{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Exploring data for the attention index\n", "\n", "The idea of the attention index is to provide a score that indicates the impact of an article, and can easily be aggregated by subject, publisher or other axis.\n", "\n", "The index comprises of two parts:\n", "\n", "- **promotion** how important the article was to the publisher, based on the extent to which they chose to editorially promote it\n", "- **response** how readers reacted to the article, based on social engagements\n", "\n", "The index will be a number between 0 and 100. 50% is driven by the promotion, and 50% by response:\n", "\n", "![Attention Index](../images/kaleida-attention-index-data-factors-chart.png)\n", "\n", "### Promotion Score\n", "\n", "The promotion score should take into account:\n", "\n", "- whether the publisher chose make the article a lead article on their primary front (30%)\n", "- how long the publisher chose to retain the article on their front (40%)\n", "- whether they chose to push the article on their facebook brand page (30%)\n", "\n", "It should be scaled based on the value of that promotion, so a popular, well-visited site should score higher than one on the fringes. And similarly a powerful, well-followed brand page should score higher than one less followed.\n", "\n", "### Response Score\n", "\n", "The response score takes into account the number of engagements on Facebook. \n", "\n", "\n", "\n", "The rest of this notebook explores how those numbers could work, starting with the response score because that is easier, I think." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Setup" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true, "scrolled": true }, "outputs": [], "source": [ "%matplotlib inline\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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id
103d30e1ada75aa031d84f88af50d113184ea4edhttps://www.theguardian.com/lifeandstyle/2017/...Break down barriers to breastfeeding in the UK2017-08-01 00:03:02.8872017-08-01 00:00:02.0002940.8228022017-08-01T08:32:01.637Z2022054The Guardiantheguardian_com044985.0FalseNaNNaN142
dedd4245cfa237afcd5f543960e04ae90b26ac48https://www.thetimes.co.uk/article/breastfeedi...Breastfeeding ‘should be a school subject’2017-08-01 00:00:03.9582017-08-01 00:00:03.958410.1129032017-08-01T14:42:00.635Z21128The Timesthetimes_co_uk01380238.0FalseNaNNaN6435
18c2ab6d72b11232f9df96b3748b26519368b810http://www.huffingtonpost.com/entry/washington...Washington's Marijuana Legalization: The Kids ...2017-08-01 00:03:18.1312017-08-01 00:00:20.4361220.2581342017-08-01T08:32:01.645Z77045HuffPosthuffingtonpost_com00NaNFalseNaNNaN215
e798d89b959cf713fe3658c2ee296af4bc9361e5http://www.huffingtonpost.com/entry/an-ounce-o...An Ounce of Love Creates a Ton of Healing2017-08-01 00:03:18.0592017-08-01 00:00:23.48540.0161332017-08-01T20:56:00.086Z013HuffPosthuffingtonpost_com00NaNFalseNaNNaN215
092977d2eacec21b414928bf580d5caeb849e9c0https://www.washingtonpost.com/news/retropolis...The only communications director booted faster...2017-08-01 00:03:09.2892017-08-01 00:00:28.000161111.1129032017-08-01T01:18:02.072Z1981266147The Washington Postwashingtonpost_com0102074.0True5962099.02017-08-01T00:15:15.000Z191
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" ], "text/plain": [ " url \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed https://www.theguardian.com/lifeandstyle/2017/... \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 https://www.thetimes.co.uk/article/breastfeedi... \n", "18c2ab6d72b11232f9df96b3748b26519368b810 http://www.huffingtonpost.com/entry/washington... \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 http://www.huffingtonpost.com/entry/an-ounce-o... \n", "092977d2eacec21b414928bf580d5caeb849e9c0 https://www.washingtonpost.com/news/retropolis... \n", "\n", " headline \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed Break down barriers to breastfeeding in the UK \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 Breastfeeding ‘should be a school subject’ \n", "18c2ab6d72b11232f9df96b3748b26519368b810 Washington's Marijuana Legalization: The Kids ... \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 An Ounce of Love Creates a Ton of Healing \n", "092977d2eacec21b414928bf580d5caeb849e9c0 The only communications director booted faster... \n", "\n", " discovered \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed 2017-08-01 00:03:02.887 \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 2017-08-01 00:00:03.958 \n", "18c2ab6d72b11232f9df96b3748b26519368b810 2017-08-01 00:03:18.131 \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 2017-08-01 00:03:18.059 \n", "092977d2eacec21b414928bf580d5caeb849e9c0 2017-08-01 00:03:09.289 \n", "\n", " published \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed 2017-08-01 00:00:02.000 \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 2017-08-01 00:00:03.958 \n", "18c2ab6d72b11232f9df96b3748b26519368b810 2017-08-01 00:00:20.436 \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 2017-08-01 00:00:23.485 \n", "092977d2eacec21b414928bf580d5caeb849e9c0 2017-08-01 00:00:28.000 \n", "\n", " fb_engagements \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed 294 \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 41 \n", "18c2ab6d72b11232f9df96b3748b26519368b810 122 \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 4 \n", "092977d2eacec21b414928bf580d5caeb849e9c0 1611 \n", "\n", " fb_max_engagements_per_min \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed 0.822802 \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 0.112903 \n", "18c2ab6d72b11232f9df96b3748b26519368b810 0.258134 \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 0.016133 \n", "092977d2eacec21b414928bf580d5caeb849e9c0 11.112903 \n", "\n", " fb_max_engagements_per_min_time \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed 2017-08-01T08:32:01.637Z \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 2017-08-01T14:42:00.635Z \n", "18c2ab6d72b11232f9df96b3748b26519368b810 2017-08-01T08:32:01.645Z \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 2017-08-01T20:56:00.086Z \n", "092977d2eacec21b414928bf580d5caeb849e9c0 2017-08-01T01:18:02.072Z \n", "\n", " fb_comments fb_reactions \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed 20 220 \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 21 12 \n", "18c2ab6d72b11232f9df96b3748b26519368b810 7 70 \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 0 1 \n", "092977d2eacec21b414928bf580d5caeb849e9c0 198 1266 \n", "\n", " fb_shares publisher_name \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed 54 The Guardian \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 8 The Times \n", "18c2ab6d72b11232f9df96b3748b26519368b810 45 HuffPost \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 3 HuffPost \n", "092977d2eacec21b414928bf580d5caeb849e9c0 147 The Washington Post \n", "\n", " publisher_id mins_as_lead \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed theguardian_com 0 \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 thetimes_co_uk 0 \n", "18c2ab6d72b11232f9df96b3748b26519368b810 huffingtonpost_com 0 \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 huffingtonpost_com 0 \n", "092977d2eacec21b414928bf580d5caeb849e9c0 washingtonpost_com 0 \n", "\n", " mins_on_front \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed 449 \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 1380 \n", "18c2ab6d72b11232f9df96b3748b26519368b810 0 \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 0 \n", "092977d2eacec21b414928bf580d5caeb849e9c0 1020 \n", "\n", " num_articles_on_front \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed 85.0 \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 238.0 \n", "18c2ab6d72b11232f9df96b3748b26519368b810 NaN \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 NaN \n", "092977d2eacec21b414928bf580d5caeb849e9c0 74.0 \n", "\n", " fb_brand_page fb_brand_page_likes \\\n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed False NaN \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 False NaN \n", "18c2ab6d72b11232f9df96b3748b26519368b810 False NaN \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 False NaN \n", "092977d2eacec21b414928bf580d5caeb849e9c0 True 5962099.0 \n", "\n", " fb_brand_page_time alexa_rank \n", "id \n", "103d30e1ada75aa031d84f88af50d113184ea4ed NaN 142 \n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 NaN 6435 \n", "18c2ab6d72b11232f9df96b3748b26519368b810 NaN 215 \n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 NaN 215 \n", "092977d2eacec21b414928bf580d5caeb849e9c0 2017-08-01T00:15:15.000Z 191 " ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data = pd.read_csv(\"articles_2017-08-01_2017-08-31.csv\", index_col=\"id\", \\\n", " parse_dates=[\"published\", \"discovered\"])\n", "data.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Response Score" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The response score is a number between 0 and 50 that indicates the level of response to an article.\n", "\n", "\n", "\n", "Perhaps in the future we may choose to include other factors, but for now we just include engagements on Facebook. The maximum score of 50 should be achieved by an article that does really well compared with others." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "count 148391.00\n", "mean 1542.71\n", "std 12427.44\n", "min 0.00\n", "50% 29.00\n", "75% 300.00\n", "90% 2085.00\n", "95% 5631.50\n", "99% 27998.00\n", "99.5% 46698.40\n", "99.9% 130402.22\n", "max 2362234.00\n", "Name: fb_engagements, dtype: float64" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.options.display.float_format = '{:.2f}'.format\n", "data.fb_engagements.describe([0.5, 0.75, 0.9, 0.95, 0.99, 0.995, 0.999])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "There's a few articles there with 1 million plus engagements, let's just double check that." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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urlheadlinediscoveredpublishedfb_engagementsfb_max_engagements_per_minfb_max_engagements_per_min_timefb_commentsfb_reactionsfb_sharespublisher_namepublisher_idmins_as_leadmins_on_frontnum_articles_on_frontfb_brand_pagefb_brand_page_likesfb_brand_page_timealexa_rank
id
478a416c259d9028be1860e8b63518fae553fa8fhttp://www.huffingtonpost.com/entry/tina-fey-s...Tina Fey Absolutely Destroys Nazis, Trump & Pa...2017-08-18 07:55:03.8142017-08-18 07:46:451053024971.272017-08-18T15:50:00.454Z122164815305115555HuffPosthuffingtonpost_com0190928.00True9683181.002017-08-18T12:30:59.000Z215
01c376d7653532da2d4251733e10e3f400ca4afahttp://www.bbc.co.uk/news/entertainment-arts-4...Sir Bruce Forsyth: TV legend dies aged 892017-08-18 15:36:07.2092017-08-18 15:35:2210337678477.442017-08-18T16:02:02.360Z125104695601213062BBCbbc_co_uk0113455.00True43514982.002017-08-18T15:36:50.000Z96
3a62bf1003c686e38634844245aeb7a11f1c2be7http://www.independent.co.uk/news/world/americ...Trapped Mexican bakers make 'pan dulce' bread ...2017-08-30 20:42:20.9712017-08-30 18:47:4423622342191.752017-08-31T03:50:01.773Z806692064103217462The Independentindependent_co_uk0434221.00True7368466.002017-08-30T23:01:00.000Z386
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" ], "text/plain": [ " url \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f http://www.huffingtonpost.com/entry/tina-fey-s... \n", "01c376d7653532da2d4251733e10e3f400ca4afa http://www.bbc.co.uk/news/entertainment-arts-4... \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 http://www.independent.co.uk/news/world/americ... \n", "\n", " headline \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f Tina Fey Absolutely Destroys Nazis, Trump & Pa... \n", "01c376d7653532da2d4251733e10e3f400ca4afa Sir Bruce Forsyth: TV legend dies aged 89 \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 Trapped Mexican bakers make 'pan dulce' bread ... \n", "\n", " discovered \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f 2017-08-18 07:55:03.814 \n", "01c376d7653532da2d4251733e10e3f400ca4afa 2017-08-18 15:36:07.209 \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 2017-08-30 20:42:20.971 \n", "\n", " published fb_engagements \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f 2017-08-18 07:46:45 1053024 \n", "01c376d7653532da2d4251733e10e3f400ca4afa 2017-08-18 15:35:22 1033767 \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 2017-08-30 18:47:44 2362234 \n", "\n", " fb_max_engagements_per_min \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f 971.27 \n", "01c376d7653532da2d4251733e10e3f400ca4afa 8477.44 \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 2191.75 \n", "\n", " fb_max_engagements_per_min_time \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f 2017-08-18T15:50:00.454Z \n", "01c376d7653532da2d4251733e10e3f400ca4afa 2017-08-18T16:02:02.360Z \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 2017-08-31T03:50:01.773Z \n", "\n", " fb_comments fb_reactions \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f 122164 815305 \n", "01c376d7653532da2d4251733e10e3f400ca4afa 125104 695601 \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 80669 2064103 \n", "\n", " fb_shares publisher_name \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f 115555 HuffPost \n", "01c376d7653532da2d4251733e10e3f400ca4afa 213062 BBC \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 217462 The Independent \n", "\n", " publisher_id mins_as_lead \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f huffingtonpost_com 0 \n", "01c376d7653532da2d4251733e10e3f400ca4afa bbc_co_uk 0 \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 independent_co_uk 0 \n", "\n", " mins_on_front \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f 1909 \n", "01c376d7653532da2d4251733e10e3f400ca4afa 1134 \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 434 \n", "\n", " num_articles_on_front \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f 28.00 \n", "01c376d7653532da2d4251733e10e3f400ca4afa 55.00 \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 221.00 \n", "\n", " fb_brand_page fb_brand_page_likes \\\n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f True 9683181.00 \n", "01c376d7653532da2d4251733e10e3f400ca4afa True 43514982.00 \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 True 7368466.00 \n", "\n", " fb_brand_page_time alexa_rank \n", "id \n", "478a416c259d9028be1860e8b63518fae553fa8f 2017-08-18T12:30:59.000Z 215 \n", "01c376d7653532da2d4251733e10e3f400ca4afa 2017-08-18T15:36:50.000Z 96 \n", "3a62bf1003c686e38634844245aeb7a11f1c2be7 2017-08-30T23:01:00.000Z 386 " ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data[data.fb_engagements > 1000000]" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 0\n", "dtype: int64" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.fb_engagements.mode()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Going back to the enagement counts, we see the mean is 1,542, mode is zero, median is 29, 90th percentile is 2,085, 99th percentile is 27,998, 99.5th percentile is 46,698. The standard deviation is 12,427, significantly higher than the mean, so this is not a normal distribution. \n", "\n", "We want to provide a sensible way of allocating this to the 50 buckets we have available. Let's just bucket geometrically first:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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cTgMAAAAuQEENAAAAJIAeahuCzXsUNUyn0wAAAIALUFDbEDNjsjq4sQsAAABO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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mean = data.fb_engagements.mean()\n", "median = data.fb_engagements.median()\n", "\n", "plt.figure(figsize=(12,4.5))\n", "plt.hist(data.fb_engagements, bins=50)\n", "plt.axvline(mean, linestyle=':', label=f'Mean ({mean:,.0f})', color='green')\n", "plt.axvline(median, label=f'Median ({median:,.0f})', color='red')\n", "leg = plt.legend()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Well that's not very useful. Almost everything will score less than 0 if we just do that, which isn't a useful metric.