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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Nq5UhKg8JWLFar1VpzYru7uwshXFxctFpOnjzZkGSe1rzZipBC0rh161ZhLW/evKlVUrzBr0Yy/uqdOXNmwoQJ8s8mPDw8unXr1qxZs3r16jVs2NDW1rZp06YPHjwo8Dxa04NrzcitkZSUVODAZTkvL69FixbNnz//yJEj+/bt+/3337VuGI3bt28PHDjw3LlzRs7WULYpcjNrJb/1rEd+48aNIodoGK0YHj16pNtG6/50cXHx9PQ0vIti33tascXHxxveqTD66dPD+DeDgo82AAAAUIaRgAcAAAAAU7K3t1+4cGG/fv2k3aIOmC5wRmLdzJnJnTt3rsDyyMhIrdG00nTW7u7uVlZW8qvRu3fvJk2avMoYC6U1zfKVK1dycnKsra11W54/f16+a2trW6SEn1KMv3oLFy6U5/86d+68Y8cOrYHOhSUjhRB+fn7yZcLPnj1bYDOty6WHpaXlu+++++677y5duvTGjRu///77vn37/vzzz5ycHHmziIiIs2fPNm/e3JBzNm3aVHfo9tGjR6XvV1xcXHSv2KubUL3EKHIze3t7y6suXbqkVqt1B9Pfu3cvMTFRgaALUrt2bfnu0aNHddscO3ZMvlu/fv1idFSMe0/r+hQ2MUN6enpGRoZm19HRUcqFG/n06WH8m0HxRxsAAAAok0jAAwAAAICJ9e3bt02bNsePHzeksZOTk3z36tWrum127dqlSGAKunbt2u7du3v06KFV/s0338h3y5UrJ2WDrK2tAwICwsLCNFUXL140VQK+bdu28t2kpKQffvhh9OjRWs2ys7PnzZsnLwkKCiowtfmqGX/1oqKi5LtDhw7Vyv9duHBBz5rrQUFBW7du1ez+/vvvERERjRs31mo2e/ZsPTHMnj1b/n3JkCFDpJxrzZo1a9asOW7cuCdPnixbtkzrFoqJiTEwAb9kyRLdQjs7O+mLkAYNGhw6dMiQ87xeFLmZta7wjRs3du/e3bNnT62TTJ06VZmgCxIUFCTfvXbt2v379ytXriwvPHLkiHzXwBtDGH3vtWrVSl5+4cKFM2fONGvWTKuXt99+++LFi5rdzZs3S19iGfn06WH8m0GRRxsAAAAo85iWDQAAAABMb9myZQauUO7n5yffXbt2rXw8ohBi+/btc+fOVTI4hYwaNSoiIkJeMmfOnJ07d8pLunfvrlk5uGvXrlqNMzMztc757Nmzt956K0AmJiZG8cgbNWpUo0YNecmMGTNOnDghL8nKyvrHP/6hWUpAopnYoOQZefUSEhLkLbUmmn7+/LluylYuODhYvoK4Wq3+8MMP5bOdq1SqL7/8Mjw8XM9J9u7du1Bmzpw5Wg3c3NymT5+uNav2q1t0vIQdOnRoqcyyZcsUOa0iN3Pbtm3t7OzktaNHj75y5YpmV61WL1y4cP369YrEXKDGjRtrDTSfPn26Wq3W7O7bt08rAT9gwAADT27kvff22287ODjIq8aMGfP06VN5yb///W959t3CwqJ169bStpFPn35GvhkUebQBAACAMo8R8AAAAABgevXq1Rs+fPiKFSte2lIrAZ+dnR0YGNivXz8/P7+nT5+ePn1aPrqxVLl//35QUFDv3r0DAgKePn16+PBhrVDNzMwmTJig2f3ss8/mzJnz4sULaffOnTtt2rQJDQ1t3Lixs7Pz48ePT5w4MXPmTPlo0aZNm2pdH0WYm5uHhIQMHTpUU/Ls2bP27dsPHTq0devWnp6eFy9eXLdundaXEL6+vh999JHiwRjIyKtXsWJF+QjgadOmZWRkBAUFqVSqa9euLV269O7du3p69/Ly6tev38aNGzUl0dHRAQEBvXv3bty48f379//44w959rFA7du3l09wLWVzP/7446pVq1pYWMTFxd25c2fbtm3Pnj2TH1WvXj39p31dbNy48eeff9bsWlpaGpN21VDkZnZ2dv7ggw/+85//aEri4+NbtmzZt2/fJk2aJCQkHD169MyZM8ZHq4elpeVnn30mH2S/Zs2a8+fPt2rVytHR8eLFi0ePHpXn4xs3btygQQMDT27kvVe+fPlPP/106dKlmqozZ84EBAQMHz68UaNGmZmZe/bsWbNmjfzYXr16VapUSdo28unTz8g3gyKPNgAAAFD2qQEAAAAAr4zWNM5CiLt37xbY8unTp25ubrr/19a/f395M63EmIGkRZo1tGZvXrhwoVYwugme+/fva7XRmmS4TZs28tqGDRsWNcixY8dqdbF8+XLDD7e1tb148aL88P79++s/v+FUKlXnzp0ND8bS0vL48eO659EKadSoUUUKo0i/yJirN3z4cMOPlfz000/y3h8+fKg1PtgQ27Zt05whLi5OaxjxSwUFBRXpeurSzPWtdT8rQvexevToUWGNP/74Y3lLS0tLwzuaMWOG/NhOnTrJaxW5mRMSElxdXYv0ryN0XkRGXqKUlJQqVaoY0q+ZmVlYWJjhF9D4ey85OdnX19fAY8uXLx8XF6c51vinT/8NYOR71fhHGwAAACjzmIIeAAAAAEoFFxeX0NDQlzarV6/ep59+qr/N2LFjFQpKMS8de/ruu+/qfqwwatSokSNHGnJ+e3v77du3FyPrbyBzc/ONGzdq5ojWz8bG5pdffnn77bdfUTAGMubqTZgwQWuOcS2BgYFan3FER0fLdz09Pbdt26b/JNWqVXN2di6s1tfX96efftIsSfBSFSpU+PHHHw1s/HemyM3s5eW1bt06GxsbPcdWrlzZ8CR0MTg5OW3cuFH/PSaZNWtWixYtDD+z8feem5vbzp07K1So8NJj7ezsdu3aJb9Qxj99+hn5XjX+0QYAAADKPBLwAAAAAFBaDBs2zJAU8vfff//+++8XWGVpaTlz5sxZs2YpHZqxhg0bFhoaKl88WMPCwmLUqFF79uwpMJm3YsWKlStX6hlra2Fh0b179wsXLnTp0kXJiHU4OzsfOXJk8uTJ5cqV09OsefPmp06d+uCDD15pMAYq9tWrVq3arl27PDw8dA8xMzMbNmzYsWPHtD6qWLVqlXzaaiFEu3btDh48qLXiuEbdunUPHz6sf5xxcHDwsWPHDHko2rVrFxYW9ioWICiTFLmZu3Tpsm/fPh8fnwJrAwMDw8PDvby8FAi3cC1btjx9+vSbb75ZWANHR8fvv/9+ypQpRT2z8fde48aNz549265dOz3HNmnS5MyZM23btpUXKvL06Wfke9X4RxsAAAAo21gDHgAAAABKC3Nz8+XLl790ZKqNjc2mTZuGDBmyefPm6Ojo6Ojo/Px8Ly+vjh07Dh06tF69ellZWcHBwfJDnJycXmXgBejQocMbb7yh2a1Ro0anTp26du36ww8/HDly5MGDB+bm5j4+Pu++++4nn3yif93u4cOHDxw4cP369QcOHLh8+fLjx48tLS19fX19fX2bNm06dOjQwlKAirOysgoNDR0/fvyvv/565MiRK1euJCcnZ2RkuLm5eXt7v/XWW927d2/Tpk3JBGOgYl+9jh073rp1a/HixYcPH75582ZaWlrlypXfeeedTz/9tFGjRkKIYcOGJSYmyg+5cOGCv7+/vCQoKOjKlSsbN27cvHnz9evXExMTXVxcateu3a9fv08//dTa2rpLly5Pnz7VtPf29tYKo1WrVhEREadOndq7d+/t27cTEhISEhKSkpJcXV0rV65cuXJlPz+/3r17BwYGKnK5MjMzFTmP4gwfjW34CY2/mdu1a3f9+vWffvppx44d0dHRycnJzs7O9erV+/DDDz/66CNz85IY9VG/fv2oqKh9+/atW7cuJiYmISHh+fPnbm5ufn5+0ivRkGHoBTL+3qtateqRI0f++uuvHTt2nDhx4v79+0+fPrW3t/fy8mrZsmW/fv06duxY4IGKPH36GfleNf7RBgAAAMowM7VabeoYAAAAAAAAUIAFCxZMnDjR09Pz4cOHpo6lyOrXr3/lyhXN7rVr14qUJAYAAACA1xFT0AMAAAAAAJRSly5dEkJUrVrV1IEUWU5OTkxMjLykwGnVAQAAAKCMYQp6AAAAAACA0igiImLLli1CiA4dOpg6lv86ffr08OHD5SX//ve/AwICtJqtX78+JydHs1u5cmU3N7eSiA8AAAAATIoEPAAAAAAAQOkSHx+/fv360NDQvLw8d3f3sWPHmjqi//L19b18+XJ+fr6mZMyYMQcPHnRwcNCUnDhxYvz48fKjgoODSy5EAAAAADAd1oAHAAAAAAAoXT755JOff/5ZCFG9evWdO3fWr1/f1BH9j/79+2/evFleUrly5Y8++qhGjRpJSUmnT5/evXu3/C9OLi4uMTExFSpUKPFIAQAAAKCkkYAHAAAAAAAoXUaNGhUVFfXee++NGDHCxsbG1OFoe/r06dtvv3316lVDGpcrV27//v2tW7d+1VEBAAAAQGlAAh4AAAAAAABFk56e/s033/z4448pKSl6mrVt23blypW1atUqscAAAAAAwLRIwAMAAAAAAKA4Xrx4sXbt2lOnTsXHx9+7d+/hw4fW1tbOzs61atUKDAx8//33S9vk+QAAAADwqpGABwAAAAAAAAAAAABAAeamDgAAAAAAAAAAAAAAgLKABDwAAAAAAAAAAAAAAAogAQ8AAAAAAAAAAAAAgAJIwAMAAAAAAAAAAAAAoAAS8AAAAAAAAAAAAAAAKIAEPAAAAAAAAAAAAAAACiABDwAAAAAAAOD/2rNjAQAAAIBB/taT2FkaAQAAAwEPAAAAAAAAAAMBDwAAAAAAAAADAQ8AAAAAAAAAAwEPAAAAAAAAAAMBDwAAAAAAAAADAQ8AAAAAAAAAAwEPAAAAAAAAAAMBDwAAAAAAAACDAGVnEJhfvEbuAAAAAElFTkSuQmCC)
Filtered Reads
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Edit rates
![](data:image/png;base64,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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