HW5_CancerGene_Mutations.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "HW5_CancerGene_Mutations.ipynb",
      "provenance": [],
      "collapsed_sections": []
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "source": [
        "Домашнее задание №2, семестр 2.\n",
        "<br>Выполнил Полыгалов Богдан, группа 2."
      ],
      "metadata": {
        "id": "f1Cz5He4h9OC"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **Часть 1**"
      ],
      "metadata": {
        "id": "1cl0WPCnilju"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "1. Выбрать индивидуальный раковый ген для анализа.\n",
        "<br> Выбранный ген - BRAF"
      ],
      "metadata": {
        "id": "hgrPa0C-ioYK"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "2. Найдите выбранный ген в базе данных [IntOGen](https://intogen.org/search?gene=BRAF). В каких типах рака он мутировал? Какие типы мутаций – точечные или структурные (вставки, делиции, транслокации)? Включите скриншот с графическим поиском в отчет.\n",
        "\n",
        "<br>Скриншот с типами рака: \n",
        "<br>![image.png](data:image/png;base64,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)\n",
        "<br>Как можно заметить  мутации гена связаны с многими типами рака.\n",
        "\n",
        "<br>Скриншот с типами мутаций:\n",
        "<br>![image.png](data:image/png;base64,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)\n",
        "<br>Можно заметить, что есть точечные мутации (missense_variant и synonymous_variant) и есть truncating, которые могут быть как точечные, так и структурные. \n",
        "<br>Проверим truncating с помощью таблицы.\n",
        "<br>Были найдены следующие виды:\n",
        "\n",
        "> stop_gained\n",
        "<br>splice_region_variant\n",
        "<br>splice_donor_variant\n",
        "<br>splice_acceptor_variant\n",
        "<br>frameshift_variant\n",
        "\n",
        "Скриншоты с видами:\n",
        "<br>![image.png](data:image/png;base64,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)\n",
        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)\n",
        "<br>![image.png](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA0sAAABKCAYAAABq8M9OAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAB4MSURBVHhe7d0PbBTXnQfwb9Kk6p8kzYGdkISosDa0Si/CmErJAVmgBgdaKToEyoVc44DPcESHorsgQSCmQHAgcKK9Q5ziA9eAk4NcBLIUqYUYXMNCUJGCMcq1uoK9kCMkpDbNv6alkDb3fu/P7Mx41l5719jg70caef7tzlsyM+/93vvN5IYvFBAREREREVHAjfYvERERERER+TBYIqKc+/Of/2zniGigksQSXqs00PE8pf7GYImIckoqtY8++giXLl2ya4hoIJJrtb29HZ9//rldQzTw8Dyl/sZgiYhy5i9/+Qt+//vf6+njjz9m5UY0QMm1Kp0af/jDH/S1KstEAw3PUxoIehUste9ZiNjo+/S09rhdqXXgtQqzPjZ6A5rt2j5xfIM5zoYWuyJH7PeW7+mwK4DmDe43hX7bhT0oD6z3bXNcOQPb3b9T9L9R+HiBf+PA9y3EaxfUOlsOf5mJ+sPly5fx2Wef6Z5AqdxkPjMtWOud127q43uI4q614H2sG1HXfcUetNvNPdLNfaxX5SPKwB//+Ed9fUqKk/zt+Uhw+Jq19VEfM9fE1TkW9b/sz1Mlsh1GlLmsR5ZqGn2V/IVD2Jew8xmxN9tMAp40AcHkguF2LhdUEPPSdqBiJ2pn5allU77ZNXOx+9SvkbTT7gqzt0ftr7ftmqsWtmO2/T06qJyzHZPXJbzPHltXoLd1qWANjun9d0IOVTPHXtjyb+D7vt0VCTwbV9uGzUKtOvbBZZWsQKjfSIAkldmf/vQnXbFJD6D0BF65csXukYG4PfcTazBZrqVeBiGmQZVphRhH4T12tif8131iBR7IouPG3cdMR1S4IdjL8hGlISO+MvrrRn7l76efftqDkWCpGx9HDXx1465pdhtRbmR/nmbRDiPyySJYimNyXP2pafAaJO1v7sdBtz4TxxvUzTYz5rt9xi3RJ70JanLkeC2eVcFeRUmRXmzeIJVBHC8mlqBYrzGKlwSXPeNKdXCDU21oV4HN0mXyZS7wMvJnzYr+rE+x2idfzxVhuv7CJFql8XS+Tf8bFI4w33dvgfxD22362Cp4qut9g42otyQ4kh4/GU3yp0lIpSYpFLK9R4ZNwnQ5vRNtOGfW9EAL9mV4YyleIpVnNR4dZlf0hv+61yt6IHAf60DT3mBvU07KR+Tjeuilx97xX78ZXasX2tAqfytKU/XZuFnX3Hn6+t79WLnux1j1n9tRrf7KMg0MuTlPe98OI/LLamRp+gwzkrJPp4jYij4eQ6EsauF0M9+yDIuqaF+redzuEz2sLz0DD8gJrxxcFjcpL3ZY1RtpCg+zul5elzJTsdCXOhPd49zcKOWZi+njZMk2uOLTMCXTCsAGf5NnTAJscOcCr2hJbPbSFqNSbUJlsI0yPdLk3QQW2grKBla9abARZUmCIqnA5O8NN9zgTUJ6BnucOuFGqeMFuNe7b6hr2P519wXveleTuRe4Hm+xHbO968p9h53siFUgpcfdU9Q1Fd6vS67TZ3QB8sPHCYwShe5vco/y7mOn1OfiurNGRYh4Nm5+TzjlKPo3K70tOw06MtIrjVDp1PBfq7Is6zMaCR5WYOp5qbvD55mrc73J1reRdfFCrN3gO2dtve3Oe3O9B7d1EjqeuSair3e/f6+uxf6mw/jdyOl45h/nYuGCqXhHLct66n+5OE9dJ3v6dli4zenahuE6x0yujRa8D7v7c7pzLnwMmYJ1WPh73bK5Dtxky9bdvT7QFu6ubJSp7NLwJtjGu6Ti2cbN5BmlvmCpC9KjqtPWFJ3OIqM1RVhuh0lNGo4ZKcmfVY1j68xwlR5KrXEjL5bcLCXw8qfFyE08cHOdhvVqm/me7djsGhlhunEWIXAChgIbHeyp9XOgUxL8PRjdmV4lv9em271kT2Dv5q8affKbvN9bhPm2/LPjKzrdBPRIU6964omyc/PNNyM/Px8jR45ELBYLTLLuq1/9qt2zG5LOJue+nN+Skhe41hMofMqOtJzfoDtQXGqFXNfSkVK+Z7i6h5jrSTo+5HpcPk4qChWIwKb42bS5pWnuAQdVBSPfqdNt1X5b/de6n3fd23vPkiJVuUnAI6PRUs4EXoxL4CMVlpRBgji3TU1q/5QheLRG9pd5s0+n+4i6B0X/5tTvyLjsNGh9+ctfxt133x15nd511116e/dUXa3raMVds66+lbRwOb9l0nV8uL7118UJdU3IOWvP/Zpqr2NAtmGGSzlXi+p6C9S7QupKda+Al5ouHaqV+NeVpuOhYpctR6jNICNIrcmzZuGddlz87HN88rv3cVEtynqOMPW/3JynXXH3ZJdKKvWGdLAFO9N1G82e67qNZu/DXntTj/ynr2NSGUruGJmRQMl7BMSlpfvatJH3emmn+tvC3ZSNMpflM0t2NKOmAa/ZFLzpE7J9hshG4TYYyGSkpFPvQVRajO71BfJHxPTiwbZ39d+M2XQZF7QFyInpTuY0o1bRYij0j1q5QMerbFQFckoaZKleCH9jSS6Smjmu54Co/0gvn7zaNZlMdprOnDmjewIz4p5ZkincKeKN+rpRYLnfmIAif8I0XZlFXtdulMo16uyIdrp7gHt+yKS5qsbT2TSVilchqUkHPuHR6DxMmWEahK3n81A4WtalRo16KpPfnHHZadC6fPky3n//fX1dhq/V9957T2/PiKundECk+IMZ1+EXda3Zutgx56y7PvxS53pxiTlG+Hx2db/OOFHHm62HeBP4+DZz/tfM8QVxPsdb3rZzqjjj7sLNn36ICxdMsCT826l/5Ow8TcfVC14qaeixB8220dxIqrTR7inQ913TWeZGTdPVMU2hOsEdozsuldxkR0S1h6Pu9a6OeLHM1xHXw/qPomX9ggdzE0tin07B60HKWgQzBKmicN0IyTwCzylvZGY4CnU7Zz+aMglGVMWx3o76SC+aC8oCL8DoMX9jCzjXJmd8qgIxF0kC+940FYjZTnT1ycjS17/+dd3bJ7nkbhKy/mtf+5qe71f+4MYLcK4e/fyRbVh66cR6iejqcdfqjTfeGLhWZVnWy/Ye8WWJ6AabpA650R43+tTHvBEkO1Utrk4d29+otX734Ud2DrjtjnwMH5aPe+++y64Jbqf+kYvzNDftsBDdSeCyAEwws9bF1p3qmFF2Qy/5Ow9l6tSB2AP9XP9d67IOltyLBQ6qdro8qxP8D+l6i1yk/i5a/e15F6FbLhjQUbF7gNRyJ30U18PqXRC+Z4d6cmKZwM89g5WHR6vkZpvAs5WZNWryZy3UAd7BZbVoVhWISx3w9yK379nTzchTC17z9ncPfJu3YUUHRy54sj0R/gduia6ir3zlKzoo+tKXvmTXADfddBNuv/12nWueS+ZaTV0LwdFl29HheM9XVKdGYY/v6YMRWdtr6HWwuOs3NSJmRqhtR1CnlNmo3vWUrn8zUWbkWpTrVK5X/3UpqbLSCM3oWr2wB2t99Zrp0ZaXD6mA6ZTMzcUiSSO1LyXqHXeud5i31Po6Ch2vMexS2JVmVcfq+UCj1j9aEPTWK2eQ81sBZS0n52lX7TD3EiHvJWU9eU5dtQ9rUplGrZ8MTVPHhDvd3YiR4c5fN2Ka6vB2n/OlUqtr7rVwGmqIayMGXvR11eq/61v2wZI3rNj5RiaKy2zAEb8PsdHVaDXnlqFuZovsiSw9P/DvWxnKGR5Xrm96kT2yclOUni39PXaYUUXRnXL+u+NeoOCCLn2zVQ0bN3ypJvOiCV/jJ8D9W5jcUulJds8V6HLpz7fpPbvS6u3v8q7N27Dcs1v+lAO3zQSIoeFXoqvI9fjJ6JJUZLJ866235iC3PIKqBP3XgktPXa6vS1WRPWU6PswLHuRZSAlQ3H1I7hF980xC8RJpnLnjuOeX5HlMyRu3x9YvoHDrg/z3y06pel3+ZqLMSSeGXJvy1y3fcsst3nImUvWUqYvMuRi89mIvJXVHZm+Zcz1YDwZI54N9BsPV0bP3Am97D8Z38Vlr6N/cAhn3vunWuxAfatbRwJCL8zR9O0wCHqkX7LnqXoXf3eiN7/l19+xS7azJaeoYX6e7Xh9qA/vbteozm0+5jVI2E+jrVFL5vviKwABCFO/5ftcW1o9wXL3673p2wxcyrkkp9gE5ufH3ONjqL76HXK+ZMtN1SW4nn3zyiX5duARJ8tKHnlRsRHR1yFvFPvzwQ/3/QrvtttswZMgQ3cExEJiH26VDIX2Qkw15XbhLtYvP/Rf8beGtau5TnNr7E1S/CQz5q9uxetkzejv1r4F8nvZGX5/b1Deu3TOur+g0mRz//5v6mh4Bu8bKTNclGVGS0SXp/ZP0O39KHhENHNLg/MY3vqFTneRavZYboD01ruh+Owcktv8Ez1Q+ryYTKAn/dupfg/k8pYGDZx0R5ZSMJEmlFs41J6KBRa5VGf0dbJ0aj8yYhsLYCLsUJOtlOw0cg/U8pYGDaXhEREQ06Mj/T0leEy4peZJ6JyNKDJSIKIzBEhERERERUQSm4REREREREUVgsERERERERBSBwRIREREREVGEjJ5ZkvfaExERERERDSYZBUuXL1+2c0REREREA8ulS5fsHFFuMQ2PiIiIiIgoAoMlIiIiIiKiCAyWiIiIiIiIIjBYIiIiIiIiisBgiYiIiIiIKAKDJSIiIiIiogi9CJZOYv1fF+HboWlB/UW7PejERrV940m75HcRuxeGPte8MfWd/s98UI8Fbv3CenTY1R31i1L7+9anmLKub7aLmr/8G3HCrtXl9NYvwu4P7AYt6ntE9L+F/3uJqCcirjX/9S9Tp/tJxL2EiK6K9HU80QDw29ex6LsPoui7m1Tt0n9ObnoQP26xC366fL6ytWxSZVXlffr1iDZtbkmZFr3OejMTvQiWxmDp/7Tgf71pB+bhCTw1c6jdbtnAp0Fti9S8HZVH7LyQBlEZsEt/ZyOqTj9pG0yqIbRyNQrqzPF2jVqN5bZRdO6b871y+Nc7HfVbsc3OG9IQ24qCRlf2xRir119E2+mJqPLWb8bsO/UGG0QdgPqREVL/FkfWTER8TWPoe4koU2mvtfNJJObtsNeWmhaPsRus8L2EiPped3U80QBw8tW1iNX8Ei1vPa1abAPQHY9gs1e2i6ivPYuVP1fl3fQI8iRw2vS23tIXxjz9S2x+JNR2z5QEeVchoBsosk7Dk4Ckbc3czsFB8WLdsFk6xS4HqABoC1ClAgyn42gj4H3PUMxe8AS2NUms/S7ajjyB0mK9AWOnPIFE8l0zX5w69f3rjZP46RslqPI1vExZV3uBUNBIFESsH7vYBD+ldrknZOSr82gUEUXp6lqLx4bbubDO9xIiugq6rOOJiK4fWQZLF3HwjZGpUSXpacpgOL6jfiUaHp6LyXZZnEseQcE3fRHuPTHETydV1DocBRNfRoMNOk40vYx5Uzr3D4TXn9j4JLBgJgrssjiXhGqIbTepPIF0HgnIXsYcu777dB5J+wmn6nWWN3MzSpvkO5mWR9RbHe+cQWJFib1ug9dS1L2EiIhI0syerAPqKh7UIzQdrz+DRa+/jh9LmpsesXnbzNvJpaSZ/d5G/dO+9S49Tk3+dDo5Rvjz/n2D6XS+47kRI2+E5qI63g+w+uhRrP6++q7/WI+iip2q8PPV/s+g/rdm9xTZP1gWU+5gWf2f1amA6vdLWqLsl0oNNN/lfcYbzZLybsLJ8G+XMn9/LY4cXYupbt11LrtgSdJfRk3tWcrZB/VY/kYJ1obT9tIaitnVO4AyE8i8FGvEUjvKJKNH7pmhhiktqfUqaJuDHb79hKTaHUHlGzEc0ek8/lQ/f2rhDhSohlmuRoRMb/lUNEg5mddN1GPS6eBS8I6sOYM57vnEHt9LiIhosJA0sx1lqvkoaXhP36/XHXn+LErecsv34xmZ19NWxJ7/L+/ZoSPPbwMq3fofoCgxxexX8zjqak0AJMFGY9x9/mcoOfCCCkx8qXSyXtLpzFeqoK3JHFt9Z1ndtlAANBQzN/0MK8eP15/d/E9L9bFQtlXt/2PMvMPu5lH7l6uyJFxgcxGHDwAlD6r6sOhpWyY11YzA6ldTqXx1ap9Van0w/U6ObfdXv2Nlq79sO/Fk+LdL6uDPl2Pi+OU4oNY/U2R3vY5lFSydaDqDqh/6RnlkWD78PEGACm5KkniqeqZ38nRLP9x9AKW2sbQWK31BRyrI0SM4sl7236ICojTlmLfAHXsoJj88EW3vhEeRxuAf1kSt95MALvVcU/fMd2KbC87c8xlm4oPpRJnJmzkf844kca439xIiIhrUJv7o7+3zQYaMxphRk/mow1kkbZAw8UfP2QDlboyUAOYxE2zh7hEwSd8XkWy1o1b682ZU6Mx7QxErlNGhzi+UKKtxzybdj5Iy2Vcv9F7RFBV0NZnj/PZNNBbOs2X2jRTJ6FTrGW90q6w8FbwFeKNH7nfY9XgcO2ygqY939CzOm6VBJYtg6SQaTpdgcsYBg6TMyAsXUuluE1ccMek1Ksi5NxYKUOSh7lExIPAsk20sbTvQKa1t7OIdev1/v7IaiSOrMdEeY842FaOUSUACFIyyO19F7o19y7FaB3VutMuMOJlpC3vGiXrkoy7uJURERN2RQGnq2XmpEZXxdkPGzCiQN4pjR1lkRKvlrSlolOCjT1+CIEHXTjS2qBa5vMgiLkGNSec7U27LJCNAZuf0JFCqHaFHieQzMhpHQb0PlpoPYJsKZgIRajfPLPnTaWTy3iC3eAzyxpcAK7bbIEge2jbPIOV9c6RqBLn1ihx3Ygz3qmDthC9VTgdi86bi73xBiEy75gHz6kxAIi+B2LbFvWL8JH66AigdHw5U0q33y+yZJQmUXJDEgIgoe+46n9LFvYSIiKg7588excQRd5sFGZk5amYzY0eQfCluQZLipwIwHMThTs8b5c6Yx5YjmdiExtbl8rSK8h7OHB2PkfZndfzyILp7WWzH/50FCkfa9vzbaKzTM+TT62BJHrpO/4aqXrhzJtbK8wi6p7gEDQ/bZ5OKF5vnFGwP8rfl9eI69WY42rbYddKz/EZJ2tQ7j3yX+l4z6vQkUGdT6XSqn/su3/osSXDIIIkoO/6U1YyucyIiom5IoAF5HklGgKrOItbDkaUxT8vzPfICBpvypv9/Sf6XJfwAjVNdOl8v6DS7dC94sO6YgJLWnUhOnWCDnftR9iPol0RIGVaddWmD6eU9Ms8eRz7TBGQysiTHxeB5wcMNXyh2Pq3Lly/bOSIiIiKigeXSpUt2jii3GCwRERER0TXteg6W5M178hp0P3nL32B4E91AwGCJiIiIiK5pHFmivpLd/2eJiIiIiIjoOsVgiYiIiIiIKAKDJSIiIiIioggMloiIiIiIiCIwWCIiIiIiIoqQ0dvwksmknSMiIiIiIhocMgqWiIiIiIgGqitXrtg5otxiGh4REREREVEEBktEREREREQRGCwRERERERFFYLBEREREREQUgcESERERERFRBAZLREREREREERgsERERERERRehFsNSCtaPvQyw0le/psNuDmjeo7Rta7JJfB16rCH3u+IbUd/o/c2EPyt36ij1ot6sD6wOfMd9t1i/Eaxfsaqt9z8Lg9/h02pbu2GH+skcck4jS09edd/24aQOa7XaR/l5CRP2F1yUNaB/UY8F3xuBb39mIE3ZVfzixcQzW+ys0R5fPV7bmjaqsqrwL69O3N3NEyrSgPrrtTkG9CJaKsPzUr5H0pp2owFwsmpVnt1s2eNintkU6XotnE3ZeSFAyB9itvzOBF089jrXHZYMKfCpXoHCXOd7u0Suw1AVY59twsGJnqixLivTq5g1x7JuRMOt2xfBspQ1ybOCztC2GyXrPsBZsXeYvlAoM4/sxPRFxbB9dWbxUgGOuHKeqgDdZeRBlKn9Wtb12zHRsXRyT15WjWDZ2dy8hoquP1yVdA068sgoFL5/Eb361GGPtugHlzpnY4pWtA7u3nMELv1DlrZ6JfAmcNp7UW/rC2MUnsWVmqO2eKQnyrkJAN1BknYbXvqcara5R4zduiW70LC+xywEqAHoJeFE1iJz2N/cD3vfk4dGn5qKmUQKOd9GamIvp4/QGFJfMxcG2d82CMrlguJ1zWrCvxhe8jSvHi9iPJhnpGTYLtapMtWUFZluI/BasW5MKpI43oKZiIR4dZhaLy9YAew8FTw4VgG0+tQbHamYh367S5Z9lAjfpMTdBHxFlRjotYr5ruKt7CRH1C16XRDRIZBksdaBpr69RIz1NGQzHt++pxL4Z5Zhil8W5tgQKR/gi3HsKMPlUmwpMhqMwvh37bMDR3LgdFSU2EDmbxMFl8WDKzoU2tMYLcK/eQ+ShcHQCreftYjoq6Fm6dxrmT7DLinx/IBgbVoDCRBvO6TQ/k2qng7wZk3yBUpD0mE9v7JxSRERpHG+I7oAhIiLKkKSZPVYL