\n", "\n", "Let's start by excluding zeros." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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CDR06VOvWrZNpmqqtrZVpmsrJydGgQYPaPRYAAABws077ZF1xcbHKyspUUVGh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\nQKAGAAAAkkCgBgAAAJLw/wC8CTJCovBLzwAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "non_zero_fb_enagagements = data.fb_engagements[data.fb_engagements > 0]\n", "\n", "plt.figure(figsize=(12,4.5))\n", "plt.hist(non_zero_fb_enagagements, bins=50)\n", "plt.axvline(mean, linestyle=':', label=f'Mean ({mean:,.0f})', color='green')\n", "plt.axvline(median, label=f'Median ({median:,.0f})', color='red')\n", "leg = plt.legend()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That's still a big number at the bottom, and so not a useful score.\n", "\n", "Next, we exclude the outliers: cap at the 99.9th percentile (i.e. 119211), so that 0.1% of articles should receive the maximum score.\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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DbgaXYRiNzy84mF0/evEO7Kd9B2s1ZsyJb49XEDNWUsPb5y3PHmpJttPd6fYjubaCujgT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\nMNBQAwAAAGH4/4GyfyZweXpHAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "non_zero_fb_enagagements_without_outliers = non_zero_fb_enagagements.clip_upper(119211)\n", "\n", "plt.figure(figsize=(12,4.5))\n", "plt.hist(non_zero_fb_enagagements_without_outliers, bins=50)\n", "plt.axvline(mean, linestyle=':', label=f'Mean ({mean:,.0f})', color='green')\n", "plt.axvline(median, label=f'Median ({median:,.0f})', color='red')\n", "leg = plt.legend()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That's a bit better, but still way too clustered at the low end. Let's look at a log normal distribution." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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QUEDXrl1ZsGAZdeqE8P3339K//yACA2syduzE6+K5ukKcnDzb3Gfjxg0l2uzc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\nRK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mean = data.fb_engagements.mean()\n", "median = data.fb_engagements.median()\n", "ninety = data.fb_engagements.quantile(.90)\n", "ninetyfive = data.fb_engagements.quantile(.95)\n", "ninetynine = data.fb_engagements.quantile(.99)\n", "\n", "plt.figure(figsize=(12,4.5))\n", "plt.hist(np.log(non_zero_fb_enagagements + median), bins=50)\n", "plt.axvline(np.log(mean), linestyle=':', label=f'Mean ({mean:,.0f})', color='green')\n", "plt.axvline(np.log(median), label=f'Median ({median:,.0f})', color='green')\n", "plt.axvline(np.log(ninety), linestyle='--', label=f'90% percentile ({ninety:,.0f})', color='red')\n", "plt.axvline(np.log(ninetyfive), linestyle='-.', label=f'95% percentile ({ninetyfive:,.0f})', color='red')\n", "plt.axvline(np.log(ninetynine), linestyle=':', label=f'99% percentile ({ninetynine:,.0f})', color='red')\n", "leg = plt.legend()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That's looking a bit more interesting." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "After some exploration, to avoid too much emphasis on the lower end of the scale, we move the numbers to the right a bit by adding on the median." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "count 121131.00\n", "mean 5.19\n", "std 1.81\n", "min 3.40\n", "25% 3.66\n", "50% 4.55\n", "75% 6.26\n", "max 11.78\n", "Name: fb_engagements, dtype: float64" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "log_engagements = (non_zero_fb_enagagements\n", " .clip_upper(data.fb_engagements.quantile(.999))\n", " .apply(lambda x: np.log(x + median))\n", " )\n", "log_engagements.describe()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Use standard feature scaling to bring that to a 1 to 50 range\n" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "count 121131.00\n", "mean 11.14\n", "std 10.85\n", "min 0.00\n", "25% 2.00\n", "50% 7.00\n", "75% 18.00\n", "max 50.00\n", "Name: fb_engagements, dtype: float64" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def scale_log_engagements(engagements_logged):\n", " return np.ceil(\n", " 50 * (engagements_logged - log_engagements.min()) / (log_engagements.max() - log_engagements.min())\n", " )\n", "\n", "def scale_engagements(engagements):\n", " return scale_log_engagements(np.log(engagements + median))\n", "\n", "scaled_non_zero_engagements = scale_log_engagements(log_engagements)\n", "scaled_non_zero_engagements.describe()" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# add in the zeros, as zero\n", "scaled_engagements = pd.concat([scaled_non_zero_engagements, data.fb_engagements[data.fb_engagements == 0]])" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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/jdj7E/oOcSfAyzdkyBCtXbu27feamhqNGjVKkpSRkaE9e/b0VGl9wt13361f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\nYQAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "proposed = pd.DataFrame({\"fb_engagements\": data.fb_engagements, \"response_score\": scaled_engagements})\n", "proposed.response_score.plot.hist(bins=50)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now look at how the shares distribute to score:" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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U+xLPYrNaaFS38vY7EwgP9qV29QBnlyHishTmymjNmlX4+fkzY8Y8EhOP8MYb85k0aQoL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\nuXNz4YUXZsWKFens7Mxll12W66+//g3XTZw4MSeddFI+8Yl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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(15,8))\n", "\n", "shares = np.arange(1, 60000)\n", "plt.plot(shares, scale_engagements(shares))\n", "plt.xlabel(\"shares\")\n", "plt.ylabel(\"score\")\n", "plt.axhline(scale_engagements(mean), linestyle=':', label=f'Mean ({mean:,.0f})', color='green')\n", "plt.axhline(scale_engagements(median), label=f'Median ({median:,.0f})', color='green')\n", "plt.axhline(scale_engagements(ninety), linestyle='--', label=f'90% percentile ({ninety:,.0f})', color='red')\n", "plt.axhline(scale_engagements(ninetyfive), linestyle='-.', label=f'95% percentile ({ninetyfive:,.0f})', color='red')\n", "plt.axhline(scale_engagements(ninetynine), linestyle=':', label=f'99% percentile ({ninetynine:,.0f})', color='red')\n", "\n", "plt.legend(frameon=True, shadow=True)\n", "\n" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sizeaminamax
response_score
0.003507701
1.001610726
2.009464712
3.0076421320
4.0059552129
5.0053463040
6.0043874152
7.0041405367
8.0038316885
9.00349586106
10.003356107131
11.003112132160
12.003092161195
13.002775196235
14.002765236284
15.002550285341
16.002440342408
17.002409409488
18.002317489583
19.001982584694
20.002101695826
21.001858827983
22.0018109841167
23.00171511681385
24.00164513861643
25.00157616441949
26.00148719502309
27.00140023102736
28.00137127373240
29.00119932413837
30.00119538384542
31.00107645435376
32.00107553776362
33.0094263667528
34.0080375318903
35.00601890810532
36.005561053712463
37.005651246614730
38.005631474317436
39.004221744320610
40.004062062924375
41.003462440528839
42.002762886434097
43.002313412640296
44.002114034947634
45.001424777356179
46.001295643266572
47.00996674378676
48.00947895892860
49.005893911110017
50.001971106862362234
\n", "
" ], "text/plain": [ " size amin amax\n", "response_score \n", "0.00 35077 0 1\n", "1.00 16107 2 6\n", "2.00 9464 7 12\n", "3.00 7642 13 20\n", "4.00 5955 21 29\n", "5.00 5346 30 40\n", "6.00 4387 41 52\n", "7.00 4140 53 67\n", "8.00 3831 68 85\n", "9.00 3495 86 106\n", "10.00 3356 107 131\n", "11.00 3112 132 160\n", "12.00 3092 161 195\n", "13.00 2775 196 235\n", "14.00 2765 236 284\n", "15.00 2550 285 341\n", "16.00 2440 342 408\n", "17.00 2409 409 488\n", "18.00 2317 489 583\n", "19.00 1982 584 694\n", "20.00 2101 695 826\n", "21.00 1858 827 983\n", "22.00 1810 984 1167\n", "23.00 1715 1168 1385\n", "24.00 1645 1386 1643\n", "25.00 1576 1644 1949\n", "26.00 1487 1950 2309\n", "27.00 1400 2310 2736\n", "28.00 1371 2737 3240\n", "29.00 1199 3241 3837\n", "30.00 1195 3838 4542\n", "31.00 1076 4543 5376\n", "32.00 1075 5377 6362\n", "33.00 942 6366 7528\n", "34.00 803 7531 8903\n", "35.00 601 8908 10532\n", "36.00 556 10537 12463\n", "37.00 565 12466 14730\n", "38.00 563 14743 17436\n", "39.00 422 17443 20610\n", "40.00 406 20629 24375\n", "41.00 346 24405 28839\n", "42.00 276 28864 34097\n", "43.00 231 34126 40296\n", "44.00 211 40349 47634\n", "45.00 142 47773 56179\n", "46.00 129 56432 66572\n", "47.00 99 66743 78676\n", "48.00 94 78958 92860\n", "49.00 58 93911 110017\n", "50.00 197 110686 2362234" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "proposed.groupby(\"response_score\").fb_engagements.agg([np.size, np.min, np.max])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looks good to me, lets save that." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": true }, "outputs": [], "source": [ "data[\"response_score\"] = proposed.response_score" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Proposal\n", "\n", "The maximum of 50 points is awarded when the engagements are greater than the 99.9th percentile, rolling over the last month. \n", "\n", "i.e. where $limit$ is the 99.5th percentile of engagements calculated over the previous month, the response score for article $a$ is:\n", "\n", "\\begin{align}\n", "basicScore_a & = \n", "\\begin{cases} \n", " 0 & \\text{if } engagements_a = 0 \\\\\n", " \\log(\\min(engagements_a,limit) + median(engagements)) & \\text{if } engagements_a > 0\n", "\\end{cases} \\\\\n", "responseScore_a & = \n", "\\begin{cases} \n", " 0 & \\text{if } engagements_a = 0 \\\\\n", " 50 \\cdot \\frac{basicScore_a - \\min(basicScore)}{\\max(basicScore) - \\min(basicScore)} & \\text{if } engagements_a > 0\n", "\\end{cases} \\\\\n", "\\\\\n", "\\text{The latter equation can be expanded to:} \\\\\n", "responseScore_a & = \n", "\\begin{cases} \n", " 0 & \\text{if } engagements_a = 0 \\\\\n", " 50 \\cdot \n", " \\frac{\\log(\\min(engagements_a,limit) + median(engagements)) - \\log(1 + median(engagements))}\n", " {\\log(limit + median(engagements)) - \\log(1 + median(engagements))} & \\text{if } engagements_a > 0\n", "\\end{cases} \\\\\n", "\\end{align}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Promotion Score\n", "\n", "The aim of the promotion score is to indicate how important the article was to the publisher, by tracking where they chose to promote it. This is a number between 0 and 50 comprised of:\n", "\n", "- 20 points based on whether the article was promoted as the \"lead\" story on the publisher's home page\n", "- 15 points based on how long the article was promoted anywhere on the publisher's home page\n", "- 15 points based on whether the article was promoted on the publisher's main facebook brand page\n", "\n", "The first two should be scaled by the popularity/reach of the home page, for which we use the alexa page rank as a proxy.\n", "\n", "The last should be scaled by the popularity/reach of the brand page, for which we use the number of likes the brand page has." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Lead story (20 points)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "count 148391.00\n", "mean 9.64\n", "std 126.32\n", "min 0.00\n", "50% 0.00\n", "75% 0.00\n", "90% 0.00\n", "95% 0.00\n", "99% 269.00\n", "99.5% 590.00\n", "99.9% 1312.66\n", "max 21859.00\n", "Name: mins_as_lead, dtype: float64" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.mins_as_lead.describe([0.5, 0.75, 0.9, 0.95, 0.99, 0.995, 0.999])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As expected, the vast majority of articles don't make it as lead. Let's explore how long typically publishers put something as lead for." ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": true, "scrolled": true }, "outputs": [], "source": [ "lead_articles = data[data.mins_as_lead > 0]" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "count 3815.00\n", "mean 374.78\n", "std 695.67\n", "min 4.00\n", "25% 99.00\n", "50% 190.00\n", "75% 465.00\n", "90% 875.00\n", "95% 1194.00\n", "99% 2163.46\n", "99.5% 2918.80\n", "99.9% 6576.36\n", "max 21859.00\n", "Name: mins_as_lead, dtype: float64" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "lead_articles.mins_as_lead.describe([0.25, 0.5, 0.75, 0.9, 0.95, 0.99, 0.995, 0.999])" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "lead_articles.mins_as_lead.plot.hist(bins=50)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For lead, it's a significant thing for an article to be lead at all, so although we want to penalise articles that were lead for a very short time, mostly we want to score the maximum even if it wasn't lead for ages. So we'll give maximum points when something has been lead for an hour." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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AQDcEFPeQkBBFRkZ6P7/gggu6/M11AADQdwT0mntCQoKeffZZdXR06L333tOWLVt0+eWX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\nRK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "lead_articles.mins_as_lead.clip_upper(60).plot.hist(bins=50)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We also want to scale this by the alexa page rank, such that the maximum score of 20 points is for an article that was on the front for 4 hours for the most popular site.\n", "\n", "So lets explore the alexa nunbers." ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "publisher_id\n", "bbc_co_uk 96\n", "cnn_com 105\n", "nytimes_com 120\n", "theguardian_com 142\n", "buzzfeed_com 147\n", "dailymail_co_uk 158\n", "washingtonpost_com 191\n", "huffingtonpost_com 215\n", "foxnews_com 285\n", "rt_com 365\n", "telegraph_co_uk 370\n", "independent_co_uk 386\n", "reuters_com 497\n", "npr_org 594\n", "mirror_co_uk 706\n", "nbcnews_com 826\n", "breitbart_com 994\n", "ft_com 1596\n", "economist_com 1825\n", "indy100_com 5014\n", "thetimes_co_uk 6435\n", "newstatesman_com 12769\n", "thecanary_co 15686\n", "propublica_org 16066\n", "yournewswire_com 22568\n", "order-order_com 32515\n", "anotherangryvoice_blogspot_co_uk 77827\n", "westmonster_com 97775\n", "evolvepolitics_com 119412\n", "skwawkbox_org 152475\n", "libdemvoice_org 344992\n", "brexitcentral_com 469149\n", "Name: alexa_rank, dtype: int64" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "alexa_ranks = data.groupby(by=\"publisher_id\").alexa_rank.mean().sort_values()\n", "alexa_ranks" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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T3N3dkZ2djaSkJN3LEhEREf0b5FuQtWnTBg4O/z+hv6IoMJlMAAAnJyekpKQgNTUVzs7O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\nAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "alexa_ranks.plot.bar(figsize=[10,5])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's try the simple option first: just divide the number of minutes as lead by the alexa rank. What's the scale of numbers we get then." ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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VwNeWZemjjz5SXFycbaEAAMCpCangT/yd+gkpKSn61a9+ZUsgAABw6kIq+L5+ahwAAIis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\nwEAUPAAABqLgAQAw0P8D5TUPmDx3StkAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "lead_proposal_1 = lead_articles.mins_as_lead.clip_upper(60) / lead_articles.alexa_rank\n", "lead_proposal_1.plot.hist()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looks like there's too much of a cluster around 0. Have we massively over penalised the publishers with a high alexa rank?" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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FyMZUkYsjzY/qGEbiONI8qIj5qOXysNcP1TFUxXGkXFTFc5R2caS2fRRzURHzUcvFSAyb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\nQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "lead_proposal_1.groupby(data.publisher_id).mean().plot.bar(figsize=[10,5])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Yes. Let's try taking the log of the alexa rank and see if that looks better." ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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5vf7663rggQfszgcAAHoRVpHv3r1b27ZtC16+++67NWnSJF1++eW2BQMAAKGF/fazxsbG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\nXesAAMQTihwAAIN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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "lead_proposal_2 = (lead_articles.mins_as_lead.clip_upper(60) / np.log(lead_articles.alexa_rank))\n", "lead_proposal_2.plot.hist()" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/html": [ "
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countmeanstdmin25%50%75%max
publisher_id
anotherangryvoice_blogspot_co_uk6.005.330.005.335.335.335.335.33
bbc_co_uk97.0012.831.780.8813.1513.1513.1513.15
breitbart_com205.008.361.270.728.698.698.698.69
brexitcentral_com21.004.410.840.774.594.594.594.59
buzzfeed_com259.0011.801.082.8112.0212.0212.0212.02
cnn_com193.0012.381.791.0712.8912.8912.8912.89
dailymail_co_uk168.0011.491.560.9911.8511.8511.8511.85
economist_com39.007.312.020.537.997.997.997.99
evolvepolitics_com54.004.990.602.055.135.135.135.13
foxnews_com180.0010.331.350.7110.6110.6110.6110.61
ft_com99.007.431.970.548.148.148.148.14
huffingtonpost_com171.0010.741.680.7411.1711.1711.1711.17
independent_co_uk140.009.531.850.8410.0710.0710.0710.07
indy100_com61.007.040.007.047.047.047.047.04
libdemvoice_org94.004.670.183.534.714.714.714.71
mirror_co_uk359.008.451.671.379.159.159.159.15
nbcnews_com101.008.711.120.748.938.938.938.93
newstatesman_com76.006.090.981.486.356.356.356.35
npr_org156.008.951.470.639.399.399.399.39
nytimes_com53.0012.510.1711.2812.5312.5312.5312.53
order-order_com153.005.071.360.485.295.785.785.78
propublica_org28.006.200.006.206.206.206.206.20
reuters_com79.008.922.200.649.669.669.669.66
rt_com148.009.482.010.6810.1710.1710.1710.17
skwawkbox_org97.004.820.730.845.035.035.035.03
telegraph_co_uk103.009.951.092.3710.1510.1510.1510.15
thecanary_co204.004.841.800.933.626.216.216.21
theguardian_com148.0011.441.971.0112.1112.1112.1112.11
thetimes_co_uk71.006.810.284.456.846.846.846.84
washingtonpost_com81.0010.832.330.7611.4211.4211.4211.42
westmonster_com66.004.771.240.355.225.225.225.22
yournewswire_com105.005.820.463.795.995.995.995.99
\n", "
" ], "text/plain": [ " count mean std min 25% 50% 75% \\\n", "publisher_id \n", "anotherangryvoice_blogspot_co_uk 6.00 5.33 0.00 5.33 5.33 5.33 5.33 \n", "bbc_co_uk 97.00 12.83 1.78 0.88 13.15 13.15 13.15 \n", "breitbart_com 205.00 8.36 1.27 0.72 8.69 8.69 8.69 \n", "brexitcentral_com 21.00 4.41 0.84 0.77 4.59 4.59 4.59 \n", "buzzfeed_com 259.00 11.80 1.08 2.81 12.02 12.02 12.02 \n", "cnn_com 193.00 12.38 1.79 1.07 12.89 12.89 12.89 \n", "dailymail_co_uk 168.00 11.49 1.56 0.99 11.85 11.85 11.85 \n", "economist_com 39.00 7.31 2.02 0.53 7.99 7.99 7.99 \n", "evolvepolitics_com 54.00 4.99 0.60 2.05 5.13 5.13 5.13 \n", "foxnews_com 180.00 10.33 1.35 0.71 10.61 10.61 10.61 \n", "ft_com 99.00 7.43 1.97 0.54 8.14 8.14 8.14 \n", "huffingtonpost_com 171.00 10.74 1.68 0.74 11.17 11.17 11.17 \n", "independent_co_uk 140.00 9.53 1.85 0.84 10.07 10.07 10.07 \n", "indy100_com 61.00 7.04 0.00 7.04 7.04 7.04 7.04 \n", "libdemvoice_org 94.00 4.67 0.18 3.53 4.71 4.71 4.71 \n", "mirror_co_uk 359.00 8.45 1.67 1.37 9.15 9.15 9.15 \n", "nbcnews_com 101.00 8.71 1.12 0.74 8.93 8.93 8.93 \n", "newstatesman_com 76.00 6.09 0.98 1.48 6.35 6.35 6.35 \n", "npr_org 156.00 8.95 1.47 0.63 9.39 9.39 9.39 \n", "nytimes_com 53.00 12.51 0.17 11.28 12.53 12.53 12.53 \n", "order-order_com 153.00 5.07 1.36 0.48 5.29 5.78 5.78 \n", "propublica_org 28.00 6.20 0.00 6.20 6.20 6.20 6.20 \n", "reuters_com 79.00 8.92 2.20 0.64 9.66 9.66 9.66 \n", "rt_com 148.00 9.48 2.01 0.68 10.17 10.17 10.17 \n", "skwawkbox_org 97.00 4.82 0.73 0.84 5.03 5.03 5.03 \n", "telegraph_co_uk 103.00 9.95 1.09 2.37 10.15 10.15 10.15 \n", "thecanary_co 204.00 4.84 1.80 0.93 3.62 6.21 6.21 \n", "theguardian_com 148.00 11.44 1.97 1.01 12.11 12.11 12.11 \n", "thetimes_co_uk 71.00 6.81 0.28 4.45 6.84 6.84 6.84 \n", "washingtonpost_com 81.00 10.83 2.33 0.76 11.42 11.42 11.42 \n", "westmonster_com 66.00 4.77 1.24 0.35 5.22 5.22 5.22 \n", "yournewswire_com 105.00 5.82 0.46 3.79 5.99 5.99 5.99 \n", "\n", " max \n", "publisher_id \n", "anotherangryvoice_blogspot_co_uk 5.33 \n", "bbc_co_uk 13.15 \n", "breitbart_com 8.69 \n", "brexitcentral_com 4.59 \n", "buzzfeed_com 12.02 \n", "cnn_com 12.89 \n", "dailymail_co_uk 11.85 \n", "economist_com 7.99 \n", "evolvepolitics_com 5.13 \n", "foxnews_com 10.61 \n", "ft_com 8.14 \n", "huffingtonpost_com 11.17 \n", "independent_co_uk 10.07 \n", "indy100_com 7.04 \n", "libdemvoice_org 4.71 \n", "mirror_co_uk 9.15 \n", "nbcnews_com 8.93 \n", "newstatesman_com 6.35 \n", "npr_org 9.39 \n", "nytimes_com 12.53 \n", "order-order_com 5.78 \n", "propublica_org 6.20 \n", "reuters_com 9.66 \n", "rt_com 10.17 \n", "skwawkbox_org 5.03 \n", "telegraph_co_uk 10.15 \n", "thecanary_co 6.21 \n", "theguardian_com 12.11 \n", "thetimes_co_uk 6.84 \n", "washingtonpost_com 11.42 \n", "westmonster_com 5.22 \n", "yournewswire_com 5.99 " ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "lead_proposal_2.groupby(data.publisher_id).describe()" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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RERFp9ExfcWKFTkRERE/TM104Ef0v44kDkTH8DZEeLJwk4Q+QiIgoy/N8TGThhPxX8LO6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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "lead_proposal_2.groupby(data.publisher_id).min().plot.bar(figsize=[10,5])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That looks about right, as long as the smaller publishers were closer to zero. So let's apply feature scaling to this, to give a number between 1 and 20. (Anything not as lead will pass though as zero.)" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "collapsed": true, "scrolled": true }, "outputs": [], "source": [ "def rescale(series):\n", " return (series - series.min()) / (series.max() - series.min())\n", "\n", "lead_proposal_3 = np.ceil(20 * rescale(lead_proposal_2))" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0.34811595555636582, 13.145359968846892)" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "lead_proposal_2.min(), lead_proposal_2.max()" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "lead_proposal_3.plot.hist()" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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eng5HR0eT1x0cHJCenl7g6wVJSnrw1NednfWIjzevSBMhK6aWONa8TNYSQ2uc4t62suI8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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "lead_proposal_3.groupby(data.publisher_id).median().plot.bar(figsize=[10,5])" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "collapsed": true, "scrolled": true }, "outputs": [], "source": [ "data[\"lead_score\"] = pd.concat([lead_proposal_3, data.mins_as_lead[data.mins_as_lead==0]])" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "0.00 144577\n", "1.00 34\n", "2.00 38\n", "3.00 28\n", "4.00 38\n", "5.00 33\n", "6.00 44\n", "7.00 150\n", "8.00 246\n", "9.00 240\n", "10.00 230\n", "11.00 148\n", "12.00 62\n", "13.00 107\n", "14.00 577\n", "15.00 215\n", "16.00 360\n", "17.00 335\n", "18.00 237\n", "19.00 373\n", "20.00 319\n", "Name: lead_score, dtype: int64" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.lead_score.value_counts().sort_index()" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "publisher_id\n", "anotherangryvoice_blogspot_co_uk 8.00\n", "bbc_co_uk 20.00\n", "breitbart_com 14.00\n", "brexitcentral_com 7.00\n", "buzzfeed_com 19.00\n", "cnn_com 20.00\n", "dailymail_co_uk 18.00\n", "economist_com 12.00\n", "evolvepolitics_com 8.00\n", "foxnews_com 17.00\n", "ft_com 13.00\n", "huffingtonpost_com 17.00\n", "independent_co_uk 16.00\n", "indy100_com 11.00\n", "libdemvoice_org 7.00\n", "mirror_co_uk 14.00\n", "nbcnews_com 14.00\n", "newstatesman_com 10.00\n", "npr_org 15.00\n", "nytimes_com 20.00\n", "order-order_com 9.00\n", "propublica_org 10.00\n", "reuters_com 15.00\n", "rt_com 16.00\n", "skwawkbox_org 8.00\n", "telegraph_co_uk 16.00\n", "thecanary_co 10.00\n", "theguardian_com 19.00\n", "thetimes_co_uk 11.00\n", "washingtonpost_com 18.00\n", "westmonster_com 8.00\n", "yournewswire_com 9.00\n", "Name: lead_score, dtype: float64" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.lead_score.groupby(data.publisher_id).max()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In summary then, score for article $a$ is:\n", "\n", "\n", "$$\n", "unscaledLeadScore_a = \\frac{\\min(minsAsLead_a, 60)}{\\log(alexaRank_a)}\\\\\n", "leadScore_a = 19 \\cdot \n", "\\frac{unscaledLeadScore_a - \\min(unscaledLeadScore)}\n", "{\\max(unscaledLeadScore) - \\min(unscaledLeadScore)} \n", "+ 1\n", "$$\n", "\n", "Since the minium value of $minsAsLead$ is 1, $\\min(unscaledLeadScore)$ is pretty insignificant. So we can simplify this to:\n", "\n", "$$\n", "leadScore_a = 20 \\cdot \n", "\\frac{unscaledLeadScore_a }\n", " {\\max(unscaledLeadScore)} \n", "$$\n", "\n", "or: \n", "\n", "$$\n", "leadScore_a = 20 \\cdot \n", "\\frac{\\frac{\\min(minsAsLead_a, 60)}{\\log(alexaRank_a)} }\n", " {\\frac{60}{\\log(\\max(alexaRank))}} \n", "$$\n", "\n", "$$\n", "leadScore_a = \\left( 20 \\cdot \n", "\\frac{\\min(minsAsLead_a, 60)}{\\log(alexaRank_a)} \\cdot\n", " {\\frac{\\log(\\max(alexaRank))}{60}} \\right)\n", "$$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Time on front score (15 points)\n", "\n", "This is similar to time as lead, so lets try doing the same calculation, except we also want to factor in the number of slots on the front:\n", "\n", "\n", "$$frontScore_a = \n", "15 \n", "\\left(\\frac{\\min(minsOnFront_a, 1440)}{alexaRank_a \\cdot numArticlesOnFront_a}\\right) \n", "\\left( \\frac{\\min(alexaRank \\cdot numArticlesOnFront)}{1440} \\right)$$" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "2.4500000000000002" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "(data.alexa_rank * data.num_articles_on_front).min() / 1440" ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "collapsed": true, "scrolled": true }, "outputs": [], "source": [ "time_on_front_proposal_1 = np.ceil(data.mins_on_front.clip_upper(1440) / (data.alexa_rank * data.num_articles_on_front) * (2.45) * 15)" ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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Nnn/++bz//e/Pj370o0aPQg2++MUvZt68efnIRz6SdevWNXoc3sC+ffty6aWX\nZv78+VmwYIF/zka4xx9/POeee26SZPv27TnnnHOyYMGCLF++PAMDAw2ejtf6xX09+eSTWbBgQc49\n99ycf/75ee655xo8Hb/ML+7sVffff3/mzZvXoIl4lSDkkPja176WSZMmZe3atfnrv/7r/Pmf/3mj\nR+IN7Nu3L93d3Rk7dmyjR6EGW7Zsybe//e3ccccdWbNmTZ555plGj8Qb+Kd/+qfs378/X/7yl3PR\nRRflL/7iLxo9Eq/jlltuyZVXXpmXX345SbJy5cosWrQoa9euTbVa9UvOEea1+7rmmmuybNmyrFmz\nJr/927+dW265pcET8lqv3VmSfPe7381dd90Vn2/ZeIKQQ+KDH/xg/vRP/zRJUq1W09ra2uCJeCOr\nV6/O/Pnz8/a3v73Ro1CDjRs35oQTTshFF12UCy64IB/4wAcaPRJvYMqUKenv78/AwEB6e3vT1tbW\n6JF4Hcccc0yuv/76wfvbtm3LzJkzkySzZ8/O5s2bGzUav8Rr99XT05N3vOMdSZL+/v6MGTOmUaPx\nOl67sz179qSnpydLly5t4FS8yn+dOCTGjx+fJOnt7c0ll1ySRYsWNXgihnLPPfeko6Mjs2bNys03\n39zocajBnj17snPnztx0003ZsWNHLrzwwjzwwAOpVCqNHo3XMW7cuDz11FM544wzsmfPntx0002N\nHonXMWfOnOzYsWPwfrVaHfxna/z48dm7d2+jRuOXeO2+Xv3F5r//+7/ntttuy+23396o0Xgdv7iz\n/v7+XHHFFbn88svF+wjhDCGHzNNPP53zzjsvZ511Vs4888xGj8MQ7r777mzevDnnnntunnzyySxe\nvDi7du1q9FgMYdKkSenq6sro0aMzderUjBkzJrt37270WAzhb//2b9PV1ZVvfvObue+++7JkyZID\nLpdi5Gpp+T//e9TX15eJEyc2cBpq8Y1vfCPLly/PzTffnI6OjkaPwxC2bduW7du356qrrspnPvOZ\n/PCHP8w111zT6LGK5gwhh8Rzzz2XhQsXpru7O+973/saPQ5v4Bd/e3ruuefmqquuSmdnZwMn4o28\n5z3vyZe+9KV8/OMfz//8z//kxRdfzKRJkxo9FkOYOHFiRo0alSR5y1vekv3796e/v7/BU1GLadOm\nZcuWLTnllFOyYcOGvPe97230SAzhvvvuy5133pk1a9b492ITOOmkk/L1r389SbJjx4585jOfyRVX\nXNHgqcqJ0b+EAAAAwElEQVQmCDkkbrrppvz85z/PjTfemBtvvDHJ/76B2AeWwKFx6qmn5rHHHsvc\nuXNTrVbT3d3tvboj3B/90R9l6dKlWbBgQfbt25dPf/rTGTduXKPHogaLFy/OsmXL0tPTk6lTp2bO\nnDmNHonX0d/fn2uuuSa/9mu/losvvjhJcvLJJ+eSSy5p8GTQPCpVH+0DAABQJO8hBAAAKJQgBAAA\nKJQgBAAAKJQgBAAAKJQgBAAAKJQgBAAAKJQgBAAAKNT/D2lDOmU2yi8aAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "time_on_front_proposal_1.plot.hist(figsize=(15, 7), bins=15)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "1.00 65394\n", "2.00 8125\n", "3.00 5301\n", "4.00 4167\n", "5.00 1027\n", "6.00 646\n", "7.00 498\n", "8.00 486\n", "9.00 818\n", "10.00 296\n", "11.00 287\n", "12.00 385\n", "13.00 209\n", "14.00 70\n", "15.00 14\n", "dtype: int64" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "time_on_front_proposal_1.value_counts().sort_index()" ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "publisher_id\n", "anotherangryvoice_blogspot_co_uk 6.00\n", "bbc_co_uk 15580.00\n", "breitbart_com 2711.00\n", "brexitcentral_com 23.00\n", "buzzfeed_com 10173.00\n", "cnn_com 12205.00\n", "dailymail_co_uk 13680.00\n", "economist_com 270.00\n", "evolvepolitics_com 68.00\n", "foxnews_com 8774.00\n", "ft_com 2823.00\n", "huffingtonpost_com 8296.00\n", "independent_co_uk 4425.00\n", "indy100_com 528.00\n", "libdemvoice_org 94.00\n", "mirror_co_uk 9846.00\n", "nbcnews_com 1819.00\n", "newstatesman_com 468.00\n", "npr_org 2727.00\n", "nytimes_com 9632.00\n", "order-order_com 157.00\n", "propublica_org 44.00\n", "reuters_com 6395.00\n", "rt_com 4161.00\n", "skwawkbox_org 99.00\n", "telegraph_co_uk 6219.00\n", "thecanary_co 221.00\n", "theguardian_com 12530.00\n", "thetimes_co_uk 8663.00\n", "washingtonpost_com 9457.00\n", "westmonster_com 290.00\n", "yournewswire_com 222.00\n", "dtype: float64" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "time_on_front_proposal_1.groupby(data.publisher_id).sum()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That looks good to me." ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "collapsed": true, "scrolled": true }, "outputs": [], "source": [ "data[\"front_score\"] = np.ceil(data.mins_on_front.clip_upper(1440) / (data.alexa_rank * data.num_articles_on_front) * (2.45) * 15).fillna(0)" ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "id\n", "103d30e1ada75aa031d84f88af50d113184ea4ed 2.00\n", "dedd4245cfa237afcd5f543960e04ae90b26ac48 1.00\n", "18c2ab6d72b11232f9df96b3748b26519368b810 0.00\n", "e798d89b959cf713fe3658c2ee296af4bc9361e5 0.00\n", "092977d2eacec21b414928bf580d5caeb849e9c0 3.00\n", "cbe715858a280b4bec6f036f1adc25d189583ca5 1.00\n", "a7205ddbe6b5245c1299437ff9e1bb886793d3f5 1.00\n", "70dd8ba597cd8967bfee062350c97bc0290f9101 3.00\n", "b0675b893643adfe537b7fdf9cf1a97dccdecbcb 3.00\n", "8408c1851ad0eb71d942fae8826833d358feadf0 1.00\n", "4ef338521090ae5c38420602464ef508fd02669f 0.00\n", "089fffad87b278a4475608a6a592fc2740d9de1b 0.00\n", "dbad7af8248f83bb8cd22260a1e1a4663cb077f3 0.00\n", "be6cdcf31d2030055884d90920f3ccd74737448f 1.00\n", "559c71962376c3643bf92498241c33087b01a9af 0.00\n", "fcf8c33726c529f20fa4df003114f63741aa7f1a 0.00\n", "ba91b5f7e9f278b1e9dc41e8a779d3ef3503f5b8 1.00\n", "741174f3b8d6ad5b55171293f21896571d39d65b 3.00\n", "3b3c880b86419cad71dd3984d78f74dff8b0e3c2 0.00\n", "5542902dc091087011443a4bfe830fd4ab350972 1.00\n", "c7571e74bfc10e822d686e0bc5cc253245e6376f 3.00\n", "f96a4be826d39298ec3d9de2aa353128cf174c81 1.00\n", "c155979d2df3437ceb476c35827c7ac74c82c212 0.00\n", "310d932c897ff805d05bfd82ccbae4958e283154 0.00\n", "93f6cf71dfd5b7695977a1f0678eb46b5e23c458 0.00\n", "c31462dbc917793c2a8b207f2bdb03ab86b5f559 0.00\n", "e7defa945afafadf4b07170c4699bcb23084b68e 1.00\n", "d6da6736e5cfb6f188fecb96896d442338f9357d 2.00\n", "7ff739ee4f3b267e57fda44693cfec76cfe3c60f 0.00\n", "4d399c12dc6991996090884fe94dafc17942bacd 0.00\n", " ... \n", "88088f52ea4a0335c60f014cbfffb3014b57c39d 1.00\n", "77be73c2d6d79d373d621405cc809cd8d91aa537 0.00\n", "ba83628125d0abfeb37479dd3400ade6aa70a6d3 1.00\n", "cd8784b24f847f8aeb24df9343b8251db38587ca 1.00\n", "770d10c8666f5951a87651d6c5ac5ab20fd289bb 1.00\n", "b96b7b0ac8401a3bf864d3475ef1f5bf1d059ccb 4.00\n", "5a525512b43737f09e672ec188dc2a3fe84d4da0 1.00\n", "bdbec64c39b129d37e36a63acd3df574bab8ad13 2.00\n", "3ee9f77b11ee9875dc648fa6921a68233560afee 0.00\n", "3a3f02c7865c743ab8535ea3900776c320d4f763 0.00\n", "3d8cfec0612656eca397dc6a065e4b2fa24474ce 0.00\n", "e1b81f9f159a50ee87b54b144289d518f6c0d7d9 11.00\n", "b597762e798241ea1a5b3539cf67c33ec7036227 0.00\n", "e950ed8e42c9afc3f36164c18e9e1103e4a3639b 3.00\n", "2edb3930c982349109970498a465f51688b47440 6.00\n", "ffc8942d80078db665c60d34c4fcca0d45bcb35c 1.00\n", "61d2c71d22072cf56e5131e65c60bc7a29421561 0.00\n", "15b6d9d0497ac4c931925be571400036693bab40 0.00\n", "c8bd5bc0e73962ff84cd7a1f4e2b2a3d85453cbd 1.00\n", "560980f8907258fabf6c2ae2dfba116a4970c629 1.00\n", "e5687aeb20b4f4310aa0c9d89a7ba37bf362f63c 1.00\n", "2f6933177b8ad230eff56a85bd0aceb65f27e6d0 4.00\n", "4744dee9e500e0981c1dce7cdb26d79bfaf5de60 1.00\n", "f7bcf3e1e1f833643709a7c36c020b3e3c3fe3d8 2.00\n", "744aca0e14a5d36a2d8441ce96c98fb71ea947ed 0.00\n", "867e9f70464bdf4f428dcfda83c8782629403461 0.00\n", "033414864ddc21c06b87d3515e01b89e66a1b0c1 1.00\n", "a452e40c6f5ed9e609f35bbad66aaf7da60cc389 3.00\n", "d26c5e600e9a5983fd72dfe66b648f9c4b196af9 0.00\n", "8bc9b8238e93fc592e1e3be8911c284b0f536c4c 0.00\n", "Name: front_score, Length: 148391, dtype: float64" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.front_score " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Facebook brand page promotion (15 points)\n", "\n", "One way a publisher has of promoting content is to post to their brand page. The significance of doing so is stronger when the brand page has more followers (likes).\n", "\n", "$$ facebookPromotionProposed1_a = 15 \\left( \\frac {brandPageLikes_a} {\\max(brandPageLikes)} \\right) $$\n", "\n", "Now lets explore the data to see if that makes sense. **tr;dr the formula above is incorrect**" ] }, { "cell_type": "code", "execution_count": 43, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "43749031.0" ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.fb_brand_page_likes.max()" ] }, { "cell_type": "code", "execution_count": 44, "metadata": { "collapsed": true, "scrolled": true }, "outputs": [], "source": [ "facebook_promotion_proposed_1 = np.ceil((15 * (data.fb_brand_page_likes / data.fb_brand_page_likes.max())).fillna(0))" ] }, { "cell_type": "code", "execution_count": 45, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "facebook_promotion_proposed_1.value_counts().sort_index().plot.bar()" ] }, { "cell_type": "code", "execution_count": 46, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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countmeanstdmin25%50%75%max
publisher_id
anotherangryvoice_blogspot_co_uk6.001.000.001.001.001.001.001.00
bbc_co_uk12344.000.653.070.000.000.000.0015.00
breitbart_com2778.000.790.980.000.000.002.002.00
brexitcentral_com23.000.780.420.001.001.001.001.00
buzzfeed_com2006.000.220.420.000.000.000.001.00
cnn_com3733.002.544.350.000.000.0010.0010.00
dailymail_co_uk24170.000.581.600.000.000.000.005.00
economist_com533.001.861.460.000.003.003.003.00
evolvepolitics_com68.000.940.240.001.001.001.001.00
foxnews_com6935.000.641.860.000.000.000.006.00
ft_com3002.000.660.940.000.000.002.002.00
huffingtonpost_com11210.000.481.300.000.000.000.004.00
independent_co_uk6236.000.671.250.000.000.000.003.00
indy100_com528.000.460.500.000.000.001.001.00
libdemvoice_org95.000.990.100.001.001.001.001.00
mirror_co_uk10541.000.240.430.000.000.000.001.00
nbcnews_com1891.002.082.000.000.004.004.004.00
newstatesman_com472.000.740.440.000.001.001.001.00
npr_org2049.001.461.500.000.000.003.003.00
nytimes_com4857.001.542.310.000.000.005.005.00
order-order_com158.000.780.410.001.001.001.001.00
propublica_org46.000.850.360.001.001.001.001.00
reuters_com5228.000.650.940.000.000.002.002.00
rt_com2160.001.061.000.000.002.002.002.00
skwawkbox_org99.001.000.001.001.001.001.001.00
telegraph_co_uk7340.000.560.900.000.000.002.002.00
thecanary_co225.000.980.150.001.001.001.001.00
theguardian_com8376.000.531.140.000.000.000.003.00
thetimes_co_uk8693.000.060.230.000.000.000.001.00
washingtonpost_com22061.000.210.770.000.000.000.003.00
westmonster_com306.000.270.450.000.000.001.001.00
yournewswire_com222.000.060.240.000.000.000.001.00
\n", "
" ], "text/plain": [ " count mean std min 25% 50% 75% \\\n", "publisher_id \n", "anotherangryvoice_blogspot_co_uk 6.00 1.00 0.00 1.00 1.00 1.00 1.00 \n", "bbc_co_uk 12344.00 0.65 3.07 0.00 0.00 0.00 0.00 \n", "breitbart_com 2778.00 0.79 0.98 0.00 0.00 0.00 2.00 \n", "brexitcentral_com 23.00 0.78 0.42 0.00 1.00 1.00 1.00 \n", "buzzfeed_com 2006.00 0.22 0.42 0.00 0.00 0.00 0.00 \n", "cnn_com 3733.00 2.54 4.35 0.00 0.00 0.00 10.00 \n", "dailymail_co_uk 24170.00 0.58 1.60 0.00 0.00 0.00 0.00 \n", "economist_com 533.00 1.86 1.46 0.00 0.00 3.00 3.00 \n", "evolvepolitics_com 68.00 0.94 0.24 0.00 1.00 1.00 1.00 \n", "foxnews_com 6935.00 0.64 1.86 0.00 0.00 0.00 0.00 \n", "ft_com 3002.00 0.66 0.94 0.00 0.00 0.00 2.00 \n", "huffingtonpost_com 11210.00 0.48 1.30 0.00 0.00 0.00 0.00 \n", "independent_co_uk 6236.00 0.67 1.25 0.00 0.00 0.00 0.00 \n", "indy100_com 528.00 0.46 0.50 0.00 0.00 0.00 1.00 \n", "libdemvoice_org 95.00 0.99 0.10 0.00 1.00 1.00 1.00 \n", "mirror_co_uk 10541.00 0.24 0.43 0.00 0.00 0.00 0.00 \n", "nbcnews_com 1891.00 2.08 2.00 0.00 0.00 4.00 4.00 \n", "newstatesman_com 472.00 0.74 0.44 0.00 0.00 1.00 1.00 \n", "npr_org 2049.00 1.46 1.50 0.00 0.00 0.00 3.00 \n", "nytimes_com 4857.00 1.54 2.31 0.00 0.00 0.00 5.00 \n", "order-order_com 158.00 0.78 0.41 0.00 1.00 1.00 1.00 \n", "propublica_org 46.00 0.85 0.36 0.00 1.00 1.00 1.00 \n", "reuters_com 5228.00 0.65 0.94 0.00 0.00 0.00 2.00 \n", "rt_com 2160.00 1.06 1.00 0.00 0.00 2.00 2.00 \n", "skwawkbox_org 99.00 1.00 0.00 1.00 1.00 1.00 1.00 \n", "telegraph_co_uk 7340.00 0.56 0.90 0.00 0.00 0.00 2.00 \n", "thecanary_co 225.00 0.98 0.15 0.00 1.00 1.00 1.00 \n", "theguardian_com 8376.00 0.53 1.14 0.00 0.00 0.00 0.00 \n", "thetimes_co_uk 8693.00 0.06 0.23 0.00 0.00 0.00 0.00 \n", "washingtonpost_com 22061.00 0.21 0.77 0.00 0.00 0.00 0.00 \n", "westmonster_com 306.00 0.27 0.45 0.00 0.00 0.00 1.00 \n", "yournewswire_com 222.00 0.06 0.24 0.00 0.00 0.00 0.00 \n", "\n", " max \n", "publisher_id \n", "anotherangryvoice_blogspot_co_uk 1.00 \n", "bbc_co_uk 15.00 \n", "breitbart_com 2.00 \n", "brexitcentral_com 1.00 \n", "buzzfeed_com 1.00 \n", "cnn_com 10.00 \n", "dailymail_co_uk 5.00 \n", "economist_com 3.00 \n", "evolvepolitics_com 1.00 \n", "foxnews_com 6.00 \n", "ft_com 2.00 \n", "huffingtonpost_com 4.00 \n", "independent_co_uk 3.00 \n", "indy100_com 1.00 \n", "libdemvoice_org 1.00 \n", "mirror_co_uk 1.00 \n", "nbcnews_com 4.00 \n", "newstatesman_com 1.00 \n", "npr_org 3.00 \n", "nytimes_com 5.00 \n", "order-order_com 1.00 \n", "propublica_org 1.00 \n", "reuters_com 2.00 \n", "rt_com 2.00 \n", "skwawkbox_org 1.00 \n", "telegraph_co_uk 2.00 \n", "thecanary_co 1.00 \n", "theguardian_com 3.00 \n", "thetimes_co_uk 1.00 \n", "washingtonpost_com 3.00 \n", "westmonster_com 1.00 \n", "yournewswire_com 1.00 " ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ "facebook_promotion_proposed_1.groupby(data.publisher_id).describe()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That's too much variation: sites like the Guardian, which have a respectable 7.5m likes, should not be scoring a 3. Lets try applying a log to it, and then standard feature scaling again." ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "publisher_id\n", "anotherangryvoice_blogspot_co_uk 330139.00\n", "bbc_co_uk 43749031.00\n", "breitbart_com 3603063.00\n", "brexitcentral_com 8877.00\n", "buzzfeed_com 2664517.00\n", "cnn_com 28192524.00\n", "dailymail_co_uk 12290016.00\n", "economist_com 8257357.00\n", "evolvepolitics_com 111989.00\n", "foxnews_com 15707378.00\n", "ft_com 3630731.00\n", "huffingtonpost_com 9712213.00\n", "independent_co_uk 7387560.00\n", "indy100_com 219441.00\n", "libdemvoice_org 8590.00\n", "mirror_co_uk 2836406.00\n", "nbcnews_com 9198972.00\n", "newstatesman_com 154139.00\n", "npr_org 6146183.00\n", "nytimes_com 14517296.00\n", "order-order_com 44064.00\n", "propublica_org 348034.00\n", "reuters_com 3848086.00\n", "rt_com 4563650.00\n", "skwawkbox_org 5007.00\n", "telegraph_co_uk 4329376.00\n", "thecanary_co 154553.00\n", "theguardian_com 7669393.00\n", "thetimes_co_uk 687493.00\n", "washingtonpost_com 5999523.00\n", "westmonster_com 13110.00\n", "yournewswire_com 26183.00\n", "Name: fb_brand_page_likes, dtype: float64" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.fb_brand_page_likes.groupby(data.publisher_id).max()" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "7.6727578966425103" ] }, "execution_count": 48, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.log(2149)" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "publisher_id\n", "anotherangryvoice_blogspot_co_uk 12.71\n", "bbc_co_uk 17.59\n", "breitbart_com 15.10\n", "brexitcentral_com 9.09\n", "buzzfeed_com 14.80\n", "cnn_com 17.15\n", "dailymail_co_uk 16.32\n", "economist_com 15.93\n", "evolvepolitics_com 11.63\n", "foxnews_com 16.57\n", "ft_com 15.10\n", "huffingtonpost_com 16.09\n", "independent_co_uk 15.82\n", "indy100_com 12.30\n", "libdemvoice_org 9.06\n", "mirror_co_uk 14.86\n", "nbcnews_com 16.03\n", "newstatesman_com 11.95\n", "npr_org 15.63\n", "nytimes_com 16.49\n", "order-order_com 10.69\n", "propublica_org 12.76\n", "reuters_com 15.16\n", "rt_com 15.33\n", "skwawkbox_org 8.52\n", "telegraph_co_uk 15.28\n", "thecanary_co 11.95\n", "theguardian_com 15.85\n", "thetimes_co_uk 13.44\n", "washingtonpost_com 15.61\n", "westmonster_com 9.48\n", "yournewswire_com 10.17\n", "Name: fb_brand_page_likes, dtype: float64" ] }, "execution_count": 49, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.log(data.fb_brand_page_likes.groupby(data.publisher_id).max())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That's more like it, but the lower numbers should be smaller." ] }, { "cell_type": "code", "execution_count": 50, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "publisher_id\n", "anotherangryvoice_blogspot_co_uk 5.80\n", "bbc_co_uk 10.69\n", "breitbart_com 8.19\n", "brexitcentral_com 2.18\n", "buzzfeed_com 7.89\n", "cnn_com 10.25\n", "dailymail_co_uk 9.42\n", "economist_com 9.02\n", "evolvepolitics_com 4.72\n", "foxnews_com 9.66\n", "ft_com 8.20\n", "huffingtonpost_com 9.18\n", "independent_co_uk 8.91\n", "indy100_com 5.39\n", "libdemvoice_org 2.15\n", "mirror_co_uk 7.95\n", "nbcnews_com 9.13\n", "newstatesman_com 5.04\n", "npr_org 8.72\n", "nytimes_com 9.58\n", "order-order_com 3.79\n", "propublica_org 5.85\n", "reuters_com 8.26\n", "rt_com 8.43\n", "skwawkbox_org 1.61\n", "telegraph_co_uk 8.37\n", "thecanary_co 5.04\n", "theguardian_com 8.94\n", "thetimes_co_uk 6.53\n", "washingtonpost_com 8.70\n", "westmonster_com 2.57\n", "yournewswire_com 3.27\n", "Name: fb_brand_page_likes, dtype: float64" ] }, "execution_count": 50, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.log(data.fb_brand_page_likes.groupby(data.publisher_id).max() / 1000)" ] }, { "cell_type": "code", "execution_count": 51, "metadata": { "collapsed": true, "scrolled": true }, "outputs": [], "source": [ "scaled_fb_brand_page_likes = (data.fb_brand_page_likes / 1000)\n", "facebook_promotion_proposed_2 = np.ceil(\\\n", " (15 * \\\n", " (np.log(scaled_fb_brand_page_likes) / np.log(scaled_fb_brand_page_likes.max()))\\\n", " )\\\n", " ).fillna(0)" ] }, { "cell_type": "code", "execution_count": 52, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "publisher_id\n", "anotherangryvoice_blogspot_co_uk 9.00\n", "bbc_co_uk 15.00\n", "breitbart_com 12.00\n", "brexitcentral_com 4.00\n", "buzzfeed_com 12.00\n", "cnn_com 15.00\n", "dailymail_co_uk 14.00\n", "economist_com 13.00\n", "evolvepolitics_com 7.00\n", "foxnews_com 14.00\n", "ft_com 12.00\n", "huffingtonpost_com 13.00\n", "independent_co_uk 13.00\n", "indy100_com 8.00\n", "libdemvoice_org 4.00\n", "mirror_co_uk 12.00\n", "nbcnews_com 13.00\n", "newstatesman_com 8.00\n", "npr_org 13.00\n", "nytimes_com 14.00\n", "order-order_com 6.00\n", "propublica_org 9.00\n", "reuters_com 12.00\n", "rt_com 12.00\n", "skwawkbox_org 3.00\n", "telegraph_co_uk 12.00\n", "thecanary_co 8.00\n", "theguardian_com 13.00\n", "thetimes_co_uk 10.00\n", "washingtonpost_com 13.00\n", "westmonster_com 4.00\n", "yournewswire_com 5.00\n", "Name: fb_brand_page_likes, dtype: float64" ] }, "execution_count": 52, "metadata": {}, "output_type": "execute_result" } ], "source": [ "facebook_promotion_proposed_2.groupby(data.publisher_id).max()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "LGTM. So the equation is\n", "\n", "\n", "$$ facebookPromotion_a = 15 \\left( \n", "\\frac {\\log(\\frac {brandPageLikes_a}{1000})} \n", "{\\log(\\frac {\\max(brandPageLikes)}{1000}))} \\right) $$\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, let's try applying standard feature scaling approch to this, rather than using a magic number of 1,000. That equation would be:\n", "\n", "\\begin{align}\n", "unscaledFacebookPromotion_a &= \n", " \\log(brandPageLikes_a) \\\\\n", "facebookPromotion_a &= \n", " 15 \\cdot \\frac{unscaledFacebookPromotion_a - \\min(unscaledFacebookPromotion)}{\\max(unscaledFacebookPromotion) - \\min(unscaledFacebookPromotion)} \\\\\n", "\\\\\n", "\\text{The scaling can be simplified to:} \\\\\n", "facebookPromotion_a &= \n", " 15 \\cdot \\frac{unscaledFacebookPromotion_a - \\log(\\min(brandPageLikes))}{\\log(\\max(brandPageLikes)) - \\log(\\min(brandPageLikes))} \\\\\n", "\\\\\n", "\\text{Meaning the overall equation becomes:} \\\\\n", "facebookPromotion_a &= \n", " 15 \\cdot \\frac{\\log(brandPageLikes_a) - \\log(\\min(brandPageLikes))}{\\log(\\max(brandPageLikes)) - \\log(\\min(brandPageLikes))} \n", " \\end{align}\n" ] }, { "cell_type": "code", "execution_count": 53, "metadata": { "collapsed": true }, "outputs": [], "source": [ "facebook_promotion_proposed_3 = np.ceil(\n", " (14 * \n", " ( \n", " (np.log(data.fb_brand_page_likes) - np.log(data.fb_brand_page_likes.min()) ) /\n", " (np.log(data.fb_brand_page_likes.max()) - np.log(data.fb_brand_page_likes.min()))\n", " )\n", " ) + 1\n", " )" ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "publisher_id\n", "anotherangryvoice_blogspot_co_uk 8.00\n", "bbc_co_uk 15.00\n", "breitbart_com 12.00\n", "brexitcentral_com 2.00\n", "buzzfeed_com 11.00\n", "cnn_com 15.00\n", "dailymail_co_uk 14.00\n", "economist_com 13.00\n", "evolvepolitics_com 6.00\n", "foxnews_com 14.00\n", "ft_com 12.00\n", "huffingtonpost_com 13.00\n", "independent_co_uk 13.00\n", "indy100_com 7.00\n", "libdemvoice_org 2.00\n", "mirror_co_uk 11.00\n", "nbcnews_com 13.00\n", "newstatesman_com 7.00\n", "npr_org 12.00\n", "nytimes_com 14.00\n", "order-order_com 5.00\n", "propublica_org 8.00\n", "reuters_com 12.00\n", "rt_com 12.00\n", "skwawkbox_org 2.00\n", "telegraph_co_uk 12.00\n", "thecanary_co 7.00\n", "theguardian_com 13.00\n", "thetimes_co_uk 9.00\n", "washingtonpost_com 12.00\n", "westmonster_com 3.00\n", "yournewswire_com 4.00\n", "Name: fb_brand_page_likes, dtype: float64" ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "facebook_promotion_proposed_3.groupby(data.publisher_id).max()" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "collapsed": true }, "outputs": [], "source": [ "data[\"facebook_promotion_score\"] = facebook_promotion_proposed_3.fillna(0.0)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Review" ] }, { "cell_type": "code", "execution_count": 56, "metadata": { "collapsed": true, "scrolled": true }, "outputs": [], "source": [ "data[\"promotion_score\"] = (data.lead_score + data.front_score + data.facebook_promotion_score)\n", "data[\"attention_index\"] = (data.promotion_score + data.response_score)" ] }, { "cell_type": "code", "execution_count": 57, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 57, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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f9a431a718aea4611db8680cb9a2b32935932221https://www.buzzfeed.com/anupkaphle/south-asia...South Asia Is Also Experiencing The Worst Floo...2017-08-29 10:21:13.6642017-08-29 09:38:35.000405094182.592017-08-30T01:03:59.596Z2919430399271908...True2663443.002017-09-03T00:10:00.000Z14750.0019.0014.0011.0044.0094.00
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2017-08-23 23:00:30.000 \n", "7e11b41f3b01e4600644f96180e797a0ee4d8fa2 2017-08-26 00:08:53.000 \n", "814b1b017e3be7459408e36be2a5206f4c348631 2017-08-16 10:00:31.000 \n", "9157b50690c17e478aae8c0cbbfbb9c3db6b038c 2017-08-07 03:51:14.000 \n", "f52d21c6a22899376b57b365c99a4523b7cad841 2017-08-19 21:42:53.000 \n", "01df60472742a7c78b459655420a8853276dc27d 2017-08-16 00:04:13.000 \n", "4ec50c8407848cb16f316e3e0c2e14aaa304d179 2017-08-13 00:44:39.000 \n", "b22459b17924232209165651ca966817e62bae0d 2017-08-13 17:13:55.007 \n", "eb1ea0977d72adf0202b9b664a4a654518e1ce9d 2017-08-19 15:12:13.499 \n", "6e2393cf8bac39690bf4b94992ccfba6db274864 2017-08-01 14:57:38.000 \n", "a5a37e29d0b2e7640e19f583868777c1493555e3 2017-08-17 15:25:03.000 \n", "e2e204c9d6597400ca2e5de9814a6fda4c4bfe70 2017-08-24 00:58:16.000 \n", "f828a5f05babd9e0649d18d84b772da0e7ef8401 2017-08-29 13:35:39.000 \n", "098aede0a3d2b2599c5b811ccd9753b831bad17e 2017-08-18 16:55:20.000 \n", "2fce23ab50ee1745425b42e66c742e9825e48a23 2017-08-23 05:09:07.000 \n", "a0bdb495002919e09d1914f3bb24dcf4d5cbc08d 2017-08-12 11:13:01.000 \n", "31ef7cec6f7147227efec4dd20fc6b8a41a10335 2017-08-08 14:43:33.000 \n", "2d0ddfd661c23998c276541a016b256730b8ca1b 2017-08-09 22:46:41.000 \n", "be905b7cba28714bc3ad434ada164772afed06de 2017-08-02 00:06:27.000 \n", "... ... \n", "ea230b14069c1fe526e7f42d4f4ba7c38bbc88cf 2017-08-28 05:27:23.000 \n", "feff1a6e1719b32589f732d78f0674b16eda7362 2017-08-18 08:52:22.000 \n", "09adeb0c3ea57cca3be66948b344ae5f11d9fd9c 2017-08-02 14:27:18.000 \n", "2449b63cc77bb3703652f186d50c61471d5e5413 2017-08-02 14:24:42.000 \n", "2871dd160a1d8304572bd7252fbc453570d8e6c4 2017-08-18 08:36:48.000 \n", "e7bff28fd2679057599d7ed22b60c38c4180a063 2017-08-28 05:55:27.000 \n", "e0e12393c45c788a21b219e7f11514e3259d6516 2017-08-18 08:24:12.000 \n", "41585d376ffd7791f8c499de2dfdff11d10c3c60 2017-08-18 08:00:18.000 \n", "922ae172676d3ac344c7271f1f474babc439fb4b 2017-08-18 08:02:17.000 \n", 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"916d02e97272090b68aa4a7f174db860e599f8f0 2017-08-18 08:30:50.000 \n", "144b7032d6d5f4c5bf515120000b20c449076201 2017-08-18 08:31:26.000 \n", "87dcccefc3866303de4d1ce37bcf1752cbaa6393 2017-08-18 08:33:39.000 \n", "895ce04b567747b53e4019158f2eeb2096ec5084 2017-08-18 08:34:13.000 \n", "363e164d7ef68963ee54da261b3b40bcfabadbea 2017-08-28 05:57:18.000 \n", "e62c5553a5f0b912f2467075cb7c21e266f85e9f 2017-08-18 08:36:09.000 \n", "084a7ac1c07cb222a7aa283f5b6d84d484cb54ec 2017-08-21 09:48:42.000 \n", "\n", " fb_engagements \\\n", "id \n", "5bc8df6cf7ba6fda075fdec7a8a27e5b00a054fb 173441 \n", "f9a431a718aea4611db8680cb9a2b32935932221 405094 \n", "9d3d837c118469c6be614d62b79ccc67d4222ed6 137608 \n", "2f7b62a0d2a4675bfaa7b32ec314ce5acf001ac9 422742 \n", "5c22bca605c658ebd6d1afbadd26884feb2f2fb4 117849 \n", "8e3d4660760facbf3164d02034b7b726ffd7716b 112303 \n", "2a7d9f5e137fe37f993840df08c956a63ea8a9f1 168217 \n", "f5f4bbb52b32df81f30e9f83cb79fd090c90b048 155332 \n", 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"084a7ac1c07cb222a7aa283f5b6d84d484cb54ec 0.02 \n", "\n", " fb_max_engagements_per_min_time \\\n", "id \n", "5bc8df6cf7ba6fda075fdec7a8a27e5b00a054fb 2017-08-17T17:10:00.551Z \n", "f9a431a718aea4611db8680cb9a2b32935932221 2017-08-30T01:03:59.596Z \n", "9d3d837c118469c6be614d62b79ccc67d4222ed6 2017-08-21T02:27:59.624Z \n", "2f7b62a0d2a4675bfaa7b32ec314ce5acf001ac9 2017-08-12T16:41:59.688Z \n", "5c22bca605c658ebd6d1afbadd26884feb2f2fb4 2017-08-24T17:33:59.839Z \n", "8e3d4660760facbf3164d02034b7b726ffd7716b 2017-08-23T19:06:02.548Z \n", "2a7d9f5e137fe37f993840df08c956a63ea8a9f1 2017-08-25T16:54:00.927Z \n", "f5f4bbb52b32df81f30e9f83cb79fd090c90b048 2017-09-01T03:14:00.674Z \n", "513f414d516e4d00495c7d9bf28359787432cbd5 2017-08-03T21:16:03.290Z \n", "112452b06d5c5258740297738f9e06d00aa9c9b5 2017-08-20T19:14:01.425Z \n", "792373740c48788621261190c2aa513bcbb30584 2017-08-18T13:46:01.819Z \n", "ff28c43982b9fbace7a7037fedee1ee77de2c288 2017-08-24T01:10:00.187Z \n", 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2017-08-23T13:26:01.041Z \n", "a0bdb495002919e09d1914f3bb24dcf4d5cbc08d 2017-08-12T17:41:59.747Z \n", "31ef7cec6f7147227efec4dd20fc6b8a41a10335 2017-08-08T16:48:00.411Z \n", "2d0ddfd661c23998c276541a016b256730b8ca1b 2017-08-10T00:18:01.784Z \n", "be905b7cba28714bc3ad434ada164772afed06de 2017-08-02T01:10:00.882Z \n", "... ... \n", "ea230b14069c1fe526e7f42d4f4ba7c38bbc88cf 2017-08-28T05:44:01.142Z \n", "feff1a6e1719b32589f732d78f0674b16eda7362 2017-08-18T14:20:02.194Z \n", "09adeb0c3ea57cca3be66948b344ae5f11d9fd9c 2017-08-03T00:02:01.056Z \n", "2449b63cc77bb3703652f186d50c61471d5e5413 2017-08-03T02:02:00.328Z \n", "2871dd160a1d8304572bd7252fbc453570d8e6c4 2017-08-18T10:56:01.931Z \n", "e7bff28fd2679057599d7ed22b60c38c4180a063 2017-08-28T06:16:01.250Z \n", "e0e12393c45c788a21b219e7f11514e3259d6516 2017-08-18T11:50:01.962Z \n", "41585d376ffd7791f8c499de2dfdff11d10c3c60 2017-08-18T11:22:02.489Z \n", "922ae172676d3ac344c7271f1f474babc439fb4b 2017-08-18T10:38:01.961Z \n", "3da538b715310642f0052392dd4a2dcbb1970a28 2017-08-18T11:28:03.101Z \n", "94d289cea79893321d4e461b6b6f3dad2ff0c55b 2017-08-18T11:38:02.348Z \n", "5ec7b3f8d818d6fd77eb5cef16779a709f7e2792 2017-08-28T07:02:01.176Z \n", "534aceb294e07e723db4511fe18de4e24010daef 2017-08-07T03:16:00.321Z \n", "bae1995a13356f0253db5122dd5677a29737b7b3 2017-08-07T03:16:00.322Z \n", "5876875e2c6c0b653ce4b13d120d5aa1c4b260d9 2017-08-18T11:40:02.479Z \n", "848a780fc988417184a63cf9fae5fec626700494 2017-08-02T18:52:01.387Z \n", "f1878be211ca091760999efaa1376302dff74b4c 2017-08-18T13:56:01.615Z \n", "0c59cf32da069488867a72869d4b0aa6715b12e6 2017-08-18T11:50:01.976Z \n", "1656ad7fc35b3762dd6e8ed3df3fc28d5505984d 2017-08-18T14:12:00.928Z \n", "8e142110e7b53e0939ddd4fee7c6cfd77887fc9f 2017-08-06T19:52:00.178Z \n", "ec63335baa0d359e0a21ec3d739f60b12cbb3744 2017-08-18T13:56:00.979Z \n", "9bbfbfa88f510e893f9cd9351feeb2e804ed653b 2017-08-03T00:03:59.812Z \n", "d691879d8e93adaac69382b77139e947e78d2900 2017-08-18T08:46:01.439Z \n", "916d02e97272090b68aa4a7f174db860e599f8f0 2017-08-18T11:00:02.361Z \n", "144b7032d6d5f4c5bf515120000b20c449076201 2017-08-18T12:58:00.255Z \n", "87dcccefc3866303de4d1ce37bcf1752cbaa6393 2017-08-18T12:58:01.643Z \n", "895ce04b567747b53e4019158f2eeb2096ec5084 2017-08-18T11:00:02.358Z \n", "363e164d7ef68963ee54da261b3b40bcfabadbea 2017-08-28T06:16:01.257Z \n", "e62c5553a5f0b912f2467075cb7c21e266f85e9f 2017-08-18T11:00:02.360Z \n", "084a7ac1c07cb222a7aa283f5b6d84d484cb54ec 2017-08-21T18:20:00.629Z \n", "\n", " fb_comments fb_reactions \\\n", "id \n", "5bc8df6cf7ba6fda075fdec7a8a27e5b00a054fb 35777 107789 \n", "f9a431a718aea4611db8680cb9a2b32935932221 29194 303992 \n", "9d3d837c118469c6be614d62b79ccc67d4222ed6 42828 72468 \n", "2f7b62a0d2a4675bfaa7b32ec314ce5acf001ac9 117325 250533 \n", "5c22bca605c658ebd6d1afbadd26884feb2f2fb4 35187 70329 \n", "8e3d4660760facbf3164d02034b7b726ffd7716b 21292 82021 \n", "2a7d9f5e137fe37f993840df08c956a63ea8a9f1 38640 111205 \n", "f5f4bbb52b32df81f30e9f83cb79fd090c90b048 30702 95261 \n", "513f414d516e4d00495c7d9bf28359787432cbd5 19602 66142 \n", "112452b06d5c5258740297738f9e06d00aa9c9b5 9078 52326 \n", "792373740c48788621261190c2aa513bcbb30584 16659 65132 \n", "ff28c43982b9fbace7a7037fedee1ee77de2c288 11787 48412 \n", "7e11b41f3b01e4600644f96180e797a0ee4d8fa2 109735 227193 \n", "814b1b017e3be7459408e36be2a5206f4c348631 3159 56289 \n", "9157b50690c17e478aae8c0cbbfbb9c3db6b038c 96493 268928 \n", "f52d21c6a22899376b57b365c99a4523b7cad841 8148 54663 \n", "01df60472742a7c78b459655420a8853276dc27d 25210 57318 \n", "4ec50c8407848cb16f316e3e0c2e14aaa304d179 18589 33135 \n", "b22459b17924232209165651ca966817e62bae0d 18095 319256 \n", "eb1ea0977d72adf0202b9b664a4a654518e1ce9d 13594 156017 \n", "6e2393cf8bac39690bf4b94992ccfba6db274864 23323 42758 \n", "a5a37e29d0b2e7640e19f583868777c1493555e3 19298 75050 \n", "e2e204c9d6597400ca2e5de9814a6fda4c4bfe70 5037 48396 \n", "f828a5f05babd9e0649d18d84b772da0e7ef8401 78481 363072 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"5bc8df6cf7ba6fda075fdec7a8a27e5b00a054fb 29875 ... \n", "f9a431a718aea4611db8680cb9a2b32935932221 71908 ... \n", "9d3d837c118469c6be614d62b79ccc67d4222ed6 22312 ... \n", "2f7b62a0d2a4675bfaa7b32ec314ce5acf001ac9 54884 ... \n", "5c22bca605c658ebd6d1afbadd26884feb2f2fb4 12333 ... \n", "8e3d4660760facbf3164d02034b7b726ffd7716b 8990 ... \n", "2a7d9f5e137fe37f993840df08c956a63ea8a9f1 18372 ... \n", "f5f4bbb52b32df81f30e9f83cb79fd090c90b048 29369 ... \n", "513f414d516e4d00495c7d9bf28359787432cbd5 10817 ... \n", "112452b06d5c5258740297738f9e06d00aa9c9b5 17839 ... \n", "792373740c48788621261190c2aa513bcbb30584 7321 ... \n", "ff28c43982b9fbace7a7037fedee1ee77de2c288 10728 ... \n", "7e11b41f3b01e4600644f96180e797a0ee4d8fa2 30763 ... \n", "814b1b017e3be7459408e36be2a5206f4c348631 3516 ... \n", "9157b50690c17e478aae8c0cbbfbb9c3db6b038c 29569 ... \n", "f52d21c6a22899376b57b365c99a4523b7cad841 11909 ... \n", "01df60472742a7c78b459655420a8853276dc27d 9183 ... \n", 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"2871dd160a1d8304572bd7252fbc453570d8e6c4 0 ... \n", "e7bff28fd2679057599d7ed22b60c38c4180a063 0 ... \n", "e0e12393c45c788a21b219e7f11514e3259d6516 0 ... \n", "41585d376ffd7791f8c499de2dfdff11d10c3c60 0 ... \n", "922ae172676d3ac344c7271f1f474babc439fb4b 1 ... \n", "3da538b715310642f0052392dd4a2dcbb1970a28 0 ... \n", "94d289cea79893321d4e461b6b6f3dad2ff0c55b 0 ... \n", "5ec7b3f8d818d6fd77eb5cef16779a709f7e2792 0 ... \n", "534aceb294e07e723db4511fe18de4e24010daef 0 ... \n", "bae1995a13356f0253db5122dd5677a29737b7b3 0 ... \n", "5876875e2c6c0b653ce4b13d120d5aa1c4b260d9 0 ... \n", "848a780fc988417184a63cf9fae5fec626700494 1 ... \n", "f1878be211ca091760999efaa1376302dff74b4c 0 ... \n", "0c59cf32da069488867a72869d4b0aa6715b12e6 0 ... \n", "1656ad7fc35b3762dd6e8ed3df3fc28d5505984d 1 ... \n", "8e142110e7b53e0939ddd4fee7c6cfd77887fc9f 1 ... \n", "ec63335baa0d359e0a21ec3d739f60b12cbb3744 0 ... \n", "9bbfbfa88f510e893f9cd9351feeb2e804ed653b 0 ... \n", "d691879d8e93adaac69382b77139e947e78d2900 1 ... \n", "916d02e97272090b68aa4a7f174db860e599f8f0 0 ... \n", "144b7032d6d5f4c5bf515120000b20c449076201 0 ... \n", "87dcccefc3866303de4d1ce37bcf1752cbaa6393 0 ... \n", "895ce04b567747b53e4019158f2eeb2096ec5084 0 ... \n", "363e164d7ef68963ee54da261b3b40bcfabadbea 0 ... \n", "e62c5553a5f0b912f2467075cb7c21e266f85e9f 0 ... \n", "084a7ac1c07cb222a7aa283f5b6d84d484cb54ec 1 ... \n", "\n", " fb_brand_page fb_brand_page_likes \\\n", "id \n", "5bc8df6cf7ba6fda075fdec7a8a27e5b00a054fb True 43501654.00 \n", "f9a431a718aea4611db8680cb9a2b32935932221 True 2663443.00 \n", "9d3d837c118469c6be614d62b79ccc67d4222ed6 True 28047682.00 \n", "2f7b62a0d2a4675bfaa7b32ec314ce5acf001ac9 True 28007316.00 \n", "5c22bca605c658ebd6d1afbadd26884feb2f2fb4 True 2649391.00 \n", "8e3d4660760facbf3164d02034b7b726ffd7716b True 2646799.00 \n", "2a7d9f5e137fe37f993840df08c956a63ea8a9f1 True 28100799.00 \n", "f5f4bbb52b32df81f30e9f83cb79fd090c90b048 True 28173209.00 \n", "513f414d516e4d00495c7d9bf28359787432cbd5 True 27957228.00 \n", "112452b06d5c5258740297738f9e06d00aa9c9b5 True 28046550.00 \n", "792373740c48788621261190c2aa513bcbb30584 True 28038684.00 \n", "ff28c43982b9fbace7a7037fedee1ee77de2c288 True 28096369.00 \n", "7e11b41f3b01e4600644f96180e797a0ee4d8fa2 True 28106048.00 \n", "814b1b017e3be7459408e36be2a5206f4c348631 True 43487706.00 \n", "9157b50690c17e478aae8c0cbbfbb9c3db6b038c True 2628374.00 \n", "f52d21c6a22899376b57b365c99a4523b7cad841 True 28043784.00 \n", "01df60472742a7c78b459655420a8853276dc27d True 28025271.00 \n", "4ec50c8407848cb16f316e3e0c2e14aaa304d179 True 28009351.00 \n", "b22459b17924232209165651ca966817e62bae0d True 9667599.00 \n", "eb1ea0977d72adf0202b9b664a4a654518e1ce9d True 9688346.00 \n", "6e2393cf8bac39690bf4b94992ccfba6db274864 True 27943487.00 \n", "a5a37e29d0b2e7640e19f583868777c1493555e3 True 28034233.00 \n", "e2e204c9d6597400ca2e5de9814a6fda4c4bfe70 True 43604821.00 \n", "f828a5f05babd9e0649d18d84b772da0e7ef8401 True 2658046.00 \n", "098aede0a3d2b2599c5b811ccd9753b831bad17e True 43515983.00 \n", "2fce23ab50ee1745425b42e66c742e9825e48a23 True 28095696.00 \n", "a0bdb495002919e09d1914f3bb24dcf4d5cbc08d True 2637450.00 \n", "31ef7cec6f7147227efec4dd20fc6b8a41a10335 True 27979804.00 \n", "2d0ddfd661c23998c276541a016b256730b8ca1b True 27991392.00 \n", "be905b7cba28714bc3ad434ada164772afed06de True 14358478.00 \n", "... ... ... \n", "ea230b14069c1fe526e7f42d4f4ba7c38bbc88cf False nan \n", "feff1a6e1719b32589f732d78f0674b16eda7362 False nan \n", "09adeb0c3ea57cca3be66948b344ae5f11d9fd9c False nan \n", "2449b63cc77bb3703652f186d50c61471d5e5413 False nan \n", "2871dd160a1d8304572bd7252fbc453570d8e6c4 False nan \n", "e7bff28fd2679057599d7ed22b60c38c4180a063 False nan \n", "e0e12393c45c788a21b219e7f11514e3259d6516 False nan \n", "41585d376ffd7791f8c499de2dfdff11d10c3c60 False nan \n", "922ae172676d3ac344c7271f1f474babc439fb4b False nan \n", "3da538b715310642f0052392dd4a2dcbb1970a28 False nan \n", "94d289cea79893321d4e461b6b6f3dad2ff0c55b False nan \n", "5ec7b3f8d818d6fd77eb5cef16779a709f7e2792 False nan \n", "534aceb294e07e723db4511fe18de4e24010daef False nan \n", "bae1995a13356f0253db5122dd5677a29737b7b3 False nan \n", "5876875e2c6c0b653ce4b13d120d5aa1c4b260d9 False nan \n", "848a780fc988417184a63cf9fae5fec626700494 False nan \n", "f1878be211ca091760999efaa1376302dff74b4c False nan \n", "0c59cf32da069488867a72869d4b0aa6715b12e6 False nan \n", "1656ad7fc35b3762dd6e8ed3df3fc28d5505984d False nan \n", "8e142110e7b53e0939ddd4fee7c6cfd77887fc9f False nan \n", "ec63335baa0d359e0a21ec3d739f60b12cbb3744 False nan \n", "9bbfbfa88f510e893f9cd9351feeb2e804ed653b False nan \n", "d691879d8e93adaac69382b77139e947e78d2900 False nan \n", "916d02e97272090b68aa4a7f174db860e599f8f0 False nan \n", "144b7032d6d5f4c5bf515120000b20c449076201 False nan \n", "87dcccefc3866303de4d1ce37bcf1752cbaa6393 False nan \n", "895ce04b567747b53e4019158f2eeb2096ec5084 False nan \n", "363e164d7ef68963ee54da261b3b40bcfabadbea False nan \n", "e62c5553a5f0b912f2467075cb7c21e266f85e9f False nan \n", "084a7ac1c07cb222a7aa283f5b6d84d484cb54ec False nan \n", "\n", " fb_brand_page_time \\\n", "id \n", "5bc8df6cf7ba6fda075fdec7a8a27e5b00a054fb 2017-08-17T21:03:24.000Z \n", "f9a431a718aea4611db8680cb9a2b32935932221 2017-09-03T00:10:00.000Z \n", "9d3d837c118469c6be614d62b79ccc67d4222ed6 2017-08-21T00:30:29.000Z \n", "2f7b62a0d2a4675bfaa7b32ec314ce5acf001ac9 2017-08-12T16:32:58.000Z \n", "5c22bca605c658ebd6d1afbadd26884feb2f2fb4 2017-08-24T23:34:00.000Z \n", "8e3d4660760facbf3164d02034b7b726ffd7716b 2017-08-23T18:02:40.000Z \n", "2a7d9f5e137fe37f993840df08c956a63ea8a9f1 2017-08-25T06:45:02.000Z \n", "f5f4bbb52b32df81f30e9f83cb79fd090c90b048 2017-09-01T03:00:46.000Z \n", "513f414d516e4d00495c7d9bf28359787432cbd5 2017-08-03T20:07:04.000Z \n", "112452b06d5c5258740297738f9e06d00aa9c9b5 2017-08-20T18:36:25.000Z \n", "792373740c48788621261190c2aa513bcbb30584 2017-08-18T13:00:13.000Z \n", "ff28c43982b9fbace7a7037fedee1ee77de2c288 2017-08-23T23:17:40.000Z \n", "7e11b41f3b01e4600644f96180e797a0ee4d8fa2 2017-08-26T00:17:16.000Z \n", "814b1b017e3be7459408e36be2a5206f4c348631 2017-08-17T01:00:32.000Z \n", "9157b50690c17e478aae8c0cbbfbb9c3db6b038c 2017-08-07T04:12:23.000Z \n", "f52d21c6a22899376b57b365c99a4523b7cad841 2017-08-19T23:00:09.000Z \n", "01df60472742a7c78b459655420a8853276dc27d 2017-08-16T07:31:02.000Z \n", "4ec50c8407848cb16f316e3e0c2e14aaa304d179 2017-08-13T01:13:53.000Z \n", "b22459b17924232209165651ca966817e62bae0d 2017-08-13T18:15:02.000Z \n", "eb1ea0977d72adf0202b9b664a4a654518e1ce9d 2017-08-19T15:30:14.000Z \n", "6e2393cf8bac39690bf4b94992ccfba6db274864 2017-08-01T15:14:04.000Z \n", "a5a37e29d0b2e7640e19f583868777c1493555e3 2017-08-17T15:54:05.000Z \n", "e2e204c9d6597400ca2e5de9814a6fda4c4bfe70 2017-08-24T10:31:05.000Z \n", "f828a5f05babd9e0649d18d84b772da0e7ef8401 2017-08-29T19:47:00.000Z \n", "098aede0a3d2b2599c5b811ccd9753b831bad17e 2017-08-18T16:59:10.000Z \n", "2fce23ab50ee1745425b42e66c742e9825e48a23 2017-08-23T10:00:43.000Z \n", "a0bdb495002919e09d1914f3bb24dcf4d5cbc08d 2017-08-12T12:21:00.000Z \n", "31ef7cec6f7147227efec4dd20fc6b8a41a10335 2017-08-08T16:30:54.000Z \n", "2d0ddfd661c23998c276541a016b256730b8ca1b 2017-08-10T07:00:02.000Z \n", "be905b7cba28714bc3ad434ada164772afed06de 2017-08-02T00:13:17.000Z \n", "... ... \n", "ea230b14069c1fe526e7f42d4f4ba7c38bbc88cf NaN \n", "feff1a6e1719b32589f732d78f0674b16eda7362 NaN \n", "09adeb0c3ea57cca3be66948b344ae5f11d9fd9c NaN \n", "2449b63cc77bb3703652f186d50c61471d5e5413 NaN \n", "2871dd160a1d8304572bd7252fbc453570d8e6c4 NaN \n", "e7bff28fd2679057599d7ed22b60c38c4180a063 NaN \n", "e0e12393c45c788a21b219e7f11514e3259d6516 NaN \n", "41585d376ffd7791f8c499de2dfdff11d10c3c60 NaN \n", "922ae172676d3ac344c7271f1f474babc439fb4b NaN \n", "3da538b715310642f0052392dd4a2dcbb1970a28 NaN \n", "94d289cea79893321d4e461b6b6f3dad2ff0c55b NaN \n", "5ec7b3f8d818d6fd77eb5cef16779a709f7e2792 NaN \n", "534aceb294e07e723db4511fe18de4e24010daef NaN \n", "bae1995a13356f0253db5122dd5677a29737b7b3 NaN \n", "5876875e2c6c0b653ce4b13d120d5aa1c4b260d9 NaN \n", "848a780fc988417184a63cf9fae5fec626700494 NaN \n", "f1878be211ca091760999efaa1376302dff74b4c NaN \n", "0c59cf32da069488867a72869d4b0aa6715b12e6 NaN \n", "1656ad7fc35b3762dd6e8ed3df3fc28d5505984d NaN \n", "8e142110e7b53e0939ddd4fee7c6cfd77887fc9f NaN \n", "ec63335baa0d359e0a21ec3d739f60b12cbb3744 NaN \n", "9bbfbfa88f510e893f9cd9351feeb2e804ed653b NaN \n", "d691879d8e93adaac69382b77139e947e78d2900 NaN \n", "916d02e97272090b68aa4a7f174db860e599f8f0 NaN \n", "144b7032d6d5f4c5bf515120000b20c449076201 NaN \n", "87dcccefc3866303de4d1ce37bcf1752cbaa6393 NaN \n", "895ce04b567747b53e4019158f2eeb2096ec5084 NaN \n", "363e164d7ef68963ee54da261b3b40bcfabadbea NaN \n", "e62c5553a5f0b912f2467075cb7c21e266f85e9f NaN \n", "084a7ac1c07cb222a7aa283f5b6d84d484cb54ec NaN \n", "\n", " alexa_rank response_score \\\n", "id \n", "5bc8df6cf7ba6fda075fdec7a8a27e5b00a054fb 96 50.00 \n", "f9a431a718aea4611db8680cb9a2b32935932221 147 50.00 \n", "9d3d837c118469c6be614d62b79ccc67d4222ed6 105 50.00 \n", "2f7b62a0d2a4675bfaa7b32ec314ce5acf001ac9 105 50.00 \n", "5c22bca605c658ebd6d1afbadd26884feb2f2fb4 147 50.00 \n", "8e3d4660760facbf3164d02034b7b726ffd7716b 147 50.00 \n", "2a7d9f5e137fe37f993840df08c956a63ea8a9f1 105 50.00 \n", "f5f4bbb52b32df81f30e9f83cb79fd090c90b048 105 50.00 \n", "513f414d516e4d00495c7d9bf28359787432cbd5 105 49.00 \n", "112452b06d5c5258740297738f9e06d00aa9c9b5 105 48.00 \n", "792373740c48788621261190c2aa513bcbb30584 105 48.00 \n", "ff28c43982b9fbace7a7037fedee1ee77de2c288 105 47.00 \n", "7e11b41f3b01e4600644f96180e797a0ee4d8fa2 105 50.00 \n", "814b1b017e3be7459408e36be2a5206f4c348631 96 46.00 \n", "9157b50690c17e478aae8c0cbbfbb9c3db6b038c 147 50.00 \n", "f52d21c6a22899376b57b365c99a4523b7cad841 105 47.00 \n", "01df60472742a7c78b459655420a8853276dc27d 105 48.00 \n", "4ec50c8407848cb16f316e3e0c2e14aaa304d179 105 46.00 \n", "b22459b17924232209165651ca966817e62bae0d 215 50.00 \n", "eb1ea0977d72adf0202b9b664a4a654518e1ce9d 215 50.00 \n", "6e2393cf8bac39690bf4b94992ccfba6db274864 105 48.00 \n", "a5a37e29d0b2e7640e19f583868777c1493555e3 105 50.00 \n", "e2e204c9d6597400ca2e5de9814a6fda4c4bfe70 96 46.00 \n", "f828a5f05babd9e0649d18d84b772da0e7ef8401 147 50.00 \n", "098aede0a3d2b2599c5b811ccd9753b831bad17e 96 47.00 \n", "2fce23ab50ee1745425b42e66c742e9825e48a23 105 47.00 \n", "a0bdb495002919e09d1914f3bb24dcf4d5cbc08d 147 50.00 \n", "31ef7cec6f7147227efec4dd20fc6b8a41a10335 105 46.00 \n", "2d0ddfd661c23998c276541a016b256730b8ca1b 105 44.00 \n", "be905b7cba28714bc3ad434ada164772afed06de 120 50.00 \n", "... ... ... \n", "ea230b14069c1fe526e7f42d4f4ba7c38bbc88cf 158 0.00 \n", "feff1a6e1719b32589f732d78f0674b16eda7362 158 0.00 \n", "09adeb0c3ea57cca3be66948b344ae5f11d9fd9c 191 0.00 \n", "2449b63cc77bb3703652f186d50c61471d5e5413 96 0.00 \n", "2871dd160a1d8304572bd7252fbc453570d8e6c4 158 0.00 \n", "e7bff28fd2679057599d7ed22b60c38c4180a063 191 0.00 \n", "e0e12393c45c788a21b219e7f11514e3259d6516 191 0.00 \n", "41585d376ffd7791f8c499de2dfdff11d10c3c60 142 0.00 \n", "922ae172676d3ac344c7271f1f474babc439fb4b 191 0.00 \n", "3da538b715310642f0052392dd4a2dcbb1970a28 191 0.00 \n", "94d289cea79893321d4e461b6b6f3dad2ff0c55b 215 0.00 \n", "5ec7b3f8d818d6fd77eb5cef16779a709f7e2792 191 0.00 \n", "534aceb294e07e723db4511fe18de4e24010daef 191 0.00 \n", "bae1995a13356f0253db5122dd5677a29737b7b3 191 0.00 \n", "5876875e2c6c0b653ce4b13d120d5aa1c4b260d9 191 0.00 \n", "848a780fc988417184a63cf9fae5fec626700494 191 0.00 \n", "f1878be211ca091760999efaa1376302dff74b4c 215 0.00 \n", "0c59cf32da069488867a72869d4b0aa6715b12e6 191 0.00 \n", "1656ad7fc35b3762dd6e8ed3df3fc28d5505984d 215 0.00 \n", "8e142110e7b53e0939ddd4fee7c6cfd77887fc9f 191 0.00 \n", "ec63335baa0d359e0a21ec3d739f60b12cbb3744 370 0.00 \n", "9bbfbfa88f510e893f9cd9351feeb2e804ed653b 191 0.00 \n", "d691879d8e93adaac69382b77139e947e78d2900 142 0.00 \n", "916d02e97272090b68aa4a7f174db860e599f8f0 191 0.00 \n", "144b7032d6d5f4c5bf515120000b20c449076201 370 0.00 \n", "87dcccefc3866303de4d1ce37bcf1752cbaa6393 96 0.00 \n", "895ce04b567747b53e4019158f2eeb2096ec5084 191 0.00 \n", "363e164d7ef68963ee54da261b3b40bcfabadbea 191 0.00 \n", "e62c5553a5f0b912f2467075cb7c21e266f85e9f 191 0.00 \n", "084a7ac1c07cb222a7aa283f5b6d84d484cb54ec 142 0.00 \n", "\n", " lead_score front_score \\\n", "id \n", "5bc8df6cf7ba6fda075fdec7a8a27e5b00a054fb 20.00 9.00 \n", "f9a431a718aea4611db8680cb9a2b32935932221 19.00 14.00 \n", "9d3d837c118469c6be614d62b79ccc67d4222ed6 20.00 9.00 \n", "2f7b62a0d2a4675bfaa7b32ec314ce5acf001ac9 20.00 9.00 \n", "5c22bca605c658ebd6d1afbadd26884feb2f2fb4 19.00 13.00 \n", "8e3d4660760facbf3164d02034b7b726ffd7716b 19.00 13.00 \n", "2a7d9f5e137fe37f993840df08c956a63ea8a9f1 20.00 8.00 \n", "f5f4bbb52b32df81f30e9f83cb79fd090c90b048 20.00 8.00 \n", "513f414d516e4d00495c7d9bf28359787432cbd5 20.00 8.00 \n", "112452b06d5c5258740297738f9e06d00aa9c9b5 20.00 9.00 \n", "792373740c48788621261190c2aa513bcbb30584 20.00 8.00 \n", "ff28c43982b9fbace7a7037fedee1ee77de2c288 20.00 9.00 \n", "7e11b41f3b01e4600644f96180e797a0ee4d8fa2 20.00 6.00 \n", "814b1b017e3be7459408e36be2a5206f4c348631 20.00 10.00 \n", "9157b50690c17e478aae8c0cbbfbb9c3db6b038c 19.00 11.00 \n", "f52d21c6a22899376b57b365c99a4523b7cad841 20.00 9.00 \n", "01df60472742a7c78b459655420a8853276dc27d 20.00 8.00 \n", "4ec50c8407848cb16f316e3e0c2e14aaa304d179 20.00 9.00 \n", "b22459b17924232209165651ca966817e62bae0d 17.00 10.00 \n", "eb1ea0977d72adf0202b9b664a4a654518e1ce9d 17.00 10.00 \n", "6e2393cf8bac39690bf4b94992ccfba6db274864 20.00 7.00 \n", "a5a37e29d0b2e7640e19f583868777c1493555e3 20.00 5.00 \n", "e2e204c9d6597400ca2e5de9814a6fda4c4bfe70 20.00 9.00 \n", "f828a5f05babd9e0649d18d84b772da0e7ef8401 19.00 10.00 \n", "098aede0a3d2b2599c5b811ccd9753b831bad17e 20.00 7.00 \n", 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"output_type": "execute_result" } ], "source": [ "# and lets see the articles with the biggest attention index\n", "data.sort_values(\"attention_index\", ascending=False)" ] }, { "cell_type": "code", "execution_count": 61, "metadata": { "collapsed": true, "scrolled": true }, "outputs": [], "source": [ "data[\"score_diff\"] = data.promotion_score - data.response_score" ] }, { "cell_type": "code", "execution_count": 62, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/html": [ "
