{
 "cells": [
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   "cell_type": "code",
   "execution_count": 148,
   "metadata": {},
   "outputs": [],
   "source": [
    "TITLE=\"Histograms of selected metrics\"\n",
    "RED_OP=\"rgba(255, 0, 0, 0.2)\"\n",
    "RED_FULL=\"rgba(255, 0, 0, 1)\"\n",
    "DEFAULT_LEGEND = {\n",
    "    \"xanchor\": \"right\",\n",
    "    \"yanchor\": \"top\",\n",
    "    \"x\": 1,\n",
    "    \"y\": 1,\n",
    "}\n",
    "\n",
    "LINES_ENDED_WITH_PUNC_LAYOUT = {\n",
    "    \"title\": {\n",
    "        \"text\": TITLE\n",
    "    },\n",
    "    \"xaxis\": {\n",
    "        \"title\": {\n",
    "            \"text\": \"Fraction of lines ended with punctuation\"\n",
    "        },\n",
    "        \"range\": [0, 1.0]\n",
    "    },\n",
    "    \"yaxis\": {\n",
    "        \"title\": {\n",
    "            \"text\": \"Document Frequency\"\n",
    "        },\n",
    "        \"range\": [0, 0.15]\n",
    "    },\n",
    "    \"shapes\": [\n",
    "        {\n",
    "            \"type\": \"rect\",\n",
    "            \"x0\": 0.0,\n",
    "            \"y0\": 0.0,\n",
    "            \"x1\": 0.12,\n",
    "            \"y1\": 0.15,\n",
    "            \"xref\": \"x\",\n",
    "            \"yref\": \"y\",\n",
    "            \"line\": {\n",
    "                \"color\": RED_FULL,\n",
    "                \"width\": 1,\n",
    "                \"dash\": \"dashdot\"\n",
    "            },\n",
    "            \"fillcolor\": RED_OP\n",
    "        }\n",
    "    ],\n",
    "    \"annotations\": [\n",
    "        {\n",
    "            \"text\": \"Filtered out\",\n",
    "            \"x\": 0.065,\n",
    "            \"y\": 0.075,\n",
    "            \"xref\": \"x\",\n",
    "            \"yref\": \"y\",\n",
    "            \"font\": {\n",
    "                \"size\": 10\n",
    "            },\n",
    "            \"showakkkkkkkrrow\": False\n",
    "        }\n",
    "    ],\n",
    "    \"legend\": DEFAULT_LEGEND\n",
    "}\n",
    "\n",
    "LINES_CHARS = {\n",
    "    \"title\": {\n",
    "        \"text\": TITLE\n",
    "    },\n",
    "    \"xaxis\": {\n",
    "        \"title\": {\n",
    "            \"text\": \"Fraction of chars in duplicated lines\"\n",
    "        },\n",
    "        \"range\": [0, 0.05]\n",
    "    },\n",
    "    \"yaxis\": {\n",
    "        \"range\": [0, 0.015]\n",
    "    },\n",
    "    \"shapes\": [\n",
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    "            \"y1\": 1.0,\n",
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    "            \"yref\": \"y\",\n",
    "            \"line\": {\n",
    "                \"color\": RED_FULL,\n",
    "                \"width\": 1,\n",
    "                \"dash\": \"dashdot\"\n",
    "            },\n",
    "            \"fillcolor\": RED_OP\n",
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    "    \"annotations\": [\n",
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    "            \"y\": 0.007,\n",
    "            \"xref\": \"x\",\n",
    "            \"yref\": \"y\",\n",
    "            \"font\": {\n",
    "                \"size\": 10\n",
    "            },\n",
    "            \"showarrow\": False\n",
    "        }\n",
    "    ],\n",
    "    \"legend\": DEFAULT_LEGEND\n",
    "}\n",
    "\n",
    "SHORT_LINES = {\n",
    "    \"title\": {\n",
    "        \"text\": TITLE\n",
    "    },\n",
    "    \"xaxis\": {\n",
    "        \"title\": {\n",
    "            \"text\": \"Fraction of lines shorter than 30 chars\"\n",
    "        }\n",
    "    },\n",
    "    \"yaxis\": {\n",
    "        \"range\": [0.0, 0.1]\n",
    "    },\n",
    "    \"shapes\": [\n",
    "        {\n",
    "            \"type\": \"rect\",\n",
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    "            \"x1\": 1.0,\n",
    "            \"y1\": 0.1,\n",
    "            \"xref\": \"x\",\n",
    "            \"yref\": \"y\",\n",
    "            \"line\": {\n",
    "                \"color\": RED_FULL,\n",
    "                \"width\": 1,\n",
    "                \"dash\": \"dashdot\"\n",
    "            },\n",
    "            \"fillcolor\": RED_OP,\n",
    "            \"showarrow\": False\n",
    "        }\n",
    "    ],\n",
    "    \"annotations\": [\n",
    "        {\n",
    "            \"text\": \"Filtered out\",\n",
    "            \"x\": 0.83,\n",
    "            \"y\": 0.05,\n",
    "            \"xref\": \"x\",\n",
    "            \"yref\": \"y\",\n",
    "            \"font\": {\n",
    "                \"size\": 10\n",
    "            },\n",
    "            \"showarrow\": False\n",
    "        }\n",
    "    ],\n",
    "    \"legend\": DEFAULT_LEGEND\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 149,
   "metadata": {},
   "outputs": [],
   "source": [
    "# For dedup-terminal-punct.json, use\n",
    "from collections import defaultdict\n",
    "import pandas as pd\n",
    "# indvidual_dedup_ouput_{CC-MAIN-2013-48}\n",
    "# indvidual_dedup_ouput_{CC-MAIN-2013-48}\n",
    "import json\n",
    "\n",
    "import numpy as np\n",
    "\n",
    "MAX_DATA_POINTS = 1000\n",
    "\n",
    "def prepare_histogram(data, normalize=True, digits=2):\n",
    "    rounded = defaultdict(int)\n",
    "    for k, v in data.items():\n",
    "        rounded[round(float(k), digits)] += v[\"total\"]\n",
    "    data = rounded\n",
    "\n",
    "\n",
    "    print(data)\n",
    "    x, y = zip(*data.items())\n",
    "    x = [float(i) for i in x]\n",
    "    y = [i for i in y]\n",
    "    if len(x) > MAX_DATA_POINTS:\n",
    "        df = pd.DataFrame({\"x\": x, \"y\": y})\n",
    "        df[\"bin\"] = pd.qcut(x, q=MAX_DATA_POINTS)\n",
    "        binned = df.groupby(\"bin\").agg({\"y\": \"sum\"}).reset_index()\n",
    "        x = binned[\"bin\"].apply(lambda x: x.mid).values.tolist()\n",
    "        y = binned[\"y\"].tolist()\n",
    "    if normalize:\n",
    "        y = np.array(y)\n",
    "        y = (y / y.sum()).tolist()\n",
    "    # Sort by x\n",
    "    x, y = zip(*sorted(zip(x, y)))\n",
    "    return {\n",
    "        \"x\": x,\n",
    "        \"y\": y\n",
    "    }\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 150,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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      "defaultdict(<class 'int'>, {0.0: 39011158, 0.09: 1552407, 0.9: 379594, 0.61: 522152, 0.78: 608879, 0.33: 5617273, 0.08: 1893378, 0.3: 1279454, 0.32: 743198, 0.2: 3631265, 0.57: 1390789, 0.23: 1016707, 0.15: 1170253, 0.21: 1098881, 0.1: 1777616, 0.28: 642479, 0.6: 1814550, 0.05: 1089195, 0.42: 1045882, 0.38: 2024806, 0.04: 780695, 0.43: 1886011, 0.55: 958599, 0.5: 6754439, 0.89: 445877, 0.41: 772903, 0.29: 2295422, 0.02: 186891, 0.59: 608913, 0.25: 4349381, 0.12: 2605928, 0.94: 193678, 0.67: 2625818, 0.17: 3128156, 0.31: 1081887, 0.53: 880055, 0.64: 953394, 0.83: 710068, 0.06: 1397392, 0.03: 517853, 0.35: 853840, 0.18: 1409631, 0.34: 361026, 0.86: 570906, 0.77: 496020, 0.16: 686017, 0.07: 1475326, 0.75: 1409952, 0.22: 1532879, 0.36: 1288705, 0.19: 961487, 0.79: 562683, 0.62: 1374183, 0.26: 718120, 0.11: 2054816, 0.48: 741008, 0.4: 2651756, 0.69: 687676, 0.13: 849706, 0.37: 540185, 0.91: 289144, 0.76: 509488, 0.71: 1097985, 0.27: 1334205, 0.82: 544737, 0.14: 2701054, 0.54: 707951, 0.51: 293961, 0.39: 693853, 0.44: 1433987, 0.24: 866894, 0.63: 399205, 0.65: 611063, 0.85: 474883, 0.7: 741728, 0.81: 484997, 0.72: 414253, 0.68: 531039, 0.45: 1080932, 0.87: 324644, 0.47: 949600, 0.46: 813476, 0.73: 701121, 0.52: 699781, 0.56: 1166678, 0.58: 809884, 0.66: 259823, 0.49: 303634, 0.8: 923130, 0.95: 164841, 0.92: 278476, 0.88: 588898, 0.98: 11963, 0.84: 367606, 0.74: 437264, 0.93: 197597, 0.01: 49492, 0.97: 43816, 0.96: 89553, 1.0: 14681, 0.99: 2945})\n"
     ]
    }
   ],
   "source": [
    "import json\n",
    "import os\n",
    "\n",
    "def get_plot_name(name):\n",
    "    return name.replace(\" \", \"-\").lower()\n",
    "TABBED_PLOT = {}\n",
    "\n",
    "OUTPUT_DIR = \"data/plots/stats\"\n",
    "\n",
    "with open(\"data/lines_ending_with_terminal_mark_ratio.json\", \"r\") as f:\n",
    "    data = json.load(f)\n",
    "    print(data)\n",
