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
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, ID_5 |
Read distribution
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Filtered Reads
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Edit rates
![](data:image/png;base64,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)
Frameshift
![](data:image/png;base64,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)
Heterogeneity of reads
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Fk78/57tOnz6JFiw5AqdX6Ft9+++17O2jMRx99FB9c+w9ednb26NGjK93wlltuKS0tHTJkSGLngfwWx5SWlk6ZMqVt27ZV/IwnnXTSJ598Um7Dfb6S55133n7WUJsvV8VfyIWFhT/96U8r3UmvXr2+/PLLSmuozXt9gH8f1t3vIgAAqBdcAQ8AAPDtVVBQcM4557z77ruVrs3KyvrBD36wevXq6u52wYIFp5122rJlyypde999902ZMqW6+6yZ6dOnDxs2bMWKFXsbkJeX95vf/ObHP/5xSUlJLY/19NNP//rXv66LSnbv3j1ixIinnnqq6gJWrlw5bNiwJUuWVFz19ddfn3rqqR999FGlG7711luXXnpp1ZdrR6PRK664YtKkSXv27Kli2IcffnjSSSdV/EOQatm0adPZZ5+9ZcuWSsu4//77x44dW2kZ4b7dVb+hGzZsGDJkyN///vfo3i+0/fzzz0866aT4pd51VGodfYuDMD54OTk5w4YN++c//1nphpMnT77rrrv2WUadfosLCgouuOCCG2+8MScnp4ph8+bNO+WUU1588cXq7n9/hPvlikaj11xzzaOPPlrp2pUrV55zzjm7du0q11/797qcuvt9eCB/FwEAwLeTAB4AAODb66mnnpo/f34VA3bu3Fnu8sp9ys3NHT16dG5ubhVjfve731U9IBTLli279NJLqw5pYp588sk777yzNsfKy8ubMGFCHVUyZcqUefPm7U8Zu3btit/8Oa64uHjUqFEbN26sYsNXXnll/fr1VQx4+umny91ne2927NgxduzYwsLC/Rlcqbvuuis7O7uKATNmzLj77rvLdYb7dlf9hpaUlIwdO7biDSoqKioqGjVqVLn7aYdbanW/xSeeeOL48ePHjx/fvHnzxGEjR46M9Xfu3DnWU8sPXhAEP/3pTxctWlTFhr/97W8///zzKgbU9bd4/Pjx5Z5/sTeFhYXjxo1LDHTjr2SvXr0SR/bt2zfWf8455+zPnsP9cs2bN++vf/1rFQNWrlz58MMPl+us/XudqE5/Hx7I30UAAPDt1DjZBQAAALBXsYsLI5HIiSeeeMwxx+Tm5s6ePXvbtm2JY1544YW//e1vKSkp+7nP3/72txs2bEjsSUlJOemkkwYNGrRmzZoPP/wwOzu7tLQ0rB9hb6LR6E9+8pPEJxa3a9du0qRJp5xySmpq6uLFi2+77bZVq1bF195+++0//OEPjznmmJod7h//+EdRUVFdVFJUVHT//fcn7rBDhw5XXHHFUUcd1axZs7Vr1/7tb3/7+uuv42tnz569fv36bt26xXv++Mc/lrsbQaNGjU488cTBgwdv2LDh/fffz8rK2ucPeO+99yYupqenjx8//oQTTkhJSVm3bt0zzzyTeJ33l19+OX369H3eznpv4oHZoEGDTjrppK1bt37wwQebN29OHDN58uTLLrssftv80N/uKt7QIAgeffTROXPmJPZ06tTpyiuv7NWr1/bt219++eXEVyMnJ2fSpEl/+ctf6qjU6n6Lhw8fPnz48CAInn/++cTnOFx55ZVjxoyJL9b+g/fmm2++8MIL5aodMGDAqaeeGvvgZWdnR6PRik+pj6vrb/Fbb7312GOPlev8r//6r9NPP73z/2vvzqOiOu8Gjt8BQYZNZBBEcAkuiWg0GBQU3ALWBjUmuGEFUhU8Wk9smoixGpvWbqYn1iQam2o1op4omhRIEayhGo2i4hIIYg5qXDhAQZAtRigG5v1jTu+5vXfmMjAL+Pr9/MV97m+e+8yz3HM4zzzP06/fpUuXMjMzq6qqxFstLS2JiYmFhYUODg6CpCbj4+NLSkrEsIkTJ7777rtmlkGw9uAS2zQkJGTUqFENDQ25ubmyJe979+6VLk+3vK1lbPc+FOz7LgIAAAC6qS7Z+B4AAAAA/n+w9RnwgiAMHTo0Pz9fDKitrZ06daos5tatW9JMVM6Ar6urc3V1ld7t3bv3iRMnxICamppJkyYp/3m0+hnwsu3WtVqt7OTjBw8eyJ6yfPlylbqVUdakIAienp4rVqx47733UlNTU1NTrVKSzz//XHrL3d39xo0b0o/X1NT06tVLGpOTkyPebW5u9vX1ld51c3PLysoSA+rq6pQtLvzvGfCy2VxBEPLy8qRlaGtrW7BggTRg3rx55lem7OsLgtCzZ8+DBw9Kq2jOnDmymPXr14sBlje3+Q3a2to6bNgwadjTTz9dU1MjrQ3ZCdyenp7Nzc22K2onRrFer/fz85MGHD58WHrXwo6n1+tlx9I7ODjs2LFDvFtfXx8dHa2sc3uO4smTJ8tKuGXLlra2NjGgoqIiPDxcVkLp8DEwegK6mSwfXMpNSry9vbOzs8WAO3fuDBo0SBbT2NgoBlje1nZ7H9r6XQQAAAA8EtiCHgAAAAC6L0dHx4MHD44dO1ZM6d2799atW2Vh0sWd6tLT0x88eCBN2bdv35QpU8RLnU539OhR2ZSwLezfv196uWrVqqFDh0pTtFqtbNHnvn37pOsyO2rChAklJSXbt29ftWpVYmKiuObSwpLIjkmePn364MGDpSk6nU5cCG4g3b89Oztbtv/5hx9+OGPGDPHSy8srOztb3HXcKNnqc0EQ3NzcpJcajSYpKUknobKs2RybN2+WzqJptdpDhw6NGjVKGiPdhtoWzW2qQQsLC69duyaN3LJli06nEy81Gs0777wj/SVKY2NjXl6ejYpq9VFsYGHHKy0tlR1Lv2bNmuTkZPGyV69e2dnZ6qvVbTqKS0tLT548KU1ZsWLFq6++qtFoxBR/f/9//OMfst6+b98+c/I3ky0G1/bt259//nnxcsCAAb/+9a9lMdLXgoVtbZSN3of2fxcBAAAA3RAT8AAAAADQfY0bN27MmDGyxODgYA8PD2mKcs7DFNnqxtGjR8fExMhitFrtqlWrOljSDpPtED59+nRlTGRkpIuLi3j5/ffff/311517nKOj486dO/v27Wv1kixZsqRaIjU1VfbZkpKS4uJiaYperxf/lk0xPvHEE3FxcbIcXFxcfvGLX5j6aoJiisvwLTZu3FhSUiI+Kzo6ukZCtqa2Q/z8/JYsWSJLdHBwWLNmjTTl9u3bYs+0enOrNKg4lW7Qt29f6U9MDDw8PF544YWeEuKu2lYvqtVHsYGFHU/2KnByclKOeicnp/Xr16uUwaajWDY0nJyc1q5dqwzz8fFZsWKFNOX06dPSb2ohqw8uLy+v+fPnyxLDwsJkKd999534t4VtrWS796Gd30UAAABA98QEPAAAAAB0X0aXn2o0GqMTJ+aQ7YE/c+ZM6XJSaXrn8jdTS0uLbLroueee0yi4uLiIx40bXLhwoXNPHDNmTHBwsC1K4urq6iPh5ub2n//8p6CgIDU1NSUl5cc//vGYMWNaW1tNFezSpUvSy5kzZ/bo0UMZNnv2bJVv169fP09PT2lKZWXlW2+99dRTTw0ZMmTVqlX//Oc/ZeW3RHR0tFarVabPmjVLlmKYlrNFc5tqUEEQioqKpJcRERGGs9VlDhw40Cxh2JTeFkW1+ig2sLDjyQocHh7u7++vDJs/f77R2hNsP4pl8/SjR48ODAw0GildTS4IQnl5ebvrv81n9cEVHBysfOuqnNcuWNzWSrZ7H9r5XQQAAAB0T0b+qwcAAAAAdBNGpzkFQXBw6OTPqWXzUsqDhw1kuxlbXV1dXeeWqMp2azefbMdmW5SkoKAgKysrJycnPz//hx9+6Fw+TzzxhNGwAQMGaDQaU0V1cXF5/fXXlUdNC4Jw8+bNrVu3bt26VavVRkVFvfjiiwsXLpTuvt4JprqNp6enl5dXfX29mGLob7ZoblMNanic9LJPnz7mP9EWRbX6KJaxSsczNeSdnJwGDhx48+ZN5S1bj2LZyyooKMhUpHLU3Lt3z8fHpxNlU7L64DLaH0z9ykGmc22tZLv3oZ3fRQAAAED3xAp4AAAAAHiMNDY2Si9NrcH18vKy6byIdI62Qzp9WrC3t7ftSlJfX5+cnBwSErJhw4a8vLwOTYw1NDRIL42uQhYEoWfPnuoTyRs2bNi0aZOzs7OpgKampqysrKSkpP79++/evdv8EiqpLN2WnVVv6G+2aG5TDSooqrR3797mP9H+PdMSlnQ8WYEDAgJMRZqam7d1XcleVqaGhmCs8J0um1H2HFymWNLWSjZ9H3aH6gIAAAC6FivgAQAAAKDzlHMM9+/fV4mXHutrKgebcnd3l05PVlZWGg37/vvvHzx4YLti9OzZU5aybNkyUwuFpSZOnNi5Jxrdad8qJWlra5sxY4bs3HFBEJydnUeMGBERERETE7Nx48Zz584ZzUd2ZHJVVZXRsB9++KG2tlalPBqN5o033li6dOmePXv27Nkj20daqra2dunSpU1NTStXrlTJUIWpbiMoyt+rVy/BNs1tqkEFxQpj9XqTsX/P7DQLO57sm6rUUnV1tTk5CNauK9lO5v/+979NRSpHjbu7uzmPMJM9B5dRFra1ku3eh0I3qC4AAACgyzEBDwAAAACd5+vrK0u5ceOGSvz169dlKRaeA91ROp2uvLxcvLx9+7bRsFu3bnUo27a2NmViU1OTqXjl+suVK1eOGjWqQw+1CstLsmvXLunEmIODw4oVKxYtWhQaGurk5GRITElJMfVxHx8f6f7eplqkrKzMnDWvPj4+q1evXr169fXr1zMyMjIyMs6ePWt0T+n169cvWrTIy8ur3TyVTBWyoaFBtm24YdW+nZtbtuS9rKzM/M92n57ZLgs7nqyWTLWpXq//9ttvjd6ydV3J8je6Db6BsoQ6nc5axRDZZ3AZZWFbm8+KbdqF1QUAAAB0ObagBwAAAIDOc3NzM6zxFZ09e/bhw4em4k+dOiVL6d+/v01KZoJsKuXIkSNGZ0SOHj3aoWyNrtu+cuWKqXgPDw/ZhurKnybYh+Ul+eyzz6SXa9as2bZt2/jx48WJsba2NpW5w2eeeUZ6mZOT09raqgzraIsMHTo0JSXlzJkzFRUVO3bsiIqKkgU0NDRcuHChQ3mK/vWvfzU3NyvTs7OzZSmGb2fn5h46dKj08quvvjI6JI8fP75NoqCgwP5FtYSFHU9WS/n5+cr9OQRBOHnypKlf0ti6rmQvq6+//trUbylycnKkl3369PHz87NiSWRsOriMsrCtzWeLNrV/dQEAAABdjgl4AAAAAOg8jUbzox/9SJpy7dq1zZs3Gw0+c+ZMamqqNMXf33/EiBE2LJ/ChAkTpJcFBQWyuStBEJqamt555x31fGQL9/Pz85UxO3fuNPVxjUYTEREhTTE1wXzp0qXTEjU1NeoF6yjLS1JSUiINCwsLk30wMzNTZTMA2dNLSko+/fRTWczDhw83bdqk8i1mzZoVKiH9Cn379k1OTs7Nzc3Ly+vR43+2wbtz545KnioqKyuVJze3tbX9/ve/l6YMHz7cx8dHsHtzy55VUVHxySefyGIePnyYkJDwioRhcrf79Ewl2W9lLOx4sviGhoYdO3Yon7hhwwZTOdi6riZPniy9bGlpefvtt5Vhd+/e3bZtmzRlypQpKicUdJSdB5dRFra1+Sxv0+5QXQAAAECXYwIeAAAAACwyf/58Wcovf/nLuLi4goICwzHqDx8+/Pbbb9evX69c+Tdv3jwHB7v+XzZnzhxx0aRBQkLCl19+KV7W1tbOmDHD1EnkomHDhkkvs7KypNPGLS0tv/vd7/bt26eSw+zZs6WXH3300TfffCOLOXfuXGho6MT/mjx5stGF1xaysCSyTdellSkIws2bN9W3hn7ppZdkx8AnJyd//vnn4mVjY+Ps2bPVJ6gaGxsvSbz99tvKNd/PPPOM7EHK7abN9/rrr0tb/MGDB/PmzZMd9vzyyy+Lf9uzucPDw2ULoFNSUoqKisRLvV7/xhtvVFRUiCkuLi6RkZH2L2qHyGZYLex4ERERsn3a33zzzczMTOnjEhMTT58+rZKJTetq4MCBssng7du3v//++9IfIpSXl8+aNcvwphXFx8ebk7+Z7D+4lCxs6w6xsE27Q3UBAAAAXY4z4AEAAADAIrGxsWPHjpXtoJuWlpaWliYIgre3d319vdEj0j08PNatW2enUv6Xr6/vggUL9u/fL6bU1tZGRUVNnDgxNDT0zp07x48fr66ubjcf2QS8IAhz586NjIwMDg6ura3Nz88vLS1VzyEuLm7t2rXiTH9ra2t4ePjGjRsjIiJ8fHwqKyuzs7NlC/Hj4uICAwPN+p4dYWFJ+vXrV1tbK97685//XFlZOXXq1La2tqKioj179ty/f1/l6R4eHkuXLn3//ffFlMbGxueffz4yMnLcuHFlZWUnTpyorKxU/woxMTHS0w2++OKLqVOnLl68OCgoSKvVfvfdd1evXv3b3/7W0NAg/VRISIh6tiqam5vnzp07YcKE8ePH37179/jx4+Xl5crvJV7as7mdnZ1/9rOfvfXWW2JKeXl5RETEwoULQ0NDm5qa/v73v588eVL6kfj4ePEI6u7TM11dXaWXp0+fTkhIENd2W9jxXFxcFi9eLP0izc3NsbGxkyZNMnS8U6dOmdryXWTrulq7du2sWbPEy7a2tp///Ofp6elTp0719/e/ePFiRkbG3bt3pR95+umnZ86caWb+5rD/4FKysK07xMI27Q7VBQAAAHQ9PQAAAADAMkVFReLsnZk0Gs3HH3+szGrRokXSsJUrVxp94pNPPikN++ijj6R3pVOPgiBERUVJ71ZUVMjOrTdHenq6NJNbt251Yu3+V199Jc1Eude6Cj8/v4qKCvMbxcyatLwkr732mvmfNUhNTZU+vb6+3t/fv6OZHDhwQMzh7t27hs3ezTdt2jTzK7MTByX89a9/tWIld7RB79+/P3z4cDOfpdPpqqqq7F9U9VGs1+unTZsme9aQIUNGjBhx/vx5vTU6Xl1dXSc6nj1HcVtbm3QfhXZptdrCwkJlPh3qPDKWDy71F7KBcgN5aT1b3tZ2ex/a+l0EAAAAPBLYgh4AAAAALDVy5MijR4/KjkVX4ezsvGPHjoULF9q0VKb4+/unpaU5OzurxPzkJz9R3xN40KBB7c4JLV++XD0gNjb2N7/5jXqMgZ+fX05OTicmC81kSUlee+01Dw8PlY+EhISEh4dLU27fvi297NWrV2Zmpnomvr6+np6epu726dNn//79Wq1WvfCivn37fvjhh2YGKy1btkx2hLPM8uXLk5OTZYn2bG43N7dPP/00ICCg3Uh3d/cjR474+vpKE7tJzxR3xRfduHGjuLi4paVFsEbH8/LyOnjwoHq3CQoKGjx4sEqATetKo9Fs3759xowZ5gS7ubkdOnRo1KhR5udvDjsPLqMsb+sOsaRNu0N1AQAAAF2OCXgAAAAAsIKwsLArV64sXrxYdsK60nPPPXf58uWkpCT7FMyo6dOnZ2dn9+/f3+jd6Ojov/zlL+JO16b84Q9/WLJkidFbDg4O69at27x5c7sl+dWvfrV3717Z9KeUs7Pzyy+/fPnyZVvvUdzpkgQEBHz22WemphV/+tOfnjx5Mjg4WJqYmppaV1cnTRk7duyJEydMLdoOCgrKzc3t3bu3SvmnT5/+5ZdfhoWFqcQYTJs2LS8vLygoqN1IU8aOHbtr1y6jv+FwcnLauHHjBx98YLT/2LO5hw8ffv78+ZiYGJWYsLCwixcvGq207tAzU1JSZKvkpazS8SZNmnTs2LFBgwYZzSQyMvLMmTPt/rTIpnXl6uqamZn529/+VuUHKIIgTJo06ezZs9bdfF5kz8FllFXaukMsadMury4AAACgy3EGPAAAAABYh06n271796ZNm9LS0k6fPl1QUFBTU9PQ0ODq6urt7R0cHBweHj537lzZNElXiYqKKi4u3rt376FDh65du3bv3j1vb++RI0fGx8cnJCQ4Ojq2m4OTk9OuXbvi4+N37tx55syZqqoqJyenfv36RUdHJyUlhYSENDc3m1OShISEl156af/+/Tk5OYWFhdXV1Y6OjgMHDhw0aNC4ceOWLVvm5+dn8dc1S6dLMmXKlOvXr7/77rvHjh27du1afX19YGBgdHT00qVLQ0NDBUF44YUXdu/eLcbfvHnzT3/60x//+EdpJs8+++zly5fT0tI+/vjjq1evVlVVeXl5Pfnkk3PmzFm2bJnsOHCjnn322bNnz54/fz4jI+PGjRvl5eVlZWVVVVU6nS4wMDAwMPCpp56KjY0NDQ1t99cV7UpMTAwJCfnggw+OHTtWWVnZo0ePAQMGxMTEJCUlDRs2TOWD9mzugICAI0eO5OfnHz58+MSJE2VlZffu3XN1de3Xr19ERMSCBQuio6NVqqLLe6ZWq7148eKWLVsyMjJKS0trampkAVbpeJGRkcXFxampqZ988sk333xTXV3t5eU1evToxMTE+Ph4M0+asGldOTo6vvnmmytXrjxw4EBubm5hYWFNTU1TU5NOpwsICJgyZcrs2bMjIyMt79Uq7Dm4jLJKW3eIJW3a5dUFAAAAdC2NXq/v6jIAAAAAALodHx+fe/fuiZfp6ekvvvhiF5YHXWjkyJHFxcXi5c6dO7t2CwfYU0hISEFBgXh55cqVESNGdGF5AAAAAKCbYwt6AAAAAAAAGNHS0nL16lVpit12pAAAAACARxQT8AAAAAAAAI+Xc+fODflfX3zxhTJs165dLS0t4mVgYKBOp7NfKQEAAADgEcQZ8AAAAAAAAI+XoKCg27dvt7a2iimvvPJKbm6uuMBdr9enp6evXr1a+qn58+dzaDcAAAAAqGMCHgAAAAAA4PHi6+ubkJCwZ88eMeXKlStDhgyJjY0dPHhwdXV1fn5+fn6+9CPe3t7r1q2zd0EBAAAA4FHDBDwAAAAAAMBj5+47U68AAAFsSURBVL333isqKrp06ZKYcv/+/b179xoNdnd3z8rKYv95AAAAAGgXZ8ADAAAAAAA8djw9PU+dOvXqq686OTmpR0ZHR1++fHn8+PH2KRgAAAAAPNJYAQ8AAAAAAPA4cnV13bJly5o1aw4fPnzhwoXS0tLS0tLy8vKePXt6eXkNHz583LhxcXFxI0eO7OqSAgAAAMAjQ6PX67u6DAAAAAAAAAAAAAAAPPLYgh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACtgAh4AAAAAAAAAAAAAACv4PwLWsKTUpVLQAAAAAElFTkSuQmCC)
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