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a96c040af2ed0a2561a1bf0f4c19297f271ae3edhttp://www.bbc.co.uk/news/world-europe-41057304Man shot after attacking Brussels troops2017-08-25 19:33:00.8382017-08-25 19:30:370147.962017-08-25T21:10:02.357Z000...43641284.002017-08-25T19:37:22.000Z960.0020.0010.0015.0045.0045.0045.00
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"e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 0.17 \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 0.25 \n", "927c56158391f50dfc3b1549195deebf175e2478 0.08 \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 53.16 \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 0.11 \n", "7c61a13b28222804ce718ff15fc6c5349e246369 2478.92 \n", "2711716851862d1880226d271c35931b00411551 0.37 \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 6.50 \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 0.25 \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 0.50 \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 0.24 \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 0.42 \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 130.83 \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 79.36 \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 0.08 \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 43.08 \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 77.77 \n", "d896f7176dd863588481711c0eb8e19905b961ca 1.00 \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 0.08 \n", "\n", " fb_max_engagements_per_min_time \\\n", "id \n", "a96c040af2ed0a2561a1bf0f4c19297f271ae3ed 2017-08-25T21:10:02.357Z \n", "5dd70fc9ea42b2d127033bcd64660f1940030c92 2017-08-19T21:52:00.484Z \n", "a891d138c2bcf31d948afcfb856a59f991d78e4f 2017-08-12T19:19:59.811Z \n", "7871898fe8e346056041debe5afffde02118dd33 2017-08-25T10:04:01.518Z \n", "2eee49e0cf12b7f87a2cdafb4cabfd17bdb53965 2017-08-13T14:20:01.132Z \n", "de58848c3fba3550be9fa164194024dc17baacb3 2017-08-05T12:34:01.753Z \n", "e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 2017-08-17T15:56:01.851Z \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 2017-08-06T15:26:00.707Z \n", "927c56158391f50dfc3b1549195deebf175e2478 2017-08-17T14:22:01.807Z \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 2017-08-21T03:02:00.081Z \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 2017-08-08T18:55:59.837Z \n", "7c61a13b28222804ce718ff15fc6c5349e246369 2017-08-14T10:24:00.752Z \n", "2711716851862d1880226d271c35931b00411551 2017-08-25T00:12:01.927Z \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 2017-08-22T02:10:01.693Z \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 2017-08-19T14:38:01.259Z \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 2017-08-18T19:20:03.083Z \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 2017-08-15T03:24:01.573Z \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 2017-08-03T14:38:02.873Z \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 2017-08-02T01:18:00.243Z \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 2017-08-08T00:52:01.245Z \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 2017-08-25T14:16:01.942Z \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 2017-08-24T20:50:00.443Z \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 2017-08-16T09:11:59.702Z \n", "d896f7176dd863588481711c0eb8e19905b961ca 2017-08-24T22:30:02.773Z \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 2017-08-15T17:10:02.786Z \n", "\n", " fb_comments fb_reactions \\\n", "id \n", "a96c040af2ed0a2561a1bf0f4c19297f271ae3ed 0 0 \n", "5dd70fc9ea42b2d127033bcd64660f1940030c92 0 0 \n", "a891d138c2bcf31d948afcfb856a59f991d78e4f 0 0 \n", "7871898fe8e346056041debe5afffde02118dd33 0 0 \n", "2eee49e0cf12b7f87a2cdafb4cabfd17bdb53965 0 0 \n", "de58848c3fba3550be9fa164194024dc17baacb3 0 0 \n", "e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 0 0 \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 0 0 \n", "927c56158391f50dfc3b1549195deebf175e2478 0 0 \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 0 0 \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 6 9 \n", "7c61a13b28222804ce718ff15fc6c5349e246369 0 0 \n", "2711716851862d1880226d271c35931b00411551 16 27 \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 0 0 \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 4 23 \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 7 17 \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 3 49 \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 0 0 \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 0 0 \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 0 0 \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 0 0 \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 0 0 \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 0 0 \n", "d896f7176dd863588481711c0eb8e19905b961ca 2 4 \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 0 6 \n", "\n", " fb_shares ... \\\n", "id ... \n", "a96c040af2ed0a2561a1bf0f4c19297f271ae3ed 0 ... \n", "5dd70fc9ea42b2d127033bcd64660f1940030c92 0 ... \n", "a891d138c2bcf31d948afcfb856a59f991d78e4f 0 ... \n", "7871898fe8e346056041debe5afffde02118dd33 0 ... \n", "2eee49e0cf12b7f87a2cdafb4cabfd17bdb53965 1 ... \n", "de58848c3fba3550be9fa164194024dc17baacb3 3 ... \n", "e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 2 ... \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 3 ... \n", "927c56158391f50dfc3b1549195deebf175e2478 1 ... \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 0 ... \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 22 ... \n", "7c61a13b28222804ce718ff15fc6c5349e246369 0 ... \n", "2711716851862d1880226d271c35931b00411551 20 ... \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 0 ... \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 33 ... \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 40 ... \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 18 ... \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 5 ... \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 0 ... \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 0 ... \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 1 ... \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 0 ... \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 0 ... \n", "d896f7176dd863588481711c0eb8e19905b961ca 6 ... \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 7 ... \n", "\n", " fb_brand_page_likes \\\n", "id \n", "a96c040af2ed0a2561a1bf0f4c19297f271ae3ed 43641284.00 \n", "5dd70fc9ea42b2d127033bcd64660f1940030c92 43518815.00 \n", "a891d138c2bcf31d948afcfb856a59f991d78e4f 43416675.00 \n", "7871898fe8e346056041debe5afffde02118dd33 2650108.00 \n", "2eee49e0cf12b7f87a2cdafb4cabfd17bdb53965 2638724.00 \n", "de58848c3fba3550be9fa164194024dc17baacb3 2626421.00 \n", "e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 2643708.00 \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 2627238.00 \n", "927c56158391f50dfc3b1549195deebf175e2478 2643633.00 \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 43546090.00 \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 2636375.00 \n", "7c61a13b28222804ce718ff15fc6c5349e246369 7643415.00 \n", "2711716851862d1880226d271c35931b00411551 2650910.00 \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 7655513.00 \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 2645223.00 \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 2645358.00 \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 2640309.00 \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 nan \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 15585866.00 \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 12014442.00 \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 nan \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 12173156.00 \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 7646421.00 \n", "d896f7176dd863588481711c0eb8e19905b961ca 7657721.00 \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 2641800.00 \n", "\n", " fb_brand_page_time \\\n", "id \n", "a96c040af2ed0a2561a1bf0f4c19297f271ae3ed 2017-08-25T19:37:22.000Z \n", "5dd70fc9ea42b2d127033bcd64660f1940030c92 2017-08-18T20:35:08.000Z \n", "a891d138c2bcf31d948afcfb856a59f991d78e4f 2017-08-11T11:48:41.000Z \n", "7871898fe8e346056041debe5afffde02118dd33 2017-08-25T14:48:20.000Z \n", "2eee49e0cf12b7f87a2cdafb4cabfd17bdb53965 2017-08-13T18:33:00.000Z \n", "de58848c3fba3550be9fa164194024dc17baacb3 2017-08-05T17:39:00.000Z \n", "e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 2017-08-17T18:09:00.000Z \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 2017-08-06T22:40:00.000Z \n", "927c56158391f50dfc3b1549195deebf175e2478 2017-08-17T16:39:00.000Z \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 2017-08-21T02:37:12.000Z \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 2017-08-12T00:13:39.000Z \n", "7c61a13b28222804ce718ff15fc6c5349e246369 2017-08-12T15:59:29.000Z \n", "2711716851862d1880226d271c35931b00411551 2017-08-26T17:44:00.000Z \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 2017-08-22T08:20:00.000Z \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 2017-08-20T00:30:00.000Z \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 2017-08-20T21:03:00.000Z \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 2017-08-15T15:00:24.000Z \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 NaN \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 2017-08-02T09:30:00.000Z \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 2017-08-08T00:15:10.000Z \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 NaN \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 2017-08-24T19:45:28.000Z \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 2017-08-15T12:56:36.000Z \n", "d896f7176dd863588481711c0eb8e19905b961ca 2017-08-24T06:19:07.000Z \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 2017-08-16T04:54:00.000Z \n", "\n", " alexa_rank response_score \\\n", "id \n", "a96c040af2ed0a2561a1bf0f4c19297f271ae3ed 96 0.00 \n", "5dd70fc9ea42b2d127033bcd64660f1940030c92 96 0.00 \n", "a891d138c2bcf31d948afcfb856a59f991d78e4f 96 0.00 \n", "7871898fe8e346056041debe5afffde02118dd33 147 0.00 \n", "2eee49e0cf12b7f87a2cdafb4cabfd17bdb53965 147 0.00 \n", "de58848c3fba3550be9fa164194024dc17baacb3 147 1.00 \n", "e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 147 1.00 \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 147 1.00 \n", "927c56158391f50dfc3b1549195deebf175e2478 147 0.00 \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 96 0.00 \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 147 5.00 \n", "7c61a13b28222804ce718ff15fc6c5349e246369 142 0.00 \n", "2711716851862d1880226d271c35931b00411551 147 7.00 \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 142 0.00 \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 147 7.00 \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 147 7.00 \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 147 8.00 \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 147 1.00 \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 285 0.00 \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 158 0.00 \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 147 0.00 \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 158 0.00 \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 142 0.00 \n", "d896f7176dd863588481711c0eb8e19905b961ca 142 2.00 \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 147 3.00 \n", "\n", " lead_score front_score \\\n", "id \n", "a96c040af2ed0a2561a1bf0f4c19297f271ae3ed 20.00 10.00 \n", "5dd70fc9ea42b2d127033bcd64660f1940030c92 20.00 10.00 \n", "a891d138c2bcf31d948afcfb856a59f991d78e4f 20.00 8.00 \n", "7871898fe8e346056041debe5afffde02118dd33 19.00 13.00 \n", "2eee49e0cf12b7f87a2cdafb4cabfd17bdb53965 19.00 13.00 \n", "de58848c3fba3550be9fa164194024dc17baacb3 19.00 14.00 \n", "e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 19.00 14.00 \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 19.00 14.00 \n", "927c56158391f50dfc3b1549195deebf175e2478 19.00 12.00 \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 20.00 5.00 \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 19.00 13.00 \n", "7c61a13b28222804ce718ff15fc6c5349e246369 19.00 4.00 \n", "2711716851862d1880226d271c35931b00411551 19.00 13.00 \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 19.00 4.00 \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 19.00 12.00 \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 19.00 11.00 \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 19.00 11.00 \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 19.00 15.00 \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 17.00 2.00 \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 18.00 1.00 \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 19.00 14.00 \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 18.00 1.00 \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 