1D4xRo/QtNcvwoL6eqyXNDc9YnPSzNvJpaSZ/U5i90LfepcepyZ/Op0cI/x5/77BdDrf8dyIkTdC06GOV4LnDh/Gc99T3/VvVfjWE3Wq8GVq/0XY/YHZPUX2D5bFlDtYVv9ndSqg+v2Slij7pVIDzXd5n/FGs6S8G3Ei/NulzN9bhUOHV2GiW3edyy5YklS60aU9a9TYoGR9OG0vrTw8WrMTmCMBx33YXJDAcjvK5E/dObYuidldPVPUJUn124/pVf7Rocx0CvIiFC+RMpZinwR1zO0m6oKMOicxfUKm9wciIqLOJM3s1XKgXNLwFo/R6w5VJlH6K7c8BktlXk91KKjc4T07dKhyK7DarS/Bt5qmmv1eLkPtFhMASbDRMMV9vhGlb6xSgYkvlU7WSzqd+UoVtB0wx1bfWV67NRQA5WF2dSNeeOgh/dkt/1ypj4XyOrX/Zsy+0+7mUfsvUGVpcoFNBw69AZSOV3Vn8WJbJjW9PBLPvZJK5atV+7yg1gfT7+TYdn/1O1447S9bHR4L/3ZJHfzFKkx6aBWOqPVLB0HPZlbBUnNjEi+WmVEeTYbl7XND0eQZoDYsCqSsdUM/Z9SA6TYoWo/KyIAjf9ZCVOhRn56TZ5xan6r20u26JwGc2f/eAvXZs52fY+qsCPMl7bDGPYul+F8K0etAj+g6cuEQ9o1Opb4SERHlyqSqJwPPLslojBk1UYEAzqDNBgmTqlbZAOUeFEgA80MTbOGeGCbpmQ60nbajVvrzZlSo7XweCkbJ6FDnF0qUv+yeTRqD0nLZVy/0XvFUFXQdMMf54DAaRs23ZfaNFMno1Omk174sX5AK3gK80SP3O+x6lOFVG2jq4x1OIvUgzOCRRbDUgn2npmFKDxo18kxQDbZjtg0QHliWMGl0KvjpFHTIyxtGFwCBZ5lsUFTTkD6lzUuVczrQeiqOwnvsYpg8c1SjYhg7chWLr8DBxAo8MHoDzo2IBZ6P6pzip8oj+4SfYwpxb/paiiqT421HxlzOt556EkASXackrbXQptkSERH1FQmUJibnp0ZUHrIbMmZGgbxRHDvKIiNav/nVVDRI8NGnL0GQoKsODapBrF9kMUWCGpPO17bAlklGgMzO6UmgtCWmR4nkMzIaR0G9D5bk5QcqmAk08Lt5Zin6jVcJPRqVP2EasKzWBkGSimOeTdLBiLdekeOGAhahA7EKSQkswvSK7djs3lonqYLoIqizL33wypVYg8nxNTh2agmKx5WqwKzaew14c90K+3xS6pkl8wIJFVwFfncL1tplCZRckFSbceoh0WAkz0AifccGERFRjrybPIxJMVvhyMjMYTObGTuC5EtxC5IUPxWAoRGHOj1vlDtjf7gKbU0b0XB6Fcr1qMJ5tB1+CAX2Z7UfVcc3s2m1v3MGGBWz7fmTaKjVM+TT62Cp08sPsqWClvXy3JEedTKv/tYjMOOWmOeR7GhUTF4vbkdh9Cu77foH9k7DMZsCWLxkJwrdix98+/dcEZbLq8fj5hizsTMi4JGUvF9jNx73yhKTtEFbFgkQGSQRZULefBlDIVPwiIioj0mgAXkeSUaAViZR0MORpbGL5fkeeQGDTXnT/78k/8sSStDwsEvn6wWdZpfuBQ/WnQ+h9HQd2h5+yLZzx6C8CvolEVKG55Ijux1Zyp853x5HPnMAyGRkSY6LwfOChxu+UOw8EREREdE158qVK3aOKLcYLBERERHRNe16Dpbca9D95C1/g+FNdAMBgyUiIiIiuqZxZIn6Snb/nyUiIiIiIqLrFIMlIiIiIiKiCAyWiIiIiIiIIjBYIiIiIiIiisBgiYiIiIiIKEJGb8MbMmSInSMiIiIiIhoMgP8H6hBFd2mFSLcAAAAASUVORK5CYII=)\n",
        "<br> Чтобы определить точечная или структурная мутация, рассмотрим в каждой строке столбик Mutation, как видно, везде 1 нуклеотид, следовательно, мутации точечные.\n",
        "\n",
        "\n"
      ],
      "metadata": {
        "id": "AbhbtG13iw92"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "3. Произведите поиск выбранного гена на портале [ICGC](https://dcc.icgc.org/genes/ENSG00000157764): В каких типах рака выбранный ген мутирует?\n",
        "Включите скриншот с графическим поиском в отчет.\n",
        "\n",
        "<br>Скриншот:\n",
        "<br>![image.png](data:image/png;base64,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        "<br>На скриншоте можно увидеть топ 10 типов рака (колонка Tumour Type) в которых данный ген мутирует."