    "    histograms = {k: {**prepare_histogram(v, digits=2)} for k, v in data.items()}\n",
    "    TABBED_PLOT[\"lines_ended_with_punct\"] = {\n",
    "        \"data\": histograms,\n",
    "        \"layout\": LINES_ENDED_WITH_PUNC_LAYOUT\n",
    "    }\n",
    "\n",
    "with open(\"data/line_char_duplicates_v2.json\", \"r\") as f:\n",
    "    data = json.load(f)\n",
    "    histograms = {k: {**prepare_histogram(v, digits=3)} for k, v in data.items()}\n",
    "    TABBED_PLOT[\"lines_chars\"] = {\n",
    "        \"data\": histograms,\n",
    "        \"layout\": LINES_CHARS\n",
    "    }\n",
    "\n",
    "with open(\"data/short_line_ratio_chars_30.json\", \"r\") as f:\n",
    "    data = json.load(f)\n",
    "    histograms = {k: {**prepare_histogram(v, digits=2)} for k, v in data.items()}\n",
    "    TABBED_PLOT[\"short_lines\"] = {\n",
    "        \"data\": histograms,\n",
    "        \"layout\": SHORT_LINES\n",
    "    }\n",
    "\n",
    "# Create the folders\n",
    "os.makedirs(OUTPUT_DIR, exist_ok=True)\n",
    "\n",
    "\n",
    "for name, plot in TABBED_PLOT.items():\n",
    "    with open(f\"{OUTPUT_DIR}/{name}.json\", \"w\") as f:\n",
    "        json.dump(plot, f)\n",
    "\n",
    "with open(f\"{OUTPUT_DIR}/index.json\", \"w\") as f:\n",
    "    mapping = {k: {\n",
    "        \"file\": f\"{k}.json\"\n",
    "    } for k in TABBED_PLOT.keys()}\n",
    "    json.dump({\n",
    "        \"files\": mapping,\n",
    "        \"settings\": {\n",
    "            \"defaultMetric\": \"lines_ended_with_punct\",\n",
    "            \"autoSetXRange\": False,\n",
    "            \"slider\": None\n",
    "        }\n",
    "    }, f)\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 157,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
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       " 5199.6720000000005,\n",
       " 5280.908,\n",
       " 5362.694,\n",
       " 5444.780000000001,\n",
       " 5527.166,\n",
       " 5610.352000000001,\n",
       " 5694.238,\n",
       " 5779.474,\n",
       " 5865.66,\n",
       " 5951.796,\n",
       " 6039.532,\n",
       " 6129.968000000001,\n",
       " 6224.154,\n",
       " 6319.6900000000005,\n",
       " 6416.226000000001,\n",
       " 6517.162,\n",
       " 6621.998,\n",
       " 6729.684,\n",
       " 6841.514,\n",
       " 6956.25,\n",
       " 7083.992,\n",
       " 7223.878,\n",
       " 7367.364,\n",
       " 7521.8,\n",
       " 7694.136,\n",
       " 7887.222,\n",
       " 8107.012000000001,\n",
       " 8351.09,\n",
       " 8628.02,\n",
       " 8955.047999999999,\n",
       " 9344.636,\n",
       " 9842.778,\n",
       " 10525.202000000001,\n",
       " 11521.948,\n",
       " 13390.356,\n",
       " 79941.29199999999]"
      ]
     },
     "execution_count": 157,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 148,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "CategoricalIndex([       (2.099, 83.736],      (83.736, 164.272],\n",
       "                      (164.272, 244.808],     (244.808, 325.344],\n",
       "                       (325.344, 405.88],      (405.88, 486.416],\n",
       "                      (486.416, 566.952],     (566.952, 647.488],\n",
       "                      (647.488, 728.024],      (728.024, 808.56],\n",
       "                       (808.56, 889.096],     (889.096, 969.632],\n",
       "                     (969.632, 1050.168],   (1050.168, 1130.704],\n",
       "                     (1130.704, 1211.24],    (1211.24, 1291.776],\n",
       "                    (1291.776, 1372.312],   (1372.312, 1452.848],\n",
       "                    (1452.848, 1533.384],    (1533.384, 1613.92],\n",
       "                     (1613.92, 1694.456],   (1694.456, 1774.992],\n",
       "                    (1774.992, 1855.528],   (1855.528, 1936.064],\n",
       "                      (1936.064, 2016.6],     (2016.6, 2097.136],\n",
       "                    (2097.136, 2177.672],   (2177.672, 2258.208],\n",
       "                    (2258.208, 2338.744],    (2338.744, 2419.28],\n",
       "                     (2419.28, 2499.816],   (2499.816, 2580.352],\n",
       "                    (2580.352, 2660.888],   (2660.888, 2741.424],\n",
       "                     (2741.424, 2821.96],    (2821.96, 2902.496],\n",
       "                    (2902.496, 2983.032],   (2983.032, 3063.568],\n",
       "                    (3063.568, 3144.104],    (3144.104, 3224.64],\n",
       "                     (3224.64, 3305.176],   (3305.176, 3385.712],\n",
       "                    (3385.712, 3466.248],   (3466.248, 3546.784],\n",
       "                     (3546.784, 3627.32],    (3627.32, 3707.856],\n",
       "                    (3707.856, 3788.392],   (3788.392, 3868.928],\n",
       "                    (3868.928, 3949.464],     (3949.464, 4030.0],\n",
       "                      (4030.0, 4110.536],   (4110.536, 4191.072],\n",
       "                    (4191.072, 4271.608],   (4271.608, 4352.144],\n",
       "                     (4352.144, 4432.68],    (4432.68, 4513.216],\n",
       "                    (4513.216, 4593.752],   (4593.752, 4674.388],\n",
       "                    (4674.388, 4754.924],    (4754.924, 4835.46],\n",
       "                     (4835.46, 4916.096],   (4916.096, 4996.732],\n",
       "                    (4996.732, 5077.668],   (5077.668, 5159.204],\n",
       "                     (5159.204, 5240.14],    (5240.14, 5321.676],\n",
       "                    (5321.676, 5403.712],   (5403.712, 5485.848],\n",
       "                    (5485.848, 5568.484],    (5568.484, 5652.22],\n",
       "                     (5652.22, 5736.256],   (5736.256, 5822.692],\n",
       "                    (5822.692, 5908.628],   (5908.628, 5994.964],\n",
       "                      (5994.964, 6084.1],     (6084.1, 6175.836],\n",
       "                    (6175.836, 6272.472],   (6272.472, 6366.908],\n",
       "                    (6366.908, 6465.544],    (6465.544, 6568.78],\n",
       "                     (6568.78, 6675.216],   (6675.216, 6784.152],\n",
       "                    (6784.152, 6898.876],   (6898.876, 7013.624],\n",
       "                     (7013.624, 7154.36],    (7154.36, 7293.396],\n",
       "                    (7293.396, 7441.332],   (7441.332, 7602.268],\n",
       "                    (7602.268, 7786.004],    (7786.004, 7988.44],\n",
       "                     (7988.44, 8225.584],   (8225.584, 8476.596],\n",
       "                    (8476.596, 8779.444],   (8779.444, 9130.652],\n",
       "                     (9130.652, 9558.62],   (9558.62, 10126.936],\n",
       "                  (10126.936, 10923.468], (10923.468, 12120.428],\n",
       "                  (12120.428, 14660.284],  (14660.284, 145222.3]],\n",
       "                 categories=[(2.099, 83.736], (83.736, 164.272], (164.272, 244.808], (244.808, 325.344], ..., (10126.936, 10923.468], (10923.468, 12120.428], (12120.428, 14660.284], (14660.284, 145222.3]], ordered=True, dtype='category', name='bin')"
      ]
     },
     "execution_count": 148,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "binned.index"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {},
   "outputs": [],
   "source": [
    "l = zip(*data[dataset])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[(14512, 2.1),\n",
       " (14522, 1454.3019999999997),\n",
       " (14522, 2906.5039999999995),\n",
       " (14321, 4358.706),\n",
       " (11209, 5810.907999999999),\n",
       " (5650, 7263.109999999999),\n",
       " (2620, 8715.312),\n",
       " (1273, 10167.514),\n",
       " (659, 11619.715999999999),\n",
       " (404, 13071.917999999998),\n",
       " (247, 14524.119999999997),\n",
       " (156, 15976.321999999998),\n",
       " (89, 17428.523999999998),\n",
       " (57, 18880.725999999995),\n",
       " (42, 20332.927999999996),\n",
       " (34, 21785.129999999994),\n",
       " (32, 23237.331999999995),\n",
       " (12, 24689.533999999996),\n",
       " (21, 26141.735999999994),\n",
       " (17, 27593.937999999995),\n",
       " (9, 29046.139999999992),\n",
       " (7, 30498.341999999993),\n",
       " (12, 31950.543999999994),\n",
