEaBaEaAAAABBBGgRMm+J97mz8DUIUAAAgCACtAgP3BDycuFrEKAAAABBBKhWBCgAAEAQAaoVAQoAABBEgGpFgAIAAAQRoFoRoAAAAEEEqFYEKAAAQBABqhUBCgAAEESAakWAAgAABBGgWhGgAAAAQQSoVgQoAABAEAGqFQEKAAAQRIBqRYACAAAEEaBaEaAAAABBBKhWBCgAAEAQAaoVAQoAABBEgGpFgAIAAAQRoFoRoAAAAEEEqFYEKAAAQBABqhUBCgAAEESAakWAAgAABBGgWhGgAAAAQQSoVgQoAABAEAGqFQEKAAAQRIBqRYACAAAEEaBaEaAAAABBBKhWBCgAAEAQAaoVAQoAABBEgGpFgAIAAAQRoFoRoAAAAEEEqFYEKAAAQBABqhUBCgAAEESAakWAAgAABBGgWhGgAAAAQQSoVgQoAABAEAGqFQEKAAAQRIBqRYACAAAEEaBaEaAAAABBBKhWBCgAAEAQAaoVAQoAABBEgGpV5gA1t5b1/loIc0Ol1yCB1ptlfuq3DOvMVZVehQSqM83VlV6HBNq8pdJrkEArGYVEjEKCso9CgT4jQJt57/LUF/DUFxCgIgJUQoCKCFABASpjFBIQoJoRoAnAU19AgIoIUAkBKiJABQSojFFIQIBqRoAmAE99AQEqIkAlBKiIABUQoDJGIQEBqhkBmgA89QUEqIgAlRCgIgJUQIDKGIUEBKhmBGgC8NQXEKAiAlRCgIoIUAEBKmMUEhCgmhGgCcBTX0CAighQCQEqIkAFBKiMUUhAgGpGgCYAT30BASoiQCUEqIgAFRCgMkYhAQGqGQGaADz1BQSoiACVEKAiAlRAgMoYhQQEqGYEaALw1BcQoCICVEKAighQAQEqYxQSEKCaEaAJwFNfQICKCFAJASoiQAUEqIxRSECAakaAJgBPfQEBKiJAJQSoiAAVEKAyRiEBAaoZAZoAPPUFBKiIAJUQoCICVECAyhiFBASoZgRoAvDUFxCgIgJUQoCKCFABASpjFBIQoJoRoAnAU19AgIoIUAkBKiJABQSojFFIQIBqRoAmAE99AQEqIkAlBKiIABUQoDJGIQEBqhkBmgA89QUEqIgAlRCgIgJUQIDKGIUEBKhmq1eW09q1a8t6fy1Ew4ZKr0ECrVq7dk2l1yGB1jeW9ynbMqxeu3ZVpdchgTZvqfQaJBEHFlEjo1CYNQqV93gb6LPUB2hZbe3YsWel1wEtxKMdO95U6XVACzG8Y8f/VXod0DLUdezYu9LrgBbi4Y4db67k/ROgzYkARWwEKGIjQBEXAYrYCNA0IUARGwGK2AhQxEWAIjYCNE0IUMRGgCI2AhRxEaCIjQBNEwIUsRGgiI0ARVwEKGIjQNOEAEVsBChiI0ARFwGK2AjQNCFAERsBitgIUMRFgCI2AjRNGufPX1TpdUALsXL+/I8qvQ5oIZbMn7+p0uuAlqFh/vzFlV4HtBArKjwKEaAAAAAoKwIUAAAAZUWAAgAAoKwIUAAAAJQVAQoAAJByq5c3VnoV8hCgzWfZzWd3O3XkI1srvR5IroXXDerZ+4JJb2Tmp6mcJZVcMSSN9KPBIQZhM1WeyfYyDiwQ1PdSa3yz4eNJuY8wBGizmVPtPt3P+aTSa4KE2jAuMyZMXO8uGcs4AZnwo8EhBgIpQDmwQPBP5Q/Q8PGk7EcYArS5PFOl1Mjpf+yr1MANlV4XJFL9JUpVjb7lLyOtZ/jl7l9CBqvuwzP+W+HVQ6KEfzQ4xEDy8PCcM5T6m72MAwvCNg32B2j4eFL+IwwB2kw+O1V1es76WjdGqb9UemWQSHOU6vKyPbHQeoY/bE80dlW/r+w6IaHCPxocYtCUxlFqcJ3JgQWSRfavPrIBGj6eVOAIQ4A2kzuUmu5M1PZVndc0cWG0SkOUetGderVK1TRYXz9VamZFVwlJFf7R4BCDpjysOjl/cOfAgoCHfne689f17JEjfDypwBGGAG0m56jOq92p25V6tLLrgkT6UKlzM9PnK/W29eU1pZ6s4BohucI/Ghxi0IRl3bzu5MCCgFHeK4KzYRk+nlTgCEOANg/rf5wXepP/UWpMRdcFyTRfqamZ6SlKvWQ6f5R/o8A10HqFfjQ4xKApl6nBW5wJDiwImDPTckYuQMPHk0ocYQjQ5vGyUtO8yYZqNaCi64Jkeqq6+r7M9ESl3rK+zLCOB5sWz7n/udUVXC8kUehHg0MMmvCsqvLe8c6BBZLLcwEaPp5U4ghDgDaPe713ldgGqarNlVwXJF59f1Vln4hpnKp+sI/9d5GqCesrvU5IlNCPBocYFLa5rxrvTXJggcQXoOHjSSWOMARo85iZfX+J82KLFZVcFyTebOW+SXVI7mR9py2u9EohSUI/GhxiUNhs1el9b5IDCyS+AA0fTypxhCFAm8dUpV7JTI9R6oNKrguS7uEq1fU962tjN6VqHl5R9/6T/ZTqt7HSq4XkCP9ocIhBQZ/1cs9Bb3JgQQRfgIaPJ5U4whCgzeM6pRZlpscp9U4l1wXJtsx6cle9YE+tVGqg+//MDRf43qEEhH80OMSgoFtU5+XeJAcWiHwBGj6eVOIIQ4A2jz8p9Wpm2uoLPnsCETbN6qpUzTxnumH9+jpv8X+qVJdNlVsrJEz4R4NDDApZXa2mZKY5sEDkC9Dw8aQSRxgCtHnMUOofmelRSi0vdFm0YvP6K6WuEt6bOlKp18q/OmgB3B8NDjEoZGbE76w4sCDLF6Dh40kljjAEaPO413fi1sFK1VZyXZBYtX+w8nPYIulbU5R6usxrg5bB/dHgEIMCGk5X54jf4MCCrPx3wQeOJ5U4whCgzWO+Urd4k43d1emVXBUk1oYhStXMbRS/N4txAjL3R4NDDAqwfjzuEb/BgQVZvgANH08qcYQhQJvHcqVGe5PvK3V5JVcFSVU30vrR8P/1/Z0338pOX6PUwvKvEhIq/KPBIQYFjFWdcocWDiwQ+QI0fDypxBGGAG0mZ6vqDe7UfUo9WNl1QTLNUOraev8C63DgfXKJ2XiW6szpUpAh/GhwiEGk1Z3UZbk5DiwQ+QJUOJ5U4AhDgDaTWZm/gNQPUp05STTCNvdWA+vyljyo1JXe5KNWnJZ/lZBUwo8GhxhEejLvL/AcWCDyB2j4eFKBIwwB2kzW91Dd7TchNv5Z5c6GAeRYY8S9+Utq+yg1zW7SxjndVe814rXQKgk/GhxiEOlqpXJ/defAApk/QMPHkwocYQjQ5mLlRbc/z33oQqXOWFfpdUES3ajUkFE5y6xF/+isVL9Jf51wtlLq75VePySJ8KPBIQYRGvuorlt88xxYIPEHqHA8Kf8RhgBtNvd2dj9792w+JA+Sy1Wepfay+X29uZ5PVXr1kCzCjwaHGMj+o9RFeQs4sECQF6DC8aTsRxgCtPksnTKwumbEA5srvR5IprOEADU3PnxJvy41F9yxvsIrh8QRfjQ4xEB0j1Iz8pdwYEFYfoAKx5NyH2EIUAAAAJQVAQoAAICyIkABAABQVgQoAAAAyooABQAAQFkRoAAAACgrAhQAAABlRYACAACgrAhQAAAAlBUBCgAAgLIiQAEAAFBWBCgAAADKigAFAABAWRGgAAAAKCsCFGi9Xjd8dj3glAmrKr1Ges395SE7tt3r+ua/4Q72Drw77qV/bBi7LG+2+85u1ErnYXzXXnaFPfWLZruLPJlt3biPYRy9tfBlt309dG5JHLlHttJrAqQNAQq0XnkBatvlmsYy3v3xB1meKN/9jXE38srmv+WiAnS2ddkLi7+PiL2V2yg5QJt9J2e3dbL1dXLhFS0q2sQ1rXT2iQFa7h9cIJUIUKD1CgWoYZxZxrv/sn2H95ft7v69YyICtPaA0n4BKu8t30bJAdrsOzm7rZv2MYw9Pim4okXlo7imiQzQMv/gAulEgAKtlxCgxqzy3X2Zx/HJzvZtt3OFA3S0ddFzS7gPeW/5NqrcAWr+wZroV3BFCVAAUQhQoPVyA/Qb3Sxdvr2XG6CHNpTt7ss8jg+x7+6A98365r/pIgJ0aTvD2P69Eu5D3lu+jVpvP47dltlLyxOga3czjDYvFVrRNAXoXfbedf/zQoACzYAABVovN0CnuDNbJu3gzL5ctrsv8zjey76732i56SIC9Fzrkp1LuQ95b8kbVZ4AdbalS6EVTVOA+hCgQDMgQIHWKy9ATXOEMzuxPPf94vjxu9p3d9r48R+V5x6dVhui5abjB+hae6MfKPoOIveWvFGZbNOxk33b+oo1td3SAisaPx+j1jR5AVr+H1wgnQhQoPUKBOhiZ/YCd6b+3tO/tudu3+g2vS7zbad1hpnmgi77n+gtemvM9zq02+PwPg/6bjTyig23/XL/nQ6r+v1GZ+GVRpb3V9yPRnf5Zvu27Y897a7Nvpv74OIjd9mv23z3FY4dou8k3/qbexy+Z7sOJ46c5y2wsuEY+xa+M378ff4LhjdKvGl53R7udlC7fX5yS0N+pqy/tvcJX9j92M4XviWs2ATrgl/cEr1bIlY/vLfCGyW8BjR0tTiPqrxvxW092pocnrd9+feYWY+Huxy40+GdZ/lOsRDcofIGFnEL9zvXXeR9s9qeObrA5mTF3trIfVrw8QYQhQAFWq9AgG50Zgc60y98PTPK7vsn79teqlzTxjC+5SxY23/7zIV+tDBzI5FX/OQkb/khz9gLg+P4qrPbZRcc9PfsKt6wi7Nk+2vyAlS4E7/GSe2zt/Xj183A3XXzXzS0UdJNy+v28c8zG7/GF2V147L3vV2314NrVn+Qc3fRu6Xp1ff1Wf5GxQjQOI+quG/lbTWvtSZ3X+/fQClAa3t5S775ZuQOLRygMW6h7vP25DhvN+9pz1wVuTk58bc2Yp8WfrwBRCJAgdYrEKArnNkR9uQ9ueHdMM53f+/kpsoM+18nVT482neZ7b18irziWcdnFzvn7gmM4/U/9l3PaPust0qXZBeNtf/pEH0nPpu7+W9rV+fXs4UDNLdR0k3L6/bxYdlFP3NeFOhkSv2v8+77ucCqvWgvne+76+BuaXr1tyFA4zyq4r6Vt9Vabk/f5d9AIUB/Vp1dtN/KqB1aMEBj3cJAe+o7vt1s/KfpH5UittZZk9A+beLxBhCJAAVar0CAPuPMXmNNLfKPy4ZxkfNtJ1VOd37fY6fK1u/kXWYf59SW0Vds61t8mnt//vdyXJR3PeNId+mduSVt7H/cABXvxGdA/m3t9C+ziQDNbZR40+K6NeRvvuFlysT8ZfuuzV+131nLdtnqu2tht0irb4rvfGkyQPOvFudRFS8Tsa2WQ63pswK7P/gmpLah25Mf7Og3IcW6haftie0+db59mT397ajNySlma501Ce3TJh5vAJEIUKD1CgToSc7s89bUN+2JQ+/7ZNVcZzDewfnDpy+Y7FSZ5EwdPX7OvWc6f4l3ui76ioaxe+/Lhh7lTO3gvgjSN45vdd7XcdzUx5+59YfORZw/Zq5x/pLaRl17zgHuTbgBKt5JzgPORdv0vfnRsUe6eeKeWUp8v05go6Sbltftemfyc70mnnuoL1MaD7SnjrnzzX8/eaaTzIHP/bR38Q/9dx3eLVGrX+Bd8O5GNRmgcR5V8TLyttr6WNOHBVYpGKCG0a7rpWc6f8s2vhL9YBcI0Fi30LCfPXGLc61v25OTozYnp5itFfdpU483gEgEKNB6+QK08cMnvu/Mtd9smk/aE3s5fxFuONGePsWe9ILpyEkPP/+M1QBOE35/nf0dZ8jeYUXhK/7C/uXU1lOdafftGr7ieMme3N95NeGWfbOL7XO2G9vbTbH2ZOd6ToDKd5LjVMVuj9iTtd2dq802s6shBmh2o8SbFtetfn976kD7TS8bVS5T/udM/de56YvtyV/n3dtG+zduI/PuOrRbolZ/mwM0zqMqXiZiW21T7Jn381cpFKBfW2Kv3QnO9MrIB7tQgMa6BeckDs5/g1ZvZ01t93GTPypFba24T5t4vAFEI0CB1kv6JKRLreV97YnfuZd53p7e8TMzkypneOdxf8GZc1/O2OjE6EMFr/ilNc7SjwyxOB48xTLJmax3isL5QCYnBdyTXK533mPiBKh8J1lvOPcw3p3Z6NxHJ2e6QIBmNkq8aXHdHnGu577kb0uHbKa85kxd5/zOcskwyzV597bA/u6d/rsO7ZbI1d/mAI3zqIqXidhWm/Niy8BZpUIB+ooz/ZQz/W8z6sEuFKCxbuFVe2I3+83szis3To7c5Kyitlbcp0083gCiEaBA6yUE6OEbrOUH2VMvuJfZ4rwN/VHTS5W9N3jXHWfPfc2buf8Ky/yCV+zuXdR5taH7h1KpOFY9/jMjUxTu6nln1hljTzsBKt9J1nX2kr1qvTnnNXp7OoEQHaDZjSp80/51u8CeOMn7xrXZTNng/B3W2LvPjP9JO/wx+5tz/Xcd2i2Rq7/NARrnURUvE7Gttn/bM9PyVykYoAe7i5c5V1zov6R/hxYK0Ji38DV76klr4jf2xF8iNzmrqK0V92kTjzeAaAQo0HqFA3R/+1Vw60OLjRtML1Wyf8Psb8/1zL+9Qlf0zj3kvG1FDtB3/zTg/76QuZ5dFHfYE7t533V+49oh+k6yBttLTs7M/cO5wMemWShAMxsVfdOhdfuBPXGpd70luUzpmr3moWfdtTK4w/9qf+NV/12Hdkvk6m9rgMZ5VOXLRG2rZbk98/v8VQoG6M/cxZ85V8zkY2iHFgrQmLdgv8PLOM90zx6/46omf1SK21ppnzb1eAOIRoACrVcwQNvUOKnzXnhgvsz0UuXczHU72XMj8m+v0BWbCtCHMue+2bt9pihusCeO9r7/iT3TIfpOsnrYS87MzLmnlnrNNAsFaGajom5aWLev2hMzvettcn4P5mTKshN8V96xemH+vdmnoTeW+u86tFsiV39bAzTOoypfJmpbLXX2zPn5qxTxUZwbnJtzd4iwQ2N8FGdTt/COPfUV78f6lAKPZ0lbK+3Tph5vANEIUKD1cgP0G90cPYf88b/+xXnsxMkLJtM5/+FI6fYKXzEiQIc6lz566C2LG76XKYqr7YmO3vXW2TMdou8ky3njTrbg