      ],
      "metadata": {
        "id": "pfV-XnI6lJ8p"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **Часть 2**"
      ],
      "metadata": {
        "id": "o0vAVns1yVfd"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "1. Выбрать индивидуальный геном для анализа.\n",
        "\n",
        "  Выбранныцй геном - [DO50411](https://dcc.icgc.org/donors/DO50411)\n",
        "<br>Скачиваем файл Simple Somatic Mutation"
      ],
      "metadata": {
        "id": "I7fLVnbOyxEm"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "2. Проверяете, есть ли мутации в гене, который Вы выбрали.\n",
        "\n",
        "  Чтобы проверить нужно знать Ensembl ID гена.\n",
        "<br>BRAF - ENSG00000157764"
      ],
      "metadata": {
        "id": "rtLgINBT-vEn"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "!grep -w 'ENSG00000157764' '/content/simple_somatic_mutation.open.tsv'"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1YntpIkIAOdw",
        "outputId": "772b3e24-4a3c-4f9c-902f-65499d6ff01b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MU83162945\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t7\t140522071\t140522071\t1\tGRCh37\tinsertion of <=200bp\t-\t-\tAA\t\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000157764\tENST00000288602\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU83162945\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t7\t140522071\t140522071\t1\tGRCh37\tinsertion of <=200bp\t-\t-\tAA\t\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000157764\tENST00000497784\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26090005\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t7\t140544218\t140544218\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t\t\t61\t21\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000157764\tENST00000288602\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26090005\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t7\t140544218\t140544218\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t\t\t61\t21\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000157764\tENST00000497784\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26090005\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t7\t140544218\t140544218\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t\t\t61\t21\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000157764\tENST00000469930\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26090005\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t7\t140544218\t140544218\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t64.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000157764\tENST00000288602\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26090005\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t7\t140544218\t140544218\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t64.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000157764\tENST00000497784\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26090005\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t7\t140544218\t140544218\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t64.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000157764\tENST00000469930\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Мутации считаются разными, если у них разные ID (первый столбец), следовательно, в гене BRAF всего 2 мутации (MU83162945 и MU26090005)."
      ],
      "metadata": {
        "id": "8xoe-zXQEV4J"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "3. Также проверяете еще 4 гена на наличие мутаций. Пишите, почему решили проверить еще эти 4 гена.\n",
        "\n",
        "  Я решил проверить ещё 4 гена, мутации которых связанны с раком пищевода, поскольку у донора на сайте указан рак пищевода (Esophageal cancer). Гены искал на [IntOGen](https://intogen.org/search?cancer=ESCA).\n",
        "\n",
        "\n",
        "> PTPRD - ENSG00000153707\n",
        "<br>ZNF521 - ENSG00000198795\n",
        "<br>TLL1 - ENSG00000038295\n",
        "<br>APC - ENSG00000134982\n",
        "\n",
        "Поскольку мутаций может быть много, неудобно будет искать уникальные ID. К команде поиска добавим ещё одну - \"uniq -w 10\", эта команда оставляет только одну строку с уникальным ID мутации."