       " (13, 33402.74599999999),\n",
       " (12, 34854.948),\n",
       " (8, 36307.149999999994),\n",
       " (7, 37759.35199999999),\n",
       " (9, 39211.55399999999),\n",
       " (8, 40663.755999999994),\n",
       " (7, 42115.95799999999),\n",
       " (1, 43568.15999999999),\n",
       " (4, 45020.361999999994),\n",
       " (5, 46472.56399999999),\n",
       " (5, 47924.76599999999),\n",
       " (1, 49376.96799999999),\n",
       " (1, 50829.16999999999),\n",
       " (2, 52281.37199999999),\n",
       " (4, 53733.57399999999),\n",
       " (3, 55185.77599999999),\n",
       " (1, 56637.97799999999),\n",
       " (2, 58090.179999999986),\n",
       " (2, 59542.38199999999),\n",
       " (2, 60994.58399999999),\n",
       " (1, 62446.785999999986),\n",
       " (1, 63898.98799999999),\n",
       " (0, 65351.18999999999),\n",
       " (0, 66803.39199999999),\n",
       " (1, 68255.594),\n",
       " (1, 69707.796),\n",
       " (0, 71159.99799999999),\n",
       " (1, 72612.2),\n",
       " (1, 74064.40199999999),\n",
       " (0, 75516.60399999999),\n",
       " (0, 76968.806),\n",
       " (1, 78421.00799999999),\n",
       " (0, 79873.20999999999),\n",
       " (1, 81325.412),\n",
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       " (0, 84229.81599999999),\n",
       " (2, 85682.018),\n",
       " (0, 87134.21999999999),\n",
       " (0, 88586.42199999999),\n",
       " (0, 90038.624),\n",
       " (0, 91490.82599999999),\n",
       " (0, 92943.02799999999),\n",
       " (0, 94395.23),\n",
       " (0, 95847.43199999999),\n",
       " (0, 97299.63399999999),\n",
       " (0, 98751.836),\n",
       " (0, 100204.03799999999),\n",
       " (0, 101656.23999999999),\n",
       " (0, 103108.442),\n",
       " (0, 104560.64399999999),\n",
       " (0, 106012.84599999999),\n",
       " (0, 107465.048),\n",
       " (0, 108917.24999999999),\n",
       " (0, 110369.45199999999),\n",
       " (1, 111821.654),\n",
       " (0, 113273.85599999999),\n",
       " (0, 114726.05799999999),\n",
       " (0, 116178.25999999998),\n",
       " (0, 117630.46199999998),\n",
       " (1, 119082.66399999999),\n",
       " (0, 120534.86599999998),\n",
       " (0, 121987.06799999998),\n",
       " (0, 123439.26999999999),\n",
       " (0, 124891.47199999998),\n",
       " (0, 126343.67399999998),\n",
       " (0, 127795.87599999999),\n",
       " (0, 129248.07799999998),\n",
       " (0, 130700.27999999998),\n",
       " (0, 132152.482),\n",
       " (0, 133604.68399999998),\n",
       " (0, 135056.886),\n",
       " (0, 136509.088),\n",
       " (0, 137961.28999999998),\n",
       " (0, 139413.492),\n",
       " (0, 140865.694),\n",
       " (0, 142317.89599999998),\n",
       " (1, 143770.09799999997)]"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "kklist(l)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "def rename_dataset(dataset_name, short=False):\n",
    "    \"\"\"\n",
    "    Simplify the dataset names based on the given patterns.\n",
    "    \n",
    "    Args:\n",
    "    dataset_name (str): The original name of the dataset.\n",
    "    \n",
    "    Returns:\n",
    "    str: The simplified name of the dataset.\n",
    "    \"\"\"\n",
    "    if \"dedup_minhash_CC-MAIN-\" in dataset_name:\n",
    "        year = dataset_name.split(\"CC-MAIN-\")[1][:4]\n",
    "        week = dataset_name.split(\"CC-MAIN-\")[1][4:6]\n",
    "        return f\"Full MinHash CC-{year}-{week}\"\n",
    "    elif \"dedup_minhash_independent_output_CC-MAIN-\" in dataset_name:\n",
    "        year_week = dataset_name.split(\"CC-MAIN-\")[1][:8]\n",
    "        if short:\n",
    "            return f\"{year_week}\"\n",
    "        return f\"Individual MinHash CC-{year_week}\"\n",
    "    elif \"allenai_c4_en\" in dataset_name:\n",
    "        return \"C4 English\"\n",
    "    elif \"dedup_minhash_independent_output\" in dataset_name:\n",
    "        return \"Individual MinHash\"\n",
    "    elif \"dedup_minhash_output\" in dataset_name:\n",
    "        return \"Full MinHash\"\n",
    "    elif \"dolma-sample\" in dataset_name:\n",
    "        return \"Dolma1.6 CC\"\n",
    "    elif \"tiiuae_falcon-refinedweb_data\" in dataset_name:\n",
    "        return \"RefinedWeb\"\n",
    "    elif \"pii_removed\" in dataset_name:\n",
    "        return \"FineWeb (ours)\"\n",
    "    else:\n",
    "        return dataset_name  # Return the original name if it doesn't match any pattern\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dict_keys(['pii_removed', 'allenai_c4_en', 'tiiuae_falcon-refinedweb_data', 'dolma-sample'])"
      ]
     },
     "execution_count": 147,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data[\"global-length.json\"].keys()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "allenai_c4_en\n",
      "dolma-sample\n",
      "pii_removed\n",
      "tiiuae_falcon-refinedweb_data\n",
      "allenai_c4_en\n",
      "dolma-sample\n",
      "pii_removed\n",
      "tiiuae_falcon-refinedweb_data\n",
      "pii_removed\n",
      "allenai_c4_en\n",
      "tiiuae_falcon-refinedweb_data\n",
      "dolma-sample\n",
      "pii_removed\n",
      "allenai_c4_en\n",
      "tiiuae_falcon-refinedweb_data\n",
      "dolma-sample\n"
     ]
    },
    {
     "data": {
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qra3VlVdeqW9+85uqqKgY0Zi5Vg5kV4779mDGw7Vyu9gBAOPd9u3b08r6Z/TLVaYMgpnaH64dO3akXcwYasxSetye52nnzp0l1zcAFBPjxegfs5ctW6aTTz5ZX/7yl9Mm9ABAKSrHsaKYCvn7ktJ/Zzt27BhyWwAwkhgvRpcxRn/605/04Q9/WD/60Y/SzpEAoBSNx7GipaVFP/nJT9LKL7nkkqx1ObcAMF4xXvTJZbwYLs4tgNH3q1/9Su+//35K2aGHHqpFixYVKaLsOFZgPHv//fe1YMGClNehhx6q2bNna8KECTrqqKP061//Ou3e/5IlS3T//fcP+csAuSj3uRNAMZXyvl0IzE3CeHPnnXfqkUce6V1fvHixvvrVrxYxonRc7wWGptQTcQ3miiuu0EMPPaT169ertbW19wvEPYlxv/zlL+uAAw7Qpz71Kb322mvFDhcoaU1NTfrhD3+o+fPn68UXXxyVPhm7gaF77rnn9POf/1wvvPCC3nvvvYxJuM455xzNmjVL3//+97Vnz55ihyyJsRvo8e6776aV1dTU6K233tL8+fMzJvPIpKWlRd/97ne1ZMmSEb9Hz7VyILty3LcLoZyvlZOsByiypqamtLKhZhvNVG8kToQKGfNAdQeKu5h9A0AxMV4UNu7q6mrNmTNH8+bN04wZMxQMBgfc9pZbbtFHPvIRdXV1DakvABgt5ThWFNNIj1ORSETt7e1Dbg8ARgrjRWHV1dVpn3320cEHH6xp06YN+EQOz/N03XXX6dOf/rQ8zxvlKAEgP+NxrPj617+ubdu2pZQtWrRIn/rUp7LW5dwCwHjFeBGX63iRDecWQGl56623Mj7l78c//nFRv/TPsQIYWCQS0YoVK1JeK1eu1ObNmxWLxdK2b2ho0A033KAnn3xyxJ8MXspzJ4BSV8r7djbMTQJSbd++XV//+td7130+n26//XbZdml9nYXrvUD+yiER13CRHBeQbNvWtGnTdNBBB2n//fdXQ0PDgNtu3bpVS5Ys0R//+McRj4uxGxh5xUjENVyM3RgPMo2B4XBYH//4x7Vp06aU8oqKCu2zzz7ab7/9NGHChIztvfrqqzrqqKO0e/fuEYlX4lo5kIty3LezGevXykvr6iYwDnV0dKSVhUKhIbVVUVGRVtbZ2TmktgZTyJil/OIuZt8AUEyMF8OLe9KkSfrCF76gBx54QJs2bVJra6s2bNiglStXasuWLWpvb9eLL76ob33rW6qurk6r//zzz+viiy/mIh2AklaOY0UxldI4BQCjifFieGbNmqXLL79cjzzyiD744AM1NTVp/fr1WrVqld5//321trZq2bJluvTSSzPeTPjjH/+ob3/720WIHAByN97GijvvvFN33HFHSpnjOLrlllty+qII5xYAxivGi/zGi/44twBKV2dnp84999y0CYBnnHGGzjjjjFGNhWMFUHg+n09XXHGFNm7cqKuuukqO44x4n5w3AiOvGPt2f8xNAgb3la98JeULc1deeaUOO+ywIkaUGeM2kJ9yScSVDclxgXSWZenYY4/VDTfcoFdffVXt7e16//33tWbNGq1du1a7d+/W+++/r7vuuktHHnlkWv1oNKrPfe5zeu2110Y0TsZuYHhKNRFXNozdgNTc3JxWdv311+vdd9/tXT/22GP1+OOPq6WlRevXr9e6devU0tKip59+Wqeeempa/Q0bNuiiiy4asetTjNtAduW4b/c33q6Vl9cVEGAMikajaWVD/QMjU71IJDKktgZTyJgHqjtQ3MXsGwCKifFiaHFPnz5dv//977V161bdfvvt+tSnPqVZs2albefz+XTkkUfqxhtv1LvvvqvTTjstbZt77703bSI+AJSSchwriqkUxikAKAbGi6GZO3eu/vznP2vDhg26+eabdfrpp2vq1Klp24VCIZ1wwgn67W9/qzVr1uhDH/pQ2jY33nijli1bNhphA8CQjKex4tVXX9Vll12WVv6d73xHixcvzqkNzi0AjFeMF/mNFz04twBKmzFGF110kd58882U8smTJ+vWW28dtTg4VgAjJxaL6Ze//KUOPfRQ3XTTTYrFYiPeJ+eNwMgrxr7dg7lJQHZ//OMfU77Qu99+++m6664rYkQDY9wG8lMuibj6IzkuMLiLL75Yb7/9tp599lldddVV+tCHPpTxy/DTpk3ThRdeqBdffFG///3vVVVVlfJ5V1eXzjvvvBH9+5yxG8hPuSTi6o+xG0jX0tKSVpb8IIqrr75azz77rE455ZSUhFaO42jJkiV67LHHdMMNN6S18fDDD+u+++4bkZgZt4HsynHf7jFer5WTrAcoQZZlFazeaGUOG2rMA9XNJ+5i9g0AxcR4kT3uAw44QOeff74CgUDO/TQ2NuqRRx7Rpz/96bTPfvCDH3DiDqCslONYUUycWwAYrxgvsvvwhz+sT3ziE3k9AXDvvffWc889p2OOOSbts+985zuFDA8ARtxYHCs2btyoM844I+VmtiSddNJJ+v73vz+stjm3ADBeMV5kx7kFUNquvfZa3X///SlljuPo97//fcZkOSOFYwWQvzlz5sgYk/Lq6urS+++/r6eeeko//OEPNWfOnN7tN23apK997Ws66qijtGnTplGPl/NGIDflsG8zNwkY3J49e/SVr3wlpey3v/3tsL6MN9oYt4HMyikRVw+S4wK5ufjii7X//vvnVef888/Xk08+mZbUZ/369frP//zPQoaXFWM3kFk5JeLqwdgNDCxT4pse5557rq6//vqsbVx11VX68pe/nFZ+4403Diu2fDBuA6nKed8er9fKSdYDFFly5rIe/Sf65SpTvXwOarkqZMwD1R0o7mL2DQDFxHgxusdsy7L0X//1X9pnn