1jgXWGCahQI0s24RNy2tm7Put2ZuZa9sppj1t6udc1ff+cG8e3NeR7BMuuvsbolc/W0N0DgPjnyZyG212CdAGJi/Sk0HqLRDiwtQ+RacGHzDzfzbojc5o7itlfap2cTjDSAaAQq0XoHTMGU4pxc3Lr3S5wkzGKCn2XOnFn9FOUDn2JN7v+hMH50pimn2xBe869mfO+4EaMSdZOX/DXu+c2nnfdpNB6h80+K6HW5PXOFdb0PebwXNTY8PPyJTJPts8N+b86bxJdJdR/wJ3rf62xqgcR4c+TIFttVpwsB/Q5oMUHGHFhWgEbfgvH72D6b9stCdP4ve5Izitlbap67oxxtANAIUaL0iAnSLc3ru0Lsq8gPUOUXSN72ZOddaXo11RTlAnT/oe+dQ3CVTFE/m6ss0b7SnO0SvXZZzftL2mU9Wn2zP7bIluxoFA1S+aXHdnHNW/dS7xLOGP8oc//tLJ/ck50/7lzpvz55fcLdErv62BmicB0e+TIFt/cCemZB/8SYDVNyhRQVoxC0ss38f+71NO1n/9ojenKzitlbapzny4w0gGgEKtF4RAeqekT7zCYtL/23JnrAnG6DOL6GMec60exqmObGuGAzQ+3JL3cknjExRfLaDPeW+znTLQfZ0h+i1y1rkXP9qd6Z2H3vml8500wEq37S4bs5JJ41/uJc8OZspN022eMn8lnN+/pmmz1PefgrfdXa3RK6+b28F17/JAL0ver/F2AER25rd2X/NXyXfivrWw5eP4g6N2MCibsH8qTW5/W25bzbxo1LU1or7tInHG0A0AhRovaIC1Pm923HuGSqfsk/qvccqM5gqG503fxzvvPHX+a3d59bHumIwQG9zJp3QOtueWnlMrih+YU/tZJ+TfWNvZ2mH6LXLcW5g98ftyQ3ux6q7r+iLEaDiTYvr5vb3IfZJA+qdE/e4mdLRd3Ob9rBnnvTf21v2kpulu87tlqjV9+2t4Po3GaC3Re+3GDsgYlttj4U2MW9Ffevhy0f5wZY3sKhbMJ2PtLf/N7TH5ujNySlqa8V92sTjDSAaAQq0XlEBusGJy4Pv+t+Wt69w/rA41l6anyru520bB18998GBzq9+zol3RV+AfsWe7FbX0GCaP7cn25z52OPX7GvkiuJRZ3KHmhvO/6q7tEP02uXc7Vx0uwF/fXK8+1mWX3XPsh4jQMWbltfNDZ/d+t5w8bFGLlPOd6ZOm/PW+6/NOM6e3GOT/94a7fMGnSXddW63RK2+b28F179QgOauFudRlS8jb6vNflfVDuvzd6lvRX3r4ctHeYfKG1jULZjrdvLWr3+hzckqamvFfdrE4w0gGgEKtF5RAeq+VjHnW847KwIBWntU3mW+Xhvvir4Adc8hvt32L5nmVUaA+7rCToGlHaLXzue0/O/vtMBdHCNAxZuW1+2O4FInU97ZObBwXP7d2e9xP1a6a99uiVh9394Krn+hAPVdLc6jKl5G3lab/Tvq7wR2qe8efevhy8eIB1vcwKJuwTS7efOPF9qcnGK21rcmuTVt6vEGEIkABVqvyAA1x/oH1ZPdX3EFUsV8+yDfZfZ8J+YVfaU13ruYVRybsm8jNk5wTqbzPefXfp8emV3sfLpNh+g78dmY1627PuQtjhOg0k3L69ZwXO5yP9jb/tfJlL9un9cjv96af3dTrWXbfybctW+3RKy+b28F179QgPqvFudRlS4Tsa2m2Wh/QOrowC713aNvPXz5GPFgixtY1C2Y5r3uwi/VF9ocnyK2Vt6nTTzeACIRoEDrFR2g5h37ZsbUL4xxX08XShVzefZjYNqc+kHcK/pKq+4bueJY5KVmmzNq3d9iuZ/0/cnPvBsb4ZySvUP0nfg1XrNXNgl+9EZmaawAlW5aXrdNo3b1LvjdFR2ymWLO9f1i+Au/rwvc3bv24gcK75aI1ffvrcD6FwrQvKvFeVSlfRuxrebL9vTTgW303aNvPfxn8ZR3qLiBRd2CaW52XofpvBykwOaUtLUR+7Tw4w0gEgEKtF4FAtTceHPXgz+357d6Tcl8LHk4VUzzX7/99j477nHEwJfiX9FfWpuvOXHvHdr/4D/2dN01v+iw82FnLzDN6c5aXeBd/qFuB7b74q8eN/MCVLiTfOtu6n7YHm33PeHif+SWxQtQ6aYj1m3VlJ/v33bvH/653vRHWcPTw0/eb7cd9vtu78nCOSFPsi5Y3cRukVc/b29JGyUHaP7V4jyq4r6Vt3WINXlY/otS8+4xIh8jdqi0gcXdgvcx8JnPd4/enBK2NmqfFn68AUQhQAG0BAvs8f/rlV6LbXa/tRVtVzV9uRahrn3k/18AoDACFEBCNUyz/dudcU6Zc0plV6gZNBycoma7x9qWPT5r+nIAEEKAAkiqQ+zo/HmjPfmh/XYX40+VXqNtZ4f0N5u+WIvwa9/fvgGgKAQogKQ6w3lBX8+FG/9z0xftqX1D72JueWr3tzbkmUqvRbN4q41h7L6s0msBoGUiQAEk1Yf7GH5tH2/6Ksk328h8uGZLN8DIvvscAIpEgAJIrHe/5evP/Z6o9Oo0jx9b2/JKpVeiGfyvrWEcxXkvAZSGAAWQXPU3f9f5jESjzTHXrqv0yjSTN3c0DFXplWgGg6yH5alKrwSAlooABZBojR+9eNeDL6SlPm0TO3fuvLzSK7HNNvXo3PmSSq8EgBaLAAUAAEBZEaAAAAAoKwIUAAAAZUWAAgAAoKwIUAAAAJQVAQoAAICyIkABAABQVgQoAAAAyooABQAAQFkRoAAAACgrAhQAAABlRYACAACgrAhQAAAAlBUBCgAAgLIiQAEAAFBWBCgAAADK6v8B1Q2JP8FU8GEAAAAASUVORK5CYII=)
Frameshift
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Heterogeneity of reads
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)
Top unassigned reads
barcode_1
P1 |
S1 |
1 |
0.0588235 |
P2 |
S2 |
1 |
0.0588235 |
P3 |
S3 |
1 |
0.0588235 |
P4 |
S4 |
1 |
0.0588235 |
P1 1 AAATACTGTCTTGTGACCAAACCTTCTTAAGGTGCTGTTTTGATGATAAA 50
|| ||| | | | ||| | || ||| |||
S1 1 AAG--CTGAC----GGCTAAA---TGAAAAATATCTG----------AAA 31
P1 51 CTTTATTGTGCTTTTGTAGTTGTGCCCCTTGTGTT--GGCAGAG-----G 93
| | || || || |||| | | || ||||||| |
S1 32 CAT-------CTGTTCCAG--GTGCTGCGTATGCCAGGGCAGAGAAGAAG 72
P1 94 GTCAGC--AGACCAGT--AAGTCTTCTCAATTTCTTTTATTT----ATGT 135
||||| || || | | ||| || | ||| || |