      ],
      "metadata": {
        "id": "q7FpdLn6Hwtb"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "!grep -w 'ENSG00000153707' '/content/simple_somatic_mutation.open.tsv' | uniq -w 10"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "CcITPZFMFa9h",
        "outputId": "dd4901b1-4dc3-4b83-ae68-bfe1b5925aef"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MU26208287\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8699902\t8699902\t1\tGRCh37\tsingle base substitution\tC\tC\tA\t81.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208386\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8878431\t8878431\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t70.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208452\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9017269\t9017269\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t63\t28\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208658\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9262374\t9262374\t1\tGRCh37\tsingle base substitution\tA\tA\tT\t\t\t50\t20\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208683\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9263635\t9263635\t1\tGRCh37\tsingle base substitution\tG\tG\tA\t56.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208856\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9493564\t9493564\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t\t\t53\t20\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209071\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9693422\t9693422\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t52.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209277\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9887162\t9887162\t1\tGRCh37\tsingle base substitution\tT\tT\tC\t70.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209376\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10036396\t10036396\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t89.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209585\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10342850\t10342850\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t94.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209725\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10509141\t10509141\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t63\t29\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU34766658\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9048613\t9048613\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t47\t24\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU34766793\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9591046\t9591046\t1\tGRCh37\tsingle base substitution\tT\tT\tC\t\t\t62\t29\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208227\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8571082\t8571082\t1\tGRCh37\tsingle base substitution\tC\tC\tA\t\t\t58\t29\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208249\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8573672\t8573672\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t73.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209341\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9993448\t9993448\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t56\t26\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209396\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10063647\t10063647\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t69\t34\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209451\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10077549\t10077549\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t72\t30\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209657\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10398522\t10398522\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t64\t28\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209682\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10442606\t10442606\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t76\t29\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU34766876\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9972295\t9972295\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t\t\t52\t10\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208192\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8437946\t8437946\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t65\t35\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208486\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9032281\t9032281\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t65.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208912\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9527534\t9527534\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t66\t31\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU34766585\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8586865\t8586865\t1\tGRCh37\tsingle base substitution\tC\tC\tT\t20.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU34766673\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9048629\t9048629\t1\tGRCh37\tsingle base substitution\tG\tG\tC\t\t\t49\t25\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208171\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8425891\t8425891\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t59.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208630\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9242410\t9242410\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t29.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208759\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9395808\t9395808\t1\tGRCh37\tsingle base substitution\tT\tT\tC\t75.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208957\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9598901\t9598901\t1\tGRCh37\tsingle base substitution\tA\tA\tT\t\t\t53\t25\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208979\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9635630\t9635630\t1\tGRCh37\tsingle base substitution\tG\tG\tT\t70.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209095\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9763674\t9763674\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t43\t21\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209367\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9996485\t9996485\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t52.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209738\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10553861\t10553861\t1\tGRCh37\tsingle base substitution\tT\tT\tA\t\t\t52\t25\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU34766704\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9158951\t9158951\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t72\t38\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU34766762\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9450758\t9450758\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t40.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU34766825\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9730904\t9730904\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t80.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208521\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9102373\t9102373\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t53.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208606\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9207725\t9207725\t1\tGRCh37\tsingle base substitution\tT\tT\tC\t\t\t65\t30\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208785\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9399000\t9399000\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t48.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208804\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9426959\t9426959\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t83.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208884\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9515117\t9515117\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t52\t23\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209030\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9653088\t9653088\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t40\t17\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209162\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9834458\t9834458\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t\t\t74\t32\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209470\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10139572\t10139572\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t58\t25\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209508\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10160058\t10160058\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t73.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209607\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10347967\t10347967\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t\t\t53\t25\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209838\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10601273\t10601273\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t52\t23\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU34766628\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9032052\t9032052\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t64.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU203730\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9819195\t9819195\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t62\t33\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU495435\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9887021\t9887021\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t57\t22\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208141\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8359796\t8359796\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t49\t20\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208347\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8823909\t8823909\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t82.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000481079\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208361\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8830159\t8830159\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t62.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000481079\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208545\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9108298\t9108298\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t76.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208707\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9289873\t9289873\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t88.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209043\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9684831\t9684831\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t45\t24\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209216\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9858894\t9858894\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t42\t19\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209634\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10365503\t10365503\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t\t\t69\t33\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209755\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10580890\t10580890\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t86.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209791\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10589334\t10589334\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t74.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208077\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8319277\t8319277\t1\tGRCh37\tsingle base substitution\tC\tC\tA\t74.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208099\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8337826\t8337826\t1\tGRCh37\tsingle base substitution\tT\tT\tC\t55.