31Syjdt2qQ//elPI9InAAxXOY4VxVTO4xQADAfjxegKBoN64IEHVFtbm1L+4osv6pVXXilSVAAwuPEwVuzYsUOnnHKKtm3bllJ+6KGH6v7778/rS9GcWwAYrxgv8hsvhotzC2Dk/epXv8o4ufHWW2/VSSedVISI8sexAkgVCoU0bdo0nXjiifre976n9evX65e//GXK07Vfe+01LVmyRO+9996IxcF5I1BYpbJvDxdzkzBefP3rX9f27dt71//+7/9eJ554YhEjGhzjNpCbck3ERXJcYGQdccQR+tWvfpVWnqmsUBi7gdyVYyIuxm5gYJnGQCl+r+jmm2/OuZ0bbrhBdXV1KWWvvfaa/va3vw0nvIwYt4HsynHfHq5yv1ZOsh6gyCorK9PKuru7h9RWpj8uMrU/XIWMWcov7mL2DQDFxHgx+sfsioqKjE/FfeKJJ0asTwAYjnIcK4qp3McpABgqxovRN3nyZH3zm99MK+fcAkCpGutjRUtLi0499VStW7cupXzffffV448/nnaTOhvOLQCMV4wXdaMeE+cWwMi54447Mu5fN9xwg77whS8UIaKh41gBDMy2bX3zm9/U/fffL5/P11u+adMmXXTRRSP2xF3OG4GRVax9uxCYm4Sx7tFHH9Wdd97Zuz5lyhT94he/KGJE2TFuA7kpt0Rcw0VyXCB3X/jCF9KSgaxZs0Zbt24dkf4Yu4GRV4xEXMPF2I3xYMKECRnLzznnHE2ePDnndqqqqvS5z30urfyZZ54ZcmwDYdwGsivHfbsQyvlaOcl6gCJraGhIK2tvbx9SWx0dHWllEydOHFJbgylkzFJ+cRezbwAoJsaL4hyzzz777LSsusuWLRvRPgFgqMpxrCimkR6n/H6/qqurh9weAIwUxoviOO+889LKOLcAUKrG8ljR0dGhj33sY3rjjTdSyvfaay/95S9/0bRp0/Juk3MLAOMV40VxcG4BFN7999+vL37xi2lf5L/22mt11VVXFSmq4eFYAQzuE5/4hC6//PKUsieffFKPPfbYiPQ3FuZOAOVgtPftQmFuEsaq1tZWXXbZZSllN910k+rr64sUUW643gtkV46JuAqB5LhAbhzH0d/93d+llY/U37iM3cDoGO1EXIXA2I2xbqBrwieddFLebWWq8+KLL+bdTjZcKweyK8d9u1DK9Vo5yXqAIpsyZUpa2VBPVDLVyydTWq4mTZoky7Ky9p2r/nVt21ZjY2PJ9Q0AxcR4UZxjdlVVlQ4//PBB4wCAUlGOY0UxFfL3lanuWPt9ARg7GC+K44ADDkj73W/ZsqVI0QDA4MbqWBEOh3XWWWfphRdeSCmfNGmSli5dqr333ntI7XJuAWC8YrwoDs4tgMJ65JFHdOGFF8p13ZTyyy+/XD/5yU+KFNXwcawAsrv66qvT5jPcdtttI9LXWJg7AZSL0dy3C4W5SRirfvazn6X8DfqJT3xC5557bhEjyg3Xe4HBlWsirkIhOS6Qm+OPPz6tbKSuTTF2A6NjtBNxFQpjN8ayTGOgJC1YsCDvtjLV+eCDD/JuJxuulQPZleO+XSjleq3cV+wAgPFu9uzZaWWbN28eUluZ6o3EZMFgMKipU6emHJS3bt0qY0zaH0u56B/39OnT07KflULfAFBMjBfFO2ZPnTo1ZT0SiailpUW1tbUj3jcA5KMcx4pimjVrlizLSnla8lB/X8aYtItAY+33BWDsYLwonqlTp2r79u296zt37ixiNAAwsLE4VkSjUZ1zzjlaunRpSnl9fb2eeOIJHXTQQUNum3MLAOMV40XxcG4BFMZTTz2lc845R5FIJKX8kksu0U033VSkqAqHYwUwuKlTp2r+/Pl64403esv++te/jkhfY2XuBFAORnPfLiTmJmEs6v/Fn5UrV+b1paJM1wo+9rGPpY15f/jDH3TggQcOKcZMuN4LDK5cE3EVSk9y3OTzbZLjAun6/30rjdy1KcZuYPQcf/zx+tnPfpZSVurjIGM3xrKBxqiGhoa828pUZ/fu3Xm3kw3XyoHsynHfLqRyvFZOsh6gyDLdIHj33XeH1FameoW8AdG/3eQ/isLhsN577z3NmDEjr3ZisVjaSU62mIvZNwAUC+NF8Y7ZFRUVaWWdnZ0l/Uc+gPGpXMeKYgkGg5o9e7Y2btzYW7Z582bFYjH5fPldLtm6dWvaFzrG2u8LwNjBeFE8/c8tOjs7ixQJAAxurI0Vruvqggsu0MMPP5xSXl1drUcffXRIT51JxrkFgPGK8aJ4OLcAhu+FF17QGWecoe7u7pTy8847T7fffvuQJgSXGo4VQHazZ89OSeixe/dutbW1qbq6uuB9jYW5E0C5GM19u1CYm4TxIPn66VCtWbMmrayrq2vY7Sbjei8wuHJNxFVIJMcFshvo79uRwNgNjJ7RTMRVSIzdGKsGetBMMBjMu61QKJRWFg6H824nF1wrBwZXrvt2oZTjtXK72AEA492CBQvSJvm89NJLQ2qrfz3LsjR//vwhxzaYhQsXZu0/F8uXL087uB9++OEl2zcAFAvjRfGO2bt27Uormzhx4qj0DQD5KNexopj6j1PhcDhl4mauMv2eObcAUKoYL4qn/7lFY2NjkSIBgMGNpbHCGKNLLrlE999/f0p5RUWF/vd//1cf/vCHC9IP5xYAxiPGi+Lh3AIYnv/7v//Txz72MXV0dKSUn3nmmbrzzjtl22NjOh3HCiC7TBN+29raRqSvsTB3AigXo7lvFwpzk4DSwvVeIHcbN27UihUrcn41NTWltbFmzZq07QqdiKuQSI4LZJfp79uRvDbF2A2MjtFMxFVIjN0Yq6ZPn54xiVZLS0vebTU3N6eVNTQ0DCWsrLhWDgyuXPftQinHa+VjY3YBUMZqa2t1yCGHpJStXr0644XIwRhj9OKLL6aUzZ8/f8SeBnLMMceklT3//PN5t5OpzrHHHluyfQNAsTBeFO+Y/dZbb6Ws19bWpj3FAwBKQbmOFcU0FsYpAMgX40VxdHZ2pj0lcNKkSUWKBgAGN5bGin/8x3/UnXfemVIWDAb1pz/9Sccff3zB+uHcAsB4xHhRHJxbAMOzcuVKnXrqqWmTGU899VTde++9eT9tu1RxrABys2PHjrSykZrwy3kjMHpGc98uFOYmAaWFcRvAYEiOC2S3Zs2atLKRvDbF2A2MjtFOxFUojN0YyzLdy960aVPe7WSqM1L7CuM2kF057tuFUo7XyknWA5SAU045JWXdGKOHHnoorzaWLVuWNvGxf7uFdOKJJ6ZNUnrooYdkjMmrnQceeCBl3e/368QTTyzZvgGgmBgv+ozWMXvlypXaunVrStmhhx464v0CwFCV41hRTJl+rgcffDCvNjL9jqdOnarDDjtsWLEBwEhivBh9Tz31lCKRSEoZ5xYAStlYGCuuuOIK3XrrrSllfr9f9957b8Hj4NwCwHjFeDH6OLcAhm7dunU6+eSTtXv37pTyE044QQ8++GDJT/LLB8cKILtYLKbly5enlNXV1SkYDI5If+U+dwIoF6O9bxcCc5MwVt1xxx0yxgz5ddFFF6W1uWHDhrTtFixYUPDYud4LYCAkxwVy89hjj6WVjeTfuIzdwOgY7URchcDYjbHu9NNPTyvr/6CcXLz00ktpZSNxvi1xrRzIRTnu24VQrtfKSdYDlIDPfOYzaWW33XZbXm3cfvvtaWXnnXfekGPKpr6+Pu2CxoYNG7R06dKc23j77bf17LPPppSdfvrpqqmpKdm+AaCYGC/6jNYx+8Ybb0wrO/XUU0e8XwAYqnIcK4rpkEMO0cEHH5xS9swzz2jt2rU5t/GXv/xFGzduTCk799xzZVlWIUIEgBHBeDH6fvGLX6SVcW4BoJSV+1jx/e9/X//8z/+cUuY4ju6++26dccYZBe+PcwsA4xXjxejj3AIYmk2bNumkk07Stm3bUsqPPvpo/fnPf1ZFRUWRIhsZHCuA7B5//PG0hIFHHHHEiPVX7nMngHIx2vt2ITA3CSg9XO8FBlbOibgKgeS4QHbr1q1LS3pTWVmpY489dsT6ZOwGRsdoJ+IqBMZujHWf+tSnFAqFUsruueeevNu5++6708o+8pGPDDmuwXCtHMiuHPftQijXa+Uk6wFKwOLFi9MuKL7wwgt69NFHc6q/YsUK3X///SllixYt0uGHH16oEDO69NJL08quu+46eZ6XU/3vfe97ObVZan0DQLEwXgzeZqEtXbo07aTEsiydddZZI943AAxVuY4VxZRpTMk09mTieZ6uu+66tPIvfvGLw44LAEYS48Xo+t3vfqdnnnkmpayiokKnnXZakSICgOzKeay48cYb9cMf/jClzLZt/e53v9OnP/3pEeuXcwsA4xHjxeji3AIYmg8++EAf/ehHtWXLlpTyRYsW6ZFHHlFVVVWRIhsZHCuA7Lq7u3X11VenlY/0XIBynTsBlIti7dvDwdwkoHRxvRdAJiTHBQYXi8X0pS99SbFYLKX84x//uILB4Ij2zdgNjKxiJOIqBMZujHW1tbU6//zzU8refvvtvJJ6LF26VC+99FJK2ZQpU3T00UcXJMZMuFYODK5c9+3hKOdr5STrAUrENddck1Z22WWXaefOnYPW6+jo0CWXXKJoNJpSfu211+bU7wknnCDLslJeTz/9dE51zzjjDM2bNy+l7KWXXtLPf/7zrHV///vf67777kspO+yww/Txj3+85PsGgGJivMj9mH3LLbfo3XffzSnG/p599ll9+tOfluu6KeXnnnuuDjnkkCG1CQCjpRzHimL64he/qEmTJqWU3XvvvTldyLr++uv18ssvp5R98pOf5KkLAMoC40XufvnLX2r79u1DqvvHP/5RX/rSl9LKv/rVr6qxsXG4oQHAiCrHseKWW27RVVddlVJmWZZ+85vf6HOf+1xObQwV5xYAxivGi9xxbgGMvt27d+vkk0/WO++8k1J+2GGH6YknnlBtbe2I9T1nzpy041T/p3NnwrECGNzy5cv1y1/+Ut3d3UOq39HRoU996lNatWpVSnljY6POO++8rPXLce4EUA7Kdd9mbhJQ2ob6N7nE9V4A6UiOi/Fg1apVuuuuu9L+Rs1Fd3e3Lr74Yj311FMp5bZt6/vf/35ObTB2A6WpmIm4hoOxG+PFt7/9bfn9/pSy//f//p/WrVuXte57772nL3zhC2nl3/zmN7Pu31wrB0ZWue3b4/pauQFQMo477jgjKeW13377mVWrVmXcfvPmzWbx4sVpdU488cSc+1yyZEla/WXLluVcf+nSpWn1JZnrrrvORCKRtO09zzP//u//bhzHSdnesizz9NNP59xvsfsGgGJivMjtmL1kyRLj8/nMBRdcYP73f//XhMPhrHV27txprrnmGuPz+dJirampMe+8807OPzMAFFM5jhXZXHTRRWntb9iwoSBt33777Wlt+3w+c8sttxjP89K2j0Qi5rvf/W5anWAwaN5+++2CxAQAo4HxIjezZ882FRUV5h/+4R/MsmXLjOu6Wets2rTJXHbZZRnPg/baay+zZ8+eYcUEAKOlnMaKO++801iWlVb3X//1X3Pue7g4twAwXjFe5IZzC2B0tbS0mEWLFqXtOwcddJDZvn37iPc/e/bsIV2j4FgBDG7ZsmVGkpk+fbr5zne+Y1auXJlTvXA4bO69914zZ86cjPvKbbfdllM75Th3AigH5bpvMzcJGDmFuOc31L/Je3C9Fyi8Yu7bv/jFL8y2bduGFPf9999vAoFAWr9XX331kNoDSlXP3+X77befueGGG3LePx9//HEzf/78jH+Tf/nLX865f8ZuYGSsXLnS3HnnnSYWi+Vdt6ury1x44YVp+4lt2zmfuzN2AyPv6quvTvvvfdq0aeaJJ54YsM5zzz1n9tlnn7R6++yzj2lra8vaJ9fKgZFXTvv2eL5WbhljjACUhI0bN2rhwoVqampKKbdtW2eccYaOO+44TZ8+Xdu3b9err76qe++9N+1Jgw0NDVq+fLlmzZqVU58nnHBCWpbQZcuW6YQTTsg57m984xv61a9+lVY+c+ZMXXjhhTrggAPkOI7Wr1+ve+65R2vXrk3b9lvf+pZuvPHGnPsshb4BoFgYL3I7ZvePuaamRosWLdKCBQs0Z84c1dXVqbKyUq2trXr//ff1/PPP65lnnlFXV1daW36/Xw8//LBOPvnknH9eACimchwrfvOb3+g3v/nNgJ9v3rw57eeZO3euAoFAxu2nT5+uRx55JKe+JelTn/qU/vSnP6WVH3TQQfrMZz6jfffdV9FoVGvXrtVdd92l9957L23bX//61/rKV76Sc58AUGyMF7mNF3PmzNGmTZt61xsbG3vPLWbMmKG6ujqFQiE1Nzdr8+bNevbZZ/Xcc8+lPU1Iip+XPPvsszrssMMG7RMASkU5jRV+vz/t2BsIBDR37tyc+h3Il770JX3pS1/KeXvOLQCMR4wXuY0XnFsAo+snP/mJvvvd76aVz5o1S/X19cNq+4033si6Tf99XpI2bNigOXPm5FWPYwWQ6umnn9aJJ56YUjZ79mwtXLhQ8+fP1+TJk1VXVyefz6fW1lZt27ZNr7/+up555hnt3r07Y5v/8A//oN/85jeyLCtr/+U4dwIoB+W6bzM3CRg5F198sf7rv/4rpSyXv6eTDfVv8mRc7wUKq5j79pw5c7Rjxw597nOf0/nnn6/jjz9etm0PWmfz5s366U9/qltvvTXts7322ktvvvnmsK8xAKUk09/lBx10kA4//HAdcsghamxsVG1trTzP0549e7Ry5Uo9+eSTWrduXcb2Tj75ZD388MPy+/059c/YDYyMnn17v/3206WXXqpzzz03p/3qiSee0FVXXaUVK1akffblL39Z//Zv/5ZT/4zdwMiLRCI6/vjj9fLLL6d9dtRRR+njH/+4Zs+eLdu2tWXLFj322GN65pln1D+9REVFhV588UXNnz8/a59cKwdGXjnt2+P5Wrmv2AEA6DNnzhz9+c9/1mmnnab29vbecs/z9Kc//SnjBYNk1dXVevjhh3OewFgov/jFL/Tee+/pvvvuSynfsmWLrr/++qz1zzvvPN1www1l1zcAFAvjxdC0trZq2bJlWrZsWV716uvrdccdd5TNH/gAIJXnWLFt27aMN3QGs2bNmgE/a25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      "text/plain": [
       "<Figure size 4550x2100 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from collections import defaultdict\n",
    "\n",
    "import pandas as pd\n",
    "\n",
    "\n",
    "def get_setting(name):\n",
    "    if \"terminal-punct\" in name:\n",
    "        return {\"x\": \"Fraction of lines ended with punctuation\", \"ylim\": (0, 0.1)}\n",
    "    \n",
    "    if \"line-dedup\" in name:\n",
    "        return {\"x\": \"Fraction of chars in duplicated lines\", \"xlim\": (0, 0.1), \"ylim\": (0,0.02)}\n",
    "    \n",
    "    if \"short-line\" in name:\n",
    "        return {\"x\": \"Fraction of lines shorter than 30 chars\", \"xlim\": (0.4, 1.0), \"ylim\": (0,0.05)}\n",
    "    \n",
    "    if \"avg_words_per_line\" in name:\n",
    "        return {\"x\": \"Avg. words per line\", \"x-log\": True, \"x-log\": True, \"round\": 0}\n",
    "    if \"avg_line_length\" in name:\n",
    "        return {\"x\": \"Avg. words per line\", \"x-log\": True, \"round\": 0}\n",
    "    \n",