S1 73 GTCAGGGAAGGTCACTGGAGGTCACTGGGATACCCTTTCTTCCCACACCA 122
P1 136 AT-----ATGTAGT-------GATAAA-A 151
|| | | ||| ||| | |
S1 123 ATGGGGAAAGGAGTCCTGCCAGATGACCA 151
P2 1 AAATACTGTCTTGTGACCAAACCTTCTTAAGGTGCTG---TTTTGATGAT 47
| || | || | | | | ||| | || || ||
S2 1 --------TTTTATCACTACATATACATAAATAAAAGAAATTGAGAAGAC 42
P2 48 NNNCTTTATTGTGCTTTTGTAGTTGTGCCCCTTGTGTTGGCAGAGGGTCA 97
||| || || || | |||| |||| | ||
S2 43 -----TTACTGGTCTGCTGACCCTCTGCCAACACAAGGGGCACAACTACA 87
P2 98 GCAGACCAGTAAG-----TCTTCTCAATTTCTTTTATTTATGTATATGTA 142
|| || ||| || || || | | || | | | |
S2 88 AAAGCACAATAAAGNNNATCATCAAAACAGCACCT---TAAGAAGGTTTG 134
P2 143 GTGATAAAA-------- 151
|| | || |
S2 135 GTCACAAGACAGTATTT 151
P3 1 AAGCTGACGGCTAAATNNNAAATATCTGAAACATCTGTTCCAGGTGCTGC 50
|||||||||||||||| |||||||||||||||||||||||||||||||
S3 1 AAGCTGACGGCTAAATGAAAAATATCTGAAACATCTGTTCCAGGTGCTGC 50
P3 51 GTATGCCAGGGCAGAGAAGAAGGTCAGGGAAGGTCACTGGAGGTCACTGG 100
||||||||||||||||||||||||||||||||||||||||||||||||||
S3 51 GTATGCCAGGGCAGAGAAGAAGGTCAGGGAAGGTCACTGGAGGTCACTGG 100
P3 101 GATACCCTTTCTTCCCACACCAATGGGGAAAGGAGTCCTGCCAGATGACC 150
||||||||||||||||||||||||||||||||||||||||||||||||||
S3 101 GATACCCTTTCTTCCCACACCAATGGGGAAAGGAGTCCTGCCAGATGACC 150
P3 151 A 151
|
S3 151 A 151
P4 1 AAGCTNGCGGCTAAATGAAAAATATCTGAAACATCTGTTCCAGGTGCTGC 50
|| |||||||||||||||||||||||||||||||||||||||||||
S4 1 NNNCTGACGGCTAAATGAAAAATATCTGAAACATCTGTTCCAGGTGCTGC 50
P4 51 GTATGCCAGGGCAGAGAAGAAGGTCAGGGAAGGTCACTGGAGGTCACTGG 100
||||||||||||||||||||||||||||||||||||||||||||||||||
S4 51 GTATGCCAGGGCAGAGAAGAAGGTCAGGGAAGGTCACTGGAGGTCACTGG 100
P4 101 GATACCCTTTCTTCCCACACCANNNGGGAAAGGAGTCCTGCCAGATGACC 150
||||||| |||||||||||| |||||||||||||| |||||||
S4 101 GATACCCNNNCTTCCCACACCAATGGGGAAAGGAGTCCTNNNNGATGACC 150
P4 151 A 151
|
S4 151 A 151