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208264\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8592473\t8592473\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t70.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208404\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8960101\t8960101\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t64.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208426\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8968259\t8968259\t1\tGRCh37\tsingle base substitution\tG\tG\tT\t73.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208822\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9458152\t9458152\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t85.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209119\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9783169\t9783169\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t57\t27\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209188\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9837109\t9837109\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t80.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209427\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10066395\t10066395\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t78.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209526\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10195522\t10195522\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t50.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209562\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t10294593\t10294593\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t63.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000463477\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208159\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8417769\t8417769\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t57\t29\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208324\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t8708473\t8708473\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t\t\t52\t22\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000360074\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208500\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9039579\t9039579\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t83.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208580\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9109827\t9109827\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t94.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26208720\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9330698\t9330698\t1\tGRCh37\tsingle base substitution\tA\tA\tT\t\t\t83\t41\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26208937\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9585532\t9585532\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t\t\t59\t29\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26209020\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9649021\t9649021\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t54.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209237\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9867670\t9867670\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t66.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26209295\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9959995\t9959995\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t87.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU34766731\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t9\t9299296\t9299296\t1\tGRCh37\tsingle base substitution\tA\tA\tG\t55.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000153707\tENST00000381196\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!grep -w 'ENSG00000198795' '/content/simple_somatic_mutation.open.tsv' | uniq -w 10"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "fRnvDGj6H6Wl",
        "outputId": "3d527207-a2d8-4279-de5e-0ad82341189a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MU26711589\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22812034\t22812034\t1\tGRCh37\tsingle base substitution\tT\tT\tG\t41.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000198795\tENST00000583398\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26711619\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22826956\t22826956\t1\tGRCh37\tsingle base substitution\tC\tC\tA\t\t\t91\t36\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000198795\tENST00000583398\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26711521\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22732826\t22732826\t1\tGRCh37\tsingle base substitution\tC\tC\tA\t62.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000198795\tENST00000399425\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26711686\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22858115\t22858115\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t\t\t108\t21\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000198795\tENST00000583398\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26711716\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22902702\t22902702\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t87\t30\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000198795\tENST00000399425\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU91632220\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22857388\t22857388\t1\tGRCh37\tinsertion of <=200bp\t-\t-\tA\t\t\t103\t23\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000198795\tENST00000583398\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus INDEL caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26711461\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22652489\t22652489\t1\tGRCh37\tsingle base substitution\tA\tA\tT\t\t\t71\t32\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000198795\tENST00000399425\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26711557\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22735168\t22735168\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t39.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000198795\tENST00000399425\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU38012198\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22762188\t22762188\t1\tGRCh37\tdeletion of <=200bp\tA\tA\t-\t\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000198795\tENST00000399425\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26711473\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22711209\t22711209\t1\tGRCh37\tsingle base substitution\tG\tG\tT\t\t\t112\t47\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000198795\tENST00000399425\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26711668\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22842617\t22842617\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t86.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000198795\tENST00000583398\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU38012192\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22694372\t22694372\t1\tGRCh37\tdeletion of <=200bp\tT\tT\t-\t\t\t110\t24\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000198795\tENST00000399425\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus INDEL caller\t\t\t\tFI32211:FI32210\t\n",
            "MU26711500\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22719982\t22719982\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t30.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000198795\tENST00000399425\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU26711643\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t18\t22833937\t22833937\t1\tGRCh37\tsingle base substitution\tT\tT\tC\t\t\t103\t33\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000198795\tENST00000583398\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!grep -w 'ENSG00000038295' '/content/simple_somatic_mutation.open.tsv' | uniq -w 10"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0izU8iA4H6OY",
        "outputId": "804f0d78-9804-4bdf-8a54-fe4cbf9ba0ea"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MU25793573\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t4\t166880457\t166880457\t1\tGRCh37\tsingle base substitution\tT\tT\tA\t60.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000038295\tENST00000504560\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU25793597\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t4\t166922801\t166922801\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t47\t24\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000038295\tENST00000507499\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU25793676\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t4\t166985017\t166985017\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t\t\t55\t29\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000038295\tENST00000507499\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU25793619\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t4\t166953611\t166953611\t1\tGRCh37\tsingle base substitution\tA\tA\tT\t63.0\t\t\t\tnot tested\t\tnot tested\t\tdownstream_gene_variant\t\t\tENSG00000038295\tENST00000513213\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU91639720\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t4\t166825218\t166825218\t1\tGRCh37\tinsertion of <=200bp\t-\t-\tT\t\t\t62\t22\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000038295\tENST00000504560\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus INDEL caller\t\t\t\tFI32211:FI32210\t\n",
            "MU25793657\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t4\t166961112\t166961112\t1\tGRCh37\tsingle base substitution\tA\tA\tC\t89.0\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000038295\tENST00000507499\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!grep -w 'ENSG00000134982' '/content/simple_somatic_mutation.open.tsv' | uniq -w 10"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "PSsThbxvH6EC",
        "outputId": "1f954241-db5f-4c78-8b5e-854c54c43160"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "MU51119820\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t5\t112185072\t112185072\t1\tGRCh37\tsingle base substitution\tT\tT\tA\t51.0\t\t\t\tnot tested\t\tnot tested\t\tdownstream_gene_variant\t\t\tENSG00000134982\tENST00000257430\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU83161545\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t5\t112185074\t112185074\t1\tGRCh37\tinsertion of <=200bp\t-\t-\tTAA\t\t\t\t\tnot tested\t\tnot tested\t\tdownstream_gene_variant\t\t\tENSG00000134982\tENST00000257430\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU38005986\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t5\t112064402\t112064402\t1\tGRCh37\tinsertion of <=200bp\t-\t-\tG\t\t\t\t\tnot tested\t\tnot tested\t\tintron_variant\t\t\tENSG00000134982\tENST00000505350\t75\tIllumina HiSeq\tSNV and INDEL calling - www.compbio.group.cam.ac.uk/research/icgc/snv-and-indel-calling\tWGS\t\t\t\t\t\tEGA\tEGAF00000501980:EGAF00000501975\t\n",
            "MU25871423\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t5\t112080047\t112080047\t1\tGRCh37\tsingle base substitution\tC\tC\tG\t\t\t60\t23\tnot tested\t\t\t\tintron_variant\t\t\tENSG00000134982\tENST00000505350\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus SNV-MNV caller\t\t\t\tFI32211:FI32210\t\n",
            "MU77143\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t5\t112175952\t112175952\t1\tGRCh37\tinsertion of <=200bp\t-\t-\tA\t\t\t63\t28\tnot tested\t\t\t\tdownstream_gene_variant\t\t\tENSG00000134982\tENST00000512211\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus INDEL caller\t\t\t\tFI32211:FI32210\t\n",
            "MU1885274\tDO50411\tESAD-UK\tSP111058\tSA528883\tSA528803\tLP6007602\tLP6007601\t5\t112176064\t112176064\t1\tGRCh37\tinsertion of <=200bp\t-\t-\tA\t\t\t61\t19\tnot tested\t\t\t\tdownstream_gene_variant\t\t\tENSG00000134982\tENST00000512211\t75\tIllumina HiSeq\t\tWGS\t\t\tPCAWG Consensus INDEL caller\t\t\t\tFI32211:FI32210\t\n"
          ]
        }
      ]
    }
  ]
}