    "    if \"global-length.json\" == name:\n",
    "        return {\"x\": \"Num. UTF-8 chars\", \"x-log\": True}\n",
    "    \n",
    "    if \"global-digit_ratio.json\" == name:\n",
    "        return {\"x\": \"Digit ratio\", \"xlim\": (0, 0.25)}\n",
    "    \n",
    "    if \"global-avg_word_length.json\" == name:\n",
    "        return {\"x\": \"Avg. word length\", \"xlim\": (2.5, 6.5)}\n",
    "\n",
    "    \n",
    "    raise ValueError(f\"Unknown dataset name: {name}\")\n",
    "\n",
    "\n",
    "def plot_scatter(data):\n",
    "    \"\"\"\n",
    "    Plot scatter plots with smoothing for each dataset in the data list on a single grid.\n",
    "    Each dataset is expected to be a dictionary with the first key as the dataset name,\n",
    "    and the value as another dictionary where keys are data points and values are their counts.\n",
    "    \"\"\"\n",
    "    import matplotlib.pyplot as plt\n",
    "    import numpy as np\n",
    "\n",
    "    # Determine the number of plots and create a subplot grid\n",
    "    num_datasets = len(data)\n",
    "    cols = 2  # Define number of columns in the grid\n",
    "    rows = (num_datasets) // cols  # Calculate the required number of rows\n",
    "    fig, axs = plt.subplots(rows, cols, figsize=(8 * cols, 3 * rows), dpi=350)\n",
    "    if rows * cols > 1:\n",
    "        axs = axs.flatten()  # Flatten the array of axes if more than one subplot\n",
    "    else:\n",
    "        axs = [axs]  # Encapsulate the single AxesSubplot object into a list for uniform handling\n",
    "\n",
    "    plot_index = 0\n",
    "    legend_handles = []  # List to store handles for the legend\n",
    "    legend_labels = []  # List to store labels for the legend\n",
    "    for name, dataset in data.items():\n",
    "        setting = get_setting(name)\n",
    "        ax = axs[plot_index]\n",
    "        if \"name\" in setting:\n",
    "            ax.set_title(setting[\"name\"])\n",
    "        if \"x\" in setting:\n",
    "            ax.set_xlabel(setting[\"x\"])\n",
    "        if \"xlim\" in setting:\n",
    "            ax.set_xlim(setting[\"xlim\"])\n",
    "        if \"ylim\" in setting:\n",
    "            ax.set_ylim(setting[\"ylim\"])\n",
    "        if \"x-log\" in setting:\n",
    "            ax.set_xscale('log')\n",
    "\n",
    "        # Use 2 decimal places for the y-axis labels\n",
    "        ax.yaxis.set_major_formatter('{x:.3f}')\n",
    "\n",
    "\n",
    "        plot_index += 1\n",
    "        # Each dataset may contain multiple lines\n",
    "        for i, (line_name, line_data) in enumerate(dataset.items()):\n",
    "            if \"round\" in setting:\n",
    "                tmp_line_data = defaultdict(list)\n",
    "                for p, p_v in line_data.items():\n",
    "                    rounded_key = str(round(float(p), setting[\"round\"]))\n",
    "                    tmp_line_data[rounded_key].append(p_v)\n",
    "\n",
    "                # If you want to sum the values that have the same rounded key\n",
    "                tmp_line_data = {k: sum(v) for k, v in tmp_line_data.items()}\n",
    "                line_data = tmp_line_data\n",
    "            \n",
    "            # Check that if you sum the values you get 1\n",
    "            assert sum(line_data.values()) == 1\n",
    "\n",
    "            # Add smoothing for 4-5 points\n",
    "            # Implementing smoothing using a rolling window\n",
    "            line_name = rename_dataset(line_name)\n",
    "            # Sorting the line data by keys\n",
    "            sorted_line_data = dict(sorted(line_data.items(), key=lambda item: float(item[0])))\n",
    "\n",
    "            window_size = setting.get(\"window_size\", 5)  # Define the window size for smoothing\n",
    "            x = np.array(list(sorted_line_data.keys()), dtype=float)\n",
    "            y = np.array(list(sorted_line_data.values()), dtype=float)\n",
    "            if len(y) >= window_size:  # Ensure there are enough points to apply smoothing\n",
    "                # Convert y to a pandas Series to use rolling function\n",
    "                y_series = pd.Series(y)\n",
    "                # Apply rolling window and mean to smooth the data\n",
    "                y_smoothed = y_series.rolling(window=window_size).mean()\n",
    "                # Drop NaN values that result from the rolling mean calculation\n",
    "                y_smoothed = y_smoothed.dropna()\n",
    "                # Update x to correspond to the length of the smoothed y\n",
    "                x = x[len(x) - len(y_smoothed):]\n",
    "                y = y_smoothed.to_numpy()  # Convert back to numpy array for plotting\n",
    "\n",
    "\n",
    "\n",
    "            # Use the line name as the label to unify same line names across different plots\n",
    "\n",
    "            line, = ax.plot(x, y, label=line_name)  # Use default colors\n",
    "            if line_name not in legend_labels:\n",
    "                legend_handles.append(line)\n",
    "                legend_labels.append(line_name)\n",
    "\n",
    "    # Place a single shared legend on the top of the figure\n",
    "    fig.legend(handles=legend_handles, labels=legend_labels, loc='lower center', ncol=1)\n",
    "    for ax in axs:\n",
    "        ax.set_ylabel('Document Frequency')\n",
    "\n",
    "    fig.suptitle(\"Histograms of selected statistics\")\n",
    "    plt.tight_layout(rect=[0, 0.15, 1, 1])  # Adjust the layout to make room for the legend\n",
    "    fig.set_size_inches(13, 6)  # Set the figure size to 18 inches by 12 inches\n",
    "    plt.show()\n",
    "\n",
    "plot_scatter(data)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# For summary stats"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import json\n",
    "data_folder = './data-stats/cont/'\n",
    "json_files = [f for f in os.listdir(data_folder) if f.endswith('.json')]\n",
    "\n",
    "data = {}\n",
    "for file in json_files:\n",
    "    with open(os.path.join(data_folder, file), 'r') as f:\n",
    "        data[file] = json.load(f)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import re\n",
    "\n",
    "# Load the CSV file\n",
    "df = pd.read_csv(\"commoncrawl_new_fixed_dumps.csv\")\n",
    "\n",
    "# Function to convert URL names into a more standardized format using regex\n",
    "def standardize_run_name(url):\n",
    "    # Either they contain CC\n",
    "    match = re.search(r\"(\\d{4})-(\\d{2})\", url)\n",
    "    if match:\n",
    "        year, month = match.groups()\n",
    "        return f\"{year}-{month}\"\n",
    "    return None\n",
    "\n",
    "\n",
    "\n",
    "# Rename the stats columns to match the URL names using regex for more flexibility\n",
    "df[\"runname\"] = df[\"runname\"].apply(lambda x: standardize_run_name(x))\n",
    "\n",
    "# Select only the runs from the last step == 13500\n",
    "df = df[df['steps'].isin([13500, 13000, 12500])]\n",
    "\n",
    "# Average the rows if their run name is the same\n",
    "df = df.groupby(['runname']).mean().reset_index()\n",
    "\n",
    "\n",
    "# remove seed column\n",
    "df = df.drop(columns=[\"seed\"])\n",
    "# df = df[df['runname'].apply(lambda x: int(x.split('-')[0]) >= 2021)]\n",
    "\n",
    "# Only take runs which started after 2021\n",
    "perf_df = df[[\"runname\", \"agg_score\"]]\n",
    "\n",
    "\n",
    "# intersection of URL_RUNS and df['runname']\n",
    "RUNS = sorted(list(set(df['runname'])))\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.4259162414645151\n"
     ]
    },
    {
     "data": {
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      "text/plain": [
       "<Figure size 7000x2800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy.signal import detrend\n",
    "def get_setting(name):\n",
    "    if \"words_contamination\" in name:\n",
    "        return {\"y\": \"Avg. Synthetic Proxy-words Ratio\", \"x\": \"Crawl\"}\n",
    "    if \"long_line_ratio_chars\" in name:\n",
    "        return {\"y\": \"2000+ lines Ratio\", \"x\": \"Crawl\"}\n",
    "    \n",
    "    raise ValueError(f\"Unknown dataset name: {name}\")\n",
