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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lz55ownldHpVIVVKU1Q7uUAX3x4kXRTvT06VMDT1RkepYJ0FrmWQihf016IxX0iRS5esuWLWvYsOHOnTt1vxRia2vbvn17PSP78/LyDInTzMws35HTGi1btrx8+fLEiRMrVqyop1lsbOzUqVObNGly/fp1Pc2gq2g3s+ZrChI9qVY7OzsjotNHKwGf71eXdBPwWoup62HMvaf11Bfh20vGPH16GP9mUOrRBgAAAEo9pqAHAAAAAJP58ssvf/nll3v37km7y5cvN75PrRxJSVDQisVqtVprTmxXV1chRPny5bVaTps2zZBknta82YqQQtK4efNmQS1v3LihVVK0wa9GMv7qnT17dtKkSfKvTbi5uXXv3r1p06b16tVr2LChra1tkyZNHjx4kG8/WtODa83IrfH48eN8By7LeXh4LF26dNGiRUePHt2/f/8ff/yhdcNo3Lp1a9CgQefPnzdytobSTZGbWSv5rWc98piYmEKHaBitGB49eqTbRuv+LF++vLu7u+GnKPK9pxVbXFyc4ScVRj99ehj/ZlDw0QYAAABKNxLwAAAAAGAydnZ2S5Ys6d+/v7Rb2AHT+c5IrJs5M7nz58/nWx4eHq41mlaaztrV1dXKykp+Nfr06dO4ceNXGWOBtKZZvnr1anZ2trW1tW7LCxcuyHdtbW0LlfBTivFXb8mSJfL8X5cuXXbu3Kk10LmgZKQQwsfHR75M+Llz5/JtpnW59LC0tOzUqVOnTp2WL18eExPzxx9/7N+//6+//srOzpY3CwsLO3fuXLNmzQzps0mTJrpDt48dOyZ9f6V8+fK6V+zVTahebBS5mT09PeVVly9fVqvVuoPp7927l5CQoEDQ+aldu7Z899ixY7ptjh8/Lt+tX79+EU5UhHtP6/oUNDFDWlpaenq6ZtfBwUHKhRv59Olh/JtB8UcbAAAAKK1IwAMAAACAKfXr169169YnTpwwpLGjo6N8NyIiQrfN7t27FQlMQdeuXduzZ0/Pnj21yr/++mv5btmyZaVskLW1tb+/f0hIiKbq0qVLpkrAt2nTRr77+PHjH3/8cezYsVrNsrKyFi5cKC8JDAzMN7X5qhl/9SIjI+W7w4cP18r/Xbx4Uc+a64GBgdu2bdPs/vHHH2FhYX5+flrN5s2bpyeGefPmyb9fMmzYMCnnWrNmzZo1a06YMOHp06fff/+91i0UHR1tYAJ+2bJluoVlypSRvhHSoEGDw4cPG9LP60WRm1nrCsfExOzZs6dXr15ancyYMUOZoPMTGBgo37127dr9+/crV64sLzx69Kh818AbQxh977Vs2VJefvHixbNnzzZt2lTrLO++++6lS5c0u1u2bJG+iWXk06eH8W8GRR5tAAAA4E3AzGwAAAAAYGLff/+9gSuU+/j4yHfXrVsnH48ohNixY8eCBQuUDE4hY8aMCQsLk5fMnz9/165d8pIePXpoVg7u1q2bVuOMjAytPpOSkt555x1/mejoaMUjb9SoUY0aNeQls2fPPnnypLwkMzPzH//4h2YpAYlmYoPiZ+TVi4+Pl7fUmmj6+fPnuilbuaCgIPkK4mq1+sMPP5TPdq5Sqb744ovQ0FA9nezbt2+JzPz587UauLi4zJo1S2tW7Ve36HgxO3z48HKZ77//XpFuFbmZ27RpU6ZMGXnt2LFjr169qtlVq9VLlizZsGGDIjHny8/PT2ug+axZs9RqtWZ3//79Wgn4gQMHGti5kffeu+++a29vL68aN27cs2fP5CX//ve/5dl3CwuLVq1aSdtGPn36GflmUOTRBgAAAN4EjIAHAAAAABOrV6/eyJEjV65c+dKWWgn4rKysgICA/v37+/j4PHv27MyZM/LRjSXK/fv3AwMD+/Tp4+/v/+zZsyNHjmiFamZmNmnSJM3up59+On/+/BcvXki7t2/fbt26dXBwsJ+fn5OT05MnT06ePDlnzhz5aNEmTZpoXR9FmJubT506dfjw4ZqSpKSkdu3aDR8+vFWrVu7u7pcuXVq/fr3WNyG8vb2HDh2qeDAGMvLqVaxYUT4CeObMmenp6YGBgSqV6tq1a8uXL79z546es3t4ePTv33/Tpk2akqioKH9//z59+vj5+d2/f//PP/+UZx/z1a5dO/kE11I296OPPqpataqFhcXdu3dv3769ffv2pKQk+VH16tXT3+3rYtOmTb/88otm19LS0pi0q4YiN7OTk9MHH3zwn//8R1MSFxfXokWLfv36NW7cOD4+/tixY2fPnjU+Wj0sLS0//fRT+SD7tWvXXrhwoWXLlg4ODpcuXTp27Jg8H+/n59egQQMDOzfy3itXrtwnn3yyfPlyTdXZs2f9/f1HjhzZqFGjjIyMvXv3rl27Vn5s7969K1WqJG0b+fTpZ+SbQZFHGwAAAHgjqAEAAAAAr4bWNM5CiDt37uTb8tmzZy4uLrp/sg0YMEDeTCsxZiBpkWYNrdmblyxZohWMboLn/v37Wm20Jhlu3bq1vLZhw4aFDXL8+PFap1ixYoXhh9va2l66dEl++IABA/T3bziVStWlSxfDg7G0tDxx4oRuP1ohjRkzplBhFOoTGXP1Ro4cafixkp9//ll+9ocPH2qNDzbE9u3bNT3cvXtXaxjxSwUGBhbqeurSzPWtdT8rQvexevToUUGNP/roI3lLS0tLw080e/Zs+bGdO3eW1ypyM8fHxzs7OxfqpyN0XkRGXqLk5OQqVaoYcl4zM7OQkBDDL6Dx915iYqK3t7eBx5YrV+7u3buaY41/+vTfAEa+V41/tAEAAIA3AVPQAwAAAIDplS9fPjg4+KXN6tWr98knn+hvM378eIWCUsxLx5526tRJ98sKY8aMGT16tCH929nZ7dixowhZfwOZm5tv2rRJM0e0fjY2Nr/++uu77777ioIxkDFXb9KkSVpzjGsJCAjQ+hpHVFSUfNfd3X379u36O6lWrZqTk1NBtd7e3j///LNmSYKXqlChwk8//WRg4zeZIjezh4fH+vXrbWxs9BxbuXJlw5PQReDo6Lhp0yb995hk7ty5zZs3N7xn4+89FxeXXbt2VahQ4aXHlilTZvfu3fILZfzTp5+R71XjH20AAADgTUACHgAAAABKhBEjRhiSQv7hhx/ef//9fKssLS3nzJkzd+5cpUMz1ogRI4KDg+WLB2tYWFiMGTNm7969+SbzVq5cuWrVKj1jbS0sLHr06HHx4sWuXbsqGbEOJyeno0ePTps2rWzZsnqaNWvW7PTp0x988MErDcZARb561apV2717t5ubm+4hZmZmI0aMOH78uNaXKlavXi2ftloI0bZt20OHDmmtOK5Rt27dI0eO6B9nHBQUdPz4cUMeirZt24aEhLyKBQhKJUVu5q5du+7fv9/Lyyvf2oCAgNDQUA8PDwXCLViLFi3OnDnz9ttvF9TAwcHhhx9+mD59emF7Nv7e8/PzO3fuXNu2bfUc27hx47Nnz7Zp00ZeqMjTp5+R71XjH20AAACg1GMNeAAAAAAoEczNzVesWPHSkak2NjabN28eNmzYli1boqKioqKi8vLyPDw8OnbsOHz48Hr16mVmZgYFBckPcXR0fJWB56N9+/ZvvfWWZrdGjRqdO3fu1q3bjz/+ePTo0QcPHpibm3t5eXXq1Onjjz/Wv273yJEjBw0atGHDhoMHD165cuXJkyeWlpbe3t7e3t5NmjQZPnx4QSlAxVlZWQUHB0+cOPG33347evTo1atXExMT09PTXVxcPD0933nnnR49erRu3bp4gjFQka9ex44db968+e233x45cuTGjRupqamVK1fu0KHDJ5980qhRIyHEiBEjEhIS5IdcvHjR19dXXhIYGHj16tVNmzZt2bLl+vXrCQkJ5cuXr127dv/+/T/55BNra+uuXbs+e/ZM097T01MrjJYtW4aFhZ0+fXrfvn23bt2Kj4+Pj49//Pixs7Nz5cqVK1eu7OPj06dPn4CAAEUuV0ZGhiL9KM7w0diGd2j8zdy2bdvr16///PPPO3fujIqKSkxMdHJyqlev3ocffjh06FBz8+IY8lG/fv3IyMj9+/evX78+Ojo6Pj7++fPnLi4uPj4+0ivRkGHo+TL+3qtaterRo0f//vvvnTt3njx58v79+8+ePbOzs/Pw8GjRokX//v07duyY74GKPH36GfleNf7RBgAAAEo3M7VabeoYAAAAAAAAoG3x4sWTJ092d3d/+PChqWMptPr161+9elWze+3atUIliQEAAADgNcUU9AAAAAAAACXR5cuXhRBVq1Y1dSCFlp2dHR0dLS/Jd1p1AAAAACh9mIIeAAAAAACgxAkLC9u6dasQon379qaO5b/OnDkzcuRIecm///1vf39/rWYbNmzIzs7W7FauXNnFxaU44gMAAAAAUyMBDwAAAAAAUILExcVt2LAhODg4NzfX1dV1/Pjxpo7ov7y9va9cuZKXl6cpGTdu3KFDh+zt7TUlJ0+enDhxovyooKCg4gsRAAAAAEyKNeABAAAAAABKkI8//viXX34RQlSvXn3Xrl3169c3dUT/Y8CAAVu2bJGXVK5ceejQoTVq1Hj8+PGZM2f27Nkj/3dT+fLlo6OjK1SoUOyRAgAAAIAJkIAHAAAAAAAoQcaMGRMZGfnee++NGjXKxsbG1OFoe/bs2bvvvhsREWFI47Jlyx44cKBVq1avOioAAAAAKCFIwAMAAAAAAKAQ0tLSvv76659++ik5OVlPszZt2qxatapWrVrFFhgAAAAAmBwJeAAAAAAAABTaixcv1q1bd/r06bi4uHv37j18+NDa2trJyalWrVoBAQHvv/9+SZs8HwAAAACKAQl4AAAAAAAAAAAAAAAUYG7qAAAAAAAAAAAAAAAAKA1IwAMAAAAAAAAAAAD/154dCwAAAAAM8reexM7SCGAg4AEAAAAAAABgIOABAAAAAAAAYCDgAQAAAAAAAGAg4AEAAAAAAABgIOABAAAAAAAAYCDgAQAAAAAAAGAg4AEAAAAAAABgIOABAAAAAAAAYCDgAQAAAA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Filtered Reads
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)
Frameshift
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Heterogeneity of reads
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)
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