    "\n",
    "def plot_bar(data, add_perf=False):\n",
    "    import matplotlib.pyplot as plt\n",
    "    import numpy as np\n",
    "    from matplotlib.ticker import FuncFormatter\n",
    "\n",
    "    # Assuming 'data' is a dictionary where keys are labels and values are the heights of the bars\n",
    "    name = list(data.keys())[0]\n",
    "    data = data[name]\n",
    "    # Update data so that it contains only dates bigger than 2021\n",
    "    # data = {k: v for k, v in data.items() if int(k.split('-')[2]) >= 2021}\n",
    "    # Remove the 2021-10 from data\n",
    "    # data = {k: v for k, v in data.items() if \"2021-04\" not in k}\n",
    "\n",
    "    # Sort the data \n",
    "    data = {k: v for k, v in sorted(data.items(), key=lambda item: item[0])}\n",
    "\n",
    "    settings = get_setting(name)  # Use get_setting to determine plot settings\n",
    "\n",
    "    labels = list(data.keys())\n",
    "    # Rename the labels\n",
    "    labels = [rename_dataset(x, short=True) for x in labels]\n",
    "    values = [x[\"summary\"][\"mean\"] for x in data.values()]\n",
    "\n",
    "    fig, ax = plt.subplots(figsize=(20, 8))\n",
    "    num_bars = len(data)\n",
    "    if add_perf:\n",
    "        # Retrieve performance data for the labels\n",
    "        perf_values = [perf_df[perf_df['runname'] == label]['agg_score'].values[0] for label in labels]\n",
    "        # Remove trend from the data\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "        # Compute pearson correlation\n",
    "        pearson_corr = np.corrcoef(values, perf_values)[0, 1]\n",
    "        print(pearson_corr)\n",
    "        ax_tmp = ax.twinx()\n",
    "        ax2 = ax\n",
    "        ax = ax_tmp\n",
    "        ax2.plot(labels, perf_values, 'o-', label='Agg score', linewidth=2, markerfacecolor='black', color='black', markersize=8, zorder=10)\n",
    "        ax2.set_ylabel('Agg Score', color='black', fontsize=12, labelpad=16)\n",
    "        ax2.yaxis.set_major_formatter(FuncFormatter(lambda y, _: f'{y:.3f}'))\n",
    "        ax2.tick_params(axis='y', colors='black')\n",
    "    bars = ax.bar(range(num_bars), values, tick_label=labels, color='tab:blue', alpha=1.0, zorder=12)  # Changed color to match the image\n",
    "    # Remove 'CC-' prefix from x labels if present\n",
    "\n",
    "    # Improving the aesthetics\n",
    "    # Add a horizontal line with label\n",
    "    ax2.axvline(x=12.9, color='red', linestyle='--', linewidth=1.5)  # Horizontal line at y=0.5\n",
    "    # ax2.text(11.2, 0.9, 'Chat-GPT Release', transform=ax.get_xaxis_transform(), ha='center', va='bottom', color='red', fontsize=10)\n",
    "    ax.set_xlabel(settings.get(\"x\", \"Crawl\"), fontsize=12)  # Set x-axis label using settings\n",
    "    ax.set_ylabel(settings.get(\"y\", \"Average fraction\"), fontsize=12, labelpad=16)  # Set y-axis label\n",
    "    # ax.set_title('Synthetic Data Contamination', fontsize=16)  # Set title\n",
    "    ax.yaxis.set_major_formatter(FuncFormatter(lambda y, _: f'{y:.1e}'))\n",
    "\n",
    "    ax.set_zorder(2)\n",
    "    if add_perf:\n",
    "        ax2.set_frame_on(False)\n",
    "        ax2.set_zorder(3)\n",
    "        ax2.tick_params(axis='x', rotation=45)\n",
    "        for label in ax2.get_xticklabels():\n",
    "            label.set_horizontalalignment('right')\n",
    "        ax.tick_params(axis='y', colors='tab:blue')\n",
    "        # ax.set_ylabel('Synthetic Proxy Words Ratio (Old)', color='tab:blue', fontsize=12, labelpad=16)\n",
    "        ax.set_ylabel('2000+ lines Ratio', color='tab:blue', fontsize=12, labelpad=16)\n",
    "        ax2.set_xlabel('Crawl', fontsize=12, labelpad=16)\n",
    "        # \n",
    "    else:\n",
    "        ax.tick_params(axis='x', rotation=45)\n",
    "        for label in ax.get_xticklabels():\n",
    "            label.set_horizontalalignment('right')\n",
    "        \n",
    "\n",
    "    plt.tight_layout()  # Adjust layout to make room for rotated x-axis labels\n",
    "    plt.gcf().set_dpi(350)  # Set the DPI for the l\n",
    "    plt.show()\n",
    "\n",
    "# Example usage\n",
    "plot_bar(data, add_perf=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "import boto3\n",
    "\n",
    "from datatrove.io import get_datafolder\n",
    "f1 = get_datafolder(\"s3://fineweb-stats/summary\")\n",
    "f2 = get_datafolder(\"s3://fineweb-data-processing-tmp-us-east-1/fineweb-stats-tmp\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "ename": "KeyboardInterrupt",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[5], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m files \u001b[38;5;241m=\u001b[39m \u001b[43mf2\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mglob\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43m**/metric.json\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/fsspec/implementations/dirfs.py:274\u001b[0m, in \u001b[0;36mDirFileSystem.glob\u001b[0;34m(self, path, **kwargs)\u001b[0m\n\u001b[1;32m    272\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mglob\u001b[39m(\u001b[38;5;28mself\u001b[39m, path, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[1;32m    273\u001b[0m     detail \u001b[38;5;241m=\u001b[39m kwargs\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdetail\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;28;01mFalse\u001b[39;00m)\n\u001b[0;32m--> 274\u001b[0m     ret \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfs\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mglob\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_join\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpath\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    275\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m detail:\n\u001b[1;32m    276\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m {\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_relpath(path): info \u001b[38;5;28;01mfor\u001b[39;00m path, info \u001b[38;5;129;01min\u001b[39;00m ret\u001b[38;5;241m.\u001b[39mitems()}\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/fsspec/asyn.py:118\u001b[0m, in \u001b[0;36msync_wrapper.<locals>.wrapper\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m    115\u001b[0m \u001b[38;5;129m@functools\u001b[39m\u001b[38;5;241m.\u001b[39mwraps(func)\n\u001b[1;32m    116\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mwrapper\u001b[39m(\u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[1;32m    117\u001b[0m     \u001b[38;5;28mself\u001b[39m \u001b[38;5;241m=\u001b[39m obj \u001b[38;5;129;01mor\u001b[39;00m args[\u001b[38;5;241m0\u001b[39m]\n\u001b[0;32m--> 118\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43msync\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mloop\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfunc\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/fsspec/asyn.py:91\u001b[0m, in \u001b[0;36msync\u001b[0;34m(loop, func, timeout, *args, **kwargs)\u001b[0m\n\u001b[1;32m     88\u001b[0m asyncio\u001b[38;5;241m.\u001b[39mrun_coroutine_threadsafe(_runner(event, coro, result, timeout), loop)\n\u001b[1;32m     89\u001b[0m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;28;01mTrue\u001b[39;00m:\n\u001b[1;32m     90\u001b[0m     \u001b[38;5;66;03m# this loops allows thread to get interrupted\u001b[39;00m\n\u001b[0;32m---> 91\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m \u001b[43mevent\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mwait\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m)\u001b[49m:\n\u001b[1;32m     92\u001b[0m         \u001b[38;5;28;01mbreak\u001b[39;00m\n\u001b[1;32m     93\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m timeout \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/lib/python3.12/threading.py:655\u001b[0m, in \u001b[0;36mEvent.wait\u001b[0;34m(self, timeout)\u001b[0m\n\u001b[1;32m    653\u001b[0m signaled \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_flag\n\u001b[1;32m    654\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m signaled:\n\u001b[0;32m--> 655\u001b[0m     signaled \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_cond\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mwait\u001b[49m\u001b[43m(\u001b[49m\u001b[43mtimeout\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    656\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m signaled\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/lib/python3.12/threading.py:359\u001b[0m, in \u001b[0;36mCondition.wait\u001b[0;34m(self, timeout)\u001b[0m\n\u001b[1;32m    357\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m    358\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m timeout \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[0;32m--> 359\u001b[0m         gotit \u001b[38;5;241m=\u001b[39m \u001b[43mwaiter\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43macquire\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtimeout\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    360\u001b[0m     \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m    361\u001b[0m         gotit \u001b[38;5;241m=\u001b[39m waiter\u001b[38;5;241m.\u001b[39macquire(\u001b[38;5;28;01mFalse\u001b[39;00m)\n",
      "\u001b[0;31mKeyboardInterrupt\u001b[0m: "
     ]
    }
   ],
   "source": [
    "files = f2.glob(\"**/metric.json\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[]"
      ]
     },
     "execution_count": 105,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "files"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "r"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "dedup_minhash_independent_output_CC-MAIN-2018-05/suffix/long_word_ratio_7/stats-merged.json -> dedup_minhash_independent_output_CC-MAIN-2018-05/suffix/long_word_ratio_7/metric.json\n"
     ]
    },
    {
     "ename": "FileNotFoundError",
     "evalue": "fineweb-stats/summary/dedup_minhash_independent_output_CC-MAIN-2018-05/suffix/long_word_ratio_7/stats-merged.json",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mFileNotFoundError\u001b[0m                         Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[103], line 4\u001b[0m\n\u001b[1;32m      2\u001b[0m new_name \u001b[38;5;241m=\u001b[39m file\u001b[38;5;241m.\u001b[39mreplace(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mstats-merged.json\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmetric.json\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m      3\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mfile\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m -> \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mnew_name\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m----> 4\u001b[0m \u001b[43mf\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mcopy\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfile\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnew_name\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m      5\u001b[0m \u001b[38;5;66;03m# delete the original file\u001b[39;00m\n\u001b[1;32m      6\u001b[0m f\u001b[38;5;241m.\u001b[39mdelete(file)\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/fsspec/implementations/dirfs.py:114\u001b[0m, in \u001b[0;36mDirFileSystem.copy\u001b[0;34m(self, path1, path2, *args, **kwargs)\u001b[0m\n\u001b[1;32m    113\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mcopy\u001b[39m(\u001b[38;5;28mself\u001b[39m, path1, path2, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[0;32m--> 114\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfs\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mcopy\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m    115\u001b[0m \u001b[43m        \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_join\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpath1\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    116\u001b[0m \u001b[43m        \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_join\u001b[49m\u001b[43m(\u001b[49m\u001b[43mpath2\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    117\u001b[0m \u001b[43m        \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    118\u001b[0m \u001b[43m        \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[1;32m    119\u001b[0m \u001b[43m    \u001b[49m\u001b[43m)\u001b[49m\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/fsspec/asyn.py:118\u001b[0m, in \u001b[0;36msync_wrapper.<locals>.wrapper\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m    115\u001b[0m \u001b[38;5;129m@functools\u001b[39m\u001b[38;5;241m.\u001b[39mwraps(func)\n\u001b[1;32m    116\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mwrapper\u001b[39m(\u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[1;32m    117\u001b[0m     \u001b[38;5;28mself\u001b[39m \u001b[38;5;241m=\u001b[39m obj \u001b[38;5;129;01mor\u001b[39;00m args[\u001b[38;5;241m0\u001b[39m]\n\u001b[0;32m--> 118\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43msync\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mloop\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfunc\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/fsspec/asyn.py:103\u001b[0m, in \u001b[0;36msync\u001b[0;34m(loop, func, timeout, *args, **kwargs)\u001b[0m\n\u001b[1;32m    101\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m FSTimeoutError \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mreturn_result\u001b[39;00m\n\u001b[1;32m    102\u001b[0m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(return_result, \u001b[38;5;167;01mBaseException\u001b[39;00m):\n\u001b[0;32m--> 103\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m return_result\n\u001b[1;32m    104\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m    105\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m return_result\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/fsspec/asyn.py:56\u001b[0m, in \u001b[0;36m_runner\u001b[0;34m(event, coro, result, timeout)\u001b[0m\n\u001b[1;32m     54\u001b[0m     coro \u001b[38;5;241m=\u001b[39m asyncio\u001b[38;5;241m.\u001b[39mwait_for(coro, timeout\u001b[38;5;241m=\u001b[39mtimeout)\n\u001b[1;32m     55\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m---> 56\u001b[0m     result[\u001b[38;5;241m0\u001b[39m] \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mawait\u001b[39;00m coro\n\u001b[1;32m     57\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m ex:\n\u001b[1;32m     58\u001b[0m     result[\u001b[38;5;241m0\u001b[39m] \u001b[38;5;241m=\u001b[39m ex\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/fsspec/asyn.py:405\u001b[0m, in \u001b[0;36mAsyncFileSystem._copy\u001b[0;34m(self, path1, path2, recursive, on_error, maxdepth, batch_size, **kwargs)\u001b[0m\n\u001b[1;32m    403\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m on_error \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mignore\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(ex, \u001b[38;5;167;01mFileNotFoundError\u001b[39;00m):\n\u001b[1;32m    404\u001b[0m     \u001b[38;5;28;01mcontinue\u001b[39;00m\n\u001b[0;32m--> 405\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m ex\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/fsspec/asyn.py:245\u001b[0m, in \u001b[0;36m_run_coros_in_chunks.<locals>._run_coro\u001b[0;34m(coro, i)\u001b[0m\n\u001b[1;32m    243\u001b[0m \u001b[38;5;28;01masync\u001b[39;00m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_run_coro\u001b[39m(coro, i):\n\u001b[1;32m    244\u001b[0m     \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 245\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;01mawait\u001b[39;00m asyncio\u001b[38;5;241m.\u001b[39mwait_for(coro, timeout\u001b[38;5;241m=\u001b[39mtimeout), i\n\u001b[1;32m    246\u001b[0m     \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m    247\u001b[0m         \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m return_exceptions:\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/lib/python3.12/asyncio/tasks.py:520\u001b[0m, in \u001b[0;36mwait_for\u001b[0;34m(fut, timeout)\u001b[0m\n\u001b[1;32m    517\u001b[0m         \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mTimeoutError\u001b[39;00m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mexc\u001b[39;00m\n\u001b[1;32m    519\u001b[0m \u001b[38;5;28;01masync\u001b[39;00m \u001b[38;5;28;01mwith\u001b[39;00m timeouts\u001b[38;5;241m.\u001b[39mtimeout(timeout):\n\u001b[0;32m--> 520\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;01mawait\u001b[39;00m fut\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/s3fs/core.py:1901\u001b[0m, in \u001b[0;36mS3FileSystem._cp_file\u001b[0;34m(self, path1, path2, preserve_etag, **kwargs)\u001b[0m\n\u001b[1;32m   1898\u001b[0m path1 \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_strip_protocol(path1)\n\u001b[1;32m   1899\u001b[0m bucket, key, vers \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39msplit_path(path1)\n\u001b[0;32m-> 1901\u001b[0m info \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mawait\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_info(path1, bucket, key, version_id\u001b[38;5;241m=\u001b[39mvers)\n\u001b[1;32m   1902\u001b[0m size \u001b[38;5;241m=\u001b[39m info[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124msize\u001b[39m\u001b[38;5;124m\"\u001b[39m]\n\u001b[1;32m   1904\u001b[0m _, _, parts_suffix \u001b[38;5;241m=\u001b[39m info\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mETag\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m\"\u001b[39m)\u001b[38;5;241m.\u001b[39mstrip(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m'\u001b[39m)\u001b[38;5;241m.\u001b[39mpartition(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m-\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n",
      "File \u001b[0;32m~/.pyenv/versions/3.12.2/envs/datatrove/lib/python3.12/site-packages/s3fs/core.py:1418\u001b[0m, in \u001b[0;36mS3FileSystem._info\u001b[0;34m(self, path, bucket, key, refresh, version_id)\u001b[0m\n\u001b[1;32m   1406\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m (\n\u001b[1;32m   1407\u001b[0m         out\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mKeyCount\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;241m0\u001b[39m) \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m0\u001b[39m\n\u001b[1;32m   1408\u001b[0m         \u001b[38;5;129;01mor\u001b[39;00m out\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mContents\u001b[39m\u001b[38;5;124m\"\u001b[39m, [])\n\u001b[1;32m   1409\u001b[0m         \u001b[38;5;129;01mor\u001b[39;00m out\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mCommonPrefixes\u001b[39m\u001b[38;5;124m\"\u001b[39m, [])\n\u001b[1;32m   1410\u001b[0m     ):\n\u001b[1;32m   1411\u001b[0m         \u001b[38;5;28;01mreturn\u001b[39;00m {\n\u001b[1;32m   1412\u001b[0m             \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mname\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m/\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;241m.\u001b[39mjoin([bucket, key]),\n\u001b[1;32m   1413\u001b[0m             \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtype\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdirectory\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m   1414\u001b[0m             \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124msize\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;241m0\u001b[39m,\n\u001b[1;32m   1415\u001b[0m             \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mStorageClass\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mDIRECTORY\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m   1416\u001b[0m         }\n\u001b[0;32m-> 1418\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mFileNotFoundError\u001b[39;00m(path)\n\u001b[1;32m   1419\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m ClientError \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m   1420\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m translate_boto_error(e, set_cause\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mFalse\u001b[39;00m)\n",
      "\u001b[0;31mFileNotFoundError\u001b[0m: fineweb-stats/summary/dedup_minhash_independent_output_CC-MAIN-2018-05/suffix/long_word_ratio_7/stats-merged.json"
     ]
    }
   ],
   "source": [
    "for file in files:\n",
    "    new_name = file.replace(\"stats-merged.json\", \"metric.json\")\n",
    "    print(f\"{file} -> {new_name}\")\n",
    "    f.copy(file, new_name)\n",
    "    # delete the original file\n",
    "    f.delete(file)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['dedup_minhash_independent_output_CC-MAIN-2019-51/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2019-51/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2020-24/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2020-24/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2020-45/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2020-45/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2021-10/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2021-10/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2021-25/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2021-25/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2021-43/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2021-43/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2021-49/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2021-49/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2021-49/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2021-49/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-05/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-05/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-05/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-05/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-21/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-21/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-27/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-27/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-27/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-27/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-33/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-33/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-33/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-33/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-40/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-40/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-40/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-40/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-49/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-49/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-49/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2022-49/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-06/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-06/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-06/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-06/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-14/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-14/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-14/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-14/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-23/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-23/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-23/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-23/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-40/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-40/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-40/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-40/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-50/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-50/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-50/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2023-50/summary/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2024-10/fqdn/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2024-10/histogram/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2024-10/suffix/words_contaminationdelve_freq/stats-merged.json',\n",
       " 'dedup_minhash_independent_output_CC-MAIN-2024-10/summary/words_contaminationdelve_freq/stats-merged.json']"
      ]
     },
     "execution_count": 73,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "files"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "datatrove",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}