19.00 1.00 \n", "d896f7176dd863588481711c0eb8e19905b961ca 19.00 3.00 \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 19.00 6.00 \n", "\n", " facebook_promotion_score \\\n", "id \n", "a96c040af2ed0a2561a1bf0f4c19297f271ae3ed 15.00 \n", "5dd70fc9ea42b2d127033bcd64660f1940030c92 15.00 \n", "a891d138c2bcf31d948afcfb856a59f991d78e4f 15.00 \n", "7871898fe8e346056041debe5afffde02118dd33 11.00 \n", "2eee49e0cf12b7f87a2cdafb4cabfd17bdb53965 11.00 \n", "de58848c3fba3550be9fa164194024dc17baacb3 11.00 \n", "e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 11.00 \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 11.00 \n", "927c56158391f50dfc3b1549195deebf175e2478 11.00 \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 15.00 \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 11.00 \n", "7c61a13b28222804ce718ff15fc6c5349e246369 13.00 \n", "2711716851862d1880226d271c35931b00411551 11.00 \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 13.00 \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 11.00 \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 11.00 \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 11.00 \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 0.00 \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 14.00 \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 14.00 \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 0.00 \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 14.00 \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 13.00 \n", "d896f7176dd863588481711c0eb8e19905b961ca 13.00 \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 11.00 \n", "\n", " promotion_score attention_index \\\n", "id \n", "a96c040af2ed0a2561a1bf0f4c19297f271ae3ed 45.00 45.00 \n", "5dd70fc9ea42b2d127033bcd64660f1940030c92 45.00 45.00 \n", "a891d138c2bcf31d948afcfb856a59f991d78e4f 43.00 43.00 \n", "7871898fe8e346056041debe5afffde02118dd33 43.00 43.00 \n", "2eee49e0cf12b7f87a2cdafb4cabfd17bdb53965 43.00 43.00 \n", "de58848c3fba3550be9fa164194024dc17baacb3 44.00 45.00 \n", "e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 44.00 45.00 \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 44.00 45.00 \n", "927c56158391f50dfc3b1549195deebf175e2478 42.00 42.00 \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 40.00 40.00 \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 43.00 48.00 \n", "7c61a13b28222804ce718ff15fc6c5349e246369 36.00 36.00 \n", "2711716851862d1880226d271c35931b00411551 43.00 50.00 \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 36.00 36.00 \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 42.00 49.00 \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 41.00 48.00 \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 41.00 49.00 \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 34.00 35.00 \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 33.00 33.00 \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 33.00 33.00 \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 33.00 33.00 \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 33.00 33.00 \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 33.00 33.00 \n", "d896f7176dd863588481711c0eb8e19905b961ca 35.00 37.00 \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 36.00 39.00 \n", "\n", " score_diff \n", "id \n", "a96c040af2ed0a2561a1bf0f4c19297f271ae3ed 45.00 \n", "5dd70fc9ea42b2d127033bcd64660f1940030c92 45.00 \n", "a891d138c2bcf31d948afcfb856a59f991d78e4f 43.00 \n", "7871898fe8e346056041debe5afffde02118dd33 43.00 \n", "2eee49e0cf12b7f87a2cdafb4cabfd17bdb53965 43.00 \n", "de58848c3fba3550be9fa164194024dc17baacb3 43.00 \n", "e0e54d8a3ca097df78e14a8ca6d30abb26e5ecb9 43.00 \n", "6666e26a4ec8a7875c73b728cad8f353e2045bc4 43.00 \n", "927c56158391f50dfc3b1549195deebf175e2478 42.00 \n", "d6047b1d2d2a850fa9053b6bd9c0aeef7df8fdae 40.00 \n", "a611b0ede73ab49dc8a7b82ef7a47fb5b0c8e0d8 38.00 \n", "7c61a13b28222804ce718ff15fc6c5349e246369 36.00 \n", "2711716851862d1880226d271c35931b00411551 36.00 \n", "3ba536b7e826a1d9d8873c786d733f3e4a49cbc8 36.00 \n", "2ebf576335435e03111cda6dca10e98892c8f3d2 35.00 \n", "e7222e4d2eb1eea9c874b5f07b5fe82b6167f006 34.00 \n", "89008fd54697f1ab1c7ce17b39827ff84d5af7a3 33.00 \n", "c8feb6222f1e07129625c8562c2ec6b9153c5a08 33.00 \n", "89a7ab6236bad1abd7afc15172b9e8a953eea9d4 33.00 \n", "46b0401e9b8415dc7d7980c1c777748c5807ca72 33.00 \n", "adf8f08cd9b3c9d8308dfe6c72c4d61cff4fd797 33.00 \n", "73580f28cdc22b2cf6f133f5d8d0c76f2f92da92 33.00 \n", "cbce8eb31a83066977187d0dde3cbe4d29793374 33.00 \n", "d896f7176dd863588481711c0eb8e19905b961ca 33.00 \n", "034dadb1c814df55b110fb56d45f220a0af64ba8 33.00 \n", "\n", "[25 rows x 26 columns]" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# promoted but low response\n", "data.sort_values(\"score_diff\", ascending=False).head(25)" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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urlheadlinediscoveredpublishedfb_engagementsfb_max_engagements_per_minfb_max_engagements_per_min_timefb_commentsfb_reactionsfb_shares...fb_brand_page_likesfb_brand_page_timealexa_rankresponse_scorelead_scorefront_scorefacebook_promotion_scorepromotion_scoreattention_indexscore_diff
id
18189c494eb422d1b0ab26167076175e05a18985https://www.washingtonpost.com/local/the-lates...The Latest: Police identify helicopter, troope...2017-08-13 01:06:07.3772017-08-13 01:04:19.0003392684231.072017-08-13T05:28:00.473Z9055520725341460...nanNaN19150.000.000.000.000.0050.00-50.00
bf626f6b535a51ccffbebca41b61027d9dc8bf6dhttp://www.cnn.com/2016/01/06/health/adult-col...Why adult coloring books are good for you2017-08-01 17:42:17.3362017-08-01 17:37:24.0002553411.312017-08-02T16:39:59.574Z5244816243140462...nanNaN10550.000.000.000.000.0050.00-50.00
ecd92911b177889b3a902a7ddfde0d1ff086f8c4http://www.huffingtonpost.com/entry/remove-him...Remove Him Now2017-08-19 18:03:21.5452017-08-19 17:48:07.484105278213.552017-08-20T00:40:00.669Z10282875497447...nanNaN21549.000.000.000.000.0049.00-49.00
284b3454ef8d5235469a5c32f9ea20ba029b9ff4http://www.foxnews.com/us/2017/08/14/boston-ho...Boston Holocaust Memorial smashed to pieces2017-08-15 00:25:03.6562017-08-15 00:09:00.00013006190.422017-08-15T20:36:00.218Z260958782916137...nanNaN28550.000.001.000.001.0051.00-49.00
976ee1af9f57e6a45c1a02cc7a05cc6eccfa498bhttp://www.huffingtonpost.com/entry/the-proble...The Problem With Melania Isn't Her Shoes2017-08-31 01:03:14.4872017-08-31 00:47:41.41395153207.422017-09-02T15:08:00.267Z18286679488919...nanNaN21549.000.000.000.000.0049.00-49.00
9d5416e1d850656cec86528c97dfeef0b738d032http://yournewswire.com/charlottesville-hillar...Charlottesville Killer Was Hillary Supporter, ...2017-08-13 20:35:16.6812017-08-13 19:04:01.000162946102.642017-08-14T14:12:00.081Z652176642831301...nanNaN2256850.000.001.000.001.0051.00-49.00
0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1https://www.rt.com/on-air/400998-barcelona-ant...Anti-terrorism march in Barcelona in wake of a...2017-08-26 16:20:14.5302017-08-26 16:20:14.5301754442826.472017-08-26T23:48:01.315Z2407210417140955...nanNaN36550.000.001.000.001.0051.00-49.00
558e0d04a7977fafaee4d2c5e7f78d514470d153https://www.buzzfeed.com/alexandrearagao/esse-...Esse é o tamanho da área que Temer liberou par...2017-08-24 20:33:16.6762017-08-24 20:32:56.00079416185.922017-08-25T19:52:00.145Z4568654629386...nanNaN14748.000.000.000.000.0048.00-48.00
597bc58ed2caa997c80434e8db5fa7f37d0167bchttp://www.foxnews.com/us/2017/08/04/planned-p...Planned Parenthood: Teach your preschoolers 't...2017-08-04 15:15:06.4792017-08-04 12:29:00.000275925166.252017-08-07T16:22:00.043Z10003814762628261...nanNaN28550.000.002.000.002.0052.00-48.00
8e862d36fc0c1b6f14b78bb64ddebfe62c9426fdhttps://www.washingtonpost.com/news/post-polit...Trump doubles down on initial Charlottesville ...2017-08-15 20:35:02.6952017-08-15 20:31:00.000955112332.742017-08-15T23:36:01.987Z31677546889146...nanNaN19149.000.001.000.001.0050.00-48.00
6404530570733ce02f88d193eb64a0597ac829aehttp://www.cnn.com/2017/08/20/entertainment/je...Jerry Lee Lewis dies at 912017-08-20 18:24:15.5302017-08-20 18:20:54.00080427322.552017-08-20T21:42:01.255Z92565270718464...nanNaN10548.000.000.000.000.0048.00-48.00
eb4883d5690803f0708b472e24ff3345b586f2c9https://www.nytimes.com/2017/08/17/us/politics...Trump ‘Sad’ Over Removal of ‘Our Beautiful Sta...2017-08-17 13:24:00.0822017-08-17 13:22:51.00092464263.082017-08-17T15:01:59.775Z29592543078565...nanNaN12048.000.000.000.000.0048.00-48.00
f026f1d592c1ea91ee7a2a69531b74e7fada42cchttp://www.foxnews.com/entertainment/2017/08/2...ESPN pulls Asian-American announcer from Virgi...2017-08-23 01:35:04.6902017-08-23 01:07:00.000287252357.922017-08-23T13:36:01.174Z12325213326430736...nanNaN28550.000.002.000.002.0052.00-48.00
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"d7300e64ac7f445fd36cf88631473f8a0814a919 577.62 \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c 188.33 \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 7311.08 \n", "146b733457836a9790f68079b387d3a64fc9908c 186.68 \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 466.92 \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad 130.18 \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 99.39 \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 192.43 \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 161.97 \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 390.96 \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be 139.86 \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d 216.16 \n", "\n", " fb_max_engagements_per_min_time \\\n", "id \n", "18189c494eb422d1b0ab26167076175e05a18985 2017-08-13T05:28:00.473Z \n", "bf626f6b535a51ccffbebca41b61027d9dc8bf6d 2017-08-02T16:39:59.574Z \n", "ecd92911b177889b3a902a7ddfde0d1ff086f8c4 2017-08-20T00:40:00.669Z \n", "284b3454ef8d5235469a5c32f9ea20ba029b9ff4 2017-08-15T20:36:00.218Z \n", "976ee1af9f57e6a45c1a02cc7a05cc6eccfa498b 2017-09-02T15:08:00.267Z \n", "9d5416e1d850656cec86528c97dfeef0b738d032 2017-08-14T14:12:00.081Z \n", "0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1 2017-08-26T23:48:01.315Z \n", "558e0d04a7977fafaee4d2c5e7f78d514470d153 2017-08-25T19:52:00.145Z \n", "597bc58ed2caa997c80434e8db5fa7f37d0167bc 2017-08-07T16:22:00.043Z \n", "8e862d36fc0c1b6f14b78bb64ddebfe62c9426fd 2017-08-15T23:36:01.987Z \n", "6404530570733ce02f88d193eb64a0597ac829ae 2017-08-20T21:42:01.255Z \n", "eb4883d5690803f0708b472e24ff3345b586f2c9 2017-08-17T15:01:59.775Z \n", "f026f1d592c1ea91ee7a2a69531b74e7fada42cc 2017-08-23T13:36:01.174Z \n", "d7300e64ac7f445fd36cf88631473f8a0814a919 2017-08-28T19:32:00.579Z \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c 2017-08-18T03:04:00.413Z \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 2017-08-25T09:16:00.526Z \n", "146b733457836a9790f68079b387d3a64fc9908c 2017-09-01T17:04:00.374Z \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 2017-08-25T13:04:00.035Z \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad 2017-08-19T03:43:59.592Z \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 2017-08-30T02:05:59.449Z \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 2017-08-21T15:07:59.825Z \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 2017-08-19T13:34:00.065Z \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 2017-08-16T23:00:01.574Z \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be 2017-08-10T10:24:02.068Z \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d 2017-08-16T17:42:02.788Z \n", "\n", " fb_comments fb_reactions \\\n", "id \n", "18189c494eb422d1b0ab26167076175e05a18985 90555 207253 \n", "bf626f6b535a51ccffbebca41b61027d9dc8bf6d 52448 162431 \n", "ecd92911b177889b3a902a7ddfde0d1ff086f8c4 10282 87549 \n", "284b3454ef8d5235469a5c32f9ea20ba029b9ff4 26095 87829 \n", "976ee1af9f57e6a45c1a02cc7a05cc6eccfa498b 18286 67948 \n", "9d5416e1d850656cec86528c97dfeef0b738d032 65217 66428 \n", "0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1 24072 10417 \n", "558e0d04a7977fafaee4d2c5e7f78d514470d153 4568 65462 \n", "597bc58ed2caa997c80434e8db5fa7f37d0167bc 100038 147626 \n", "8e862d36fc0c1b6f14b78bb64ddebfe62c9426fd 31677 54688 \n", "6404530570733ce02f88d193eb64a0597ac829ae 9256 52707 \n", "eb4883d5690803f0708b472e24ff3345b586f2c9 29592 54307 \n", "f026f1d592c1ea91ee7a2a69531b74e7fada42cc 123252 133264 \n", "d7300e64ac7f445fd36cf88631473f8a0814a919 53284 34686 \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c 2054 66208 \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 9576 80768 \n", "146b733457836a9790f68079b387d3a64fc9908c 9522 57462 \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 90276 275289 \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad 4033 64964 \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 27757 53203 \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 11504 66531 \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 11217 49251 \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 12099 49717 \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be 27929 17486 \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d 9229 32937 \n", "\n", " fb_shares ... \\\n", "id ... \n", "18189c494eb422d1b0ab26167076175e05a18985 41460 ... \n", "bf626f6b535a51ccffbebca41b61027d9dc8bf6d 40462 ... \n", "ecd92911b177889b3a902a7ddfde0d1ff086f8c4 7447 ... \n", "284b3454ef8d5235469a5c32f9ea20ba029b9ff4 16137 ... \n", "976ee1af9f57e6a45c1a02cc7a05cc6eccfa498b 8919 ... \n", "9d5416e1d850656cec86528c97dfeef0b738d032 31301 ... \n", "0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1 140955 ... \n", "558e0d04a7977fafaee4d2c5e7f78d514470d153 9386 ... \n", "597bc58ed2caa997c80434e8db5fa7f37d0167bc 28261 ... \n", "8e862d36fc0c1b6f14b78bb64ddebfe62c9426fd 9146 ... \n", "6404530570733ce02f88d193eb64a0597ac829ae 18464 ... \n", "eb4883d5690803f0708b472e24ff3345b586f2c9 8565 ... \n", "f026f1d592c1ea91ee7a2a69531b74e7fada42cc 30736 ... \n", "d7300e64ac7f445fd36cf88631473f8a0814a919 12189 ... \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c 12821 ... \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 16296 ... \n", "146b733457836a9790f68079b387d3a64fc9908c 8631 ... \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 55940 ... \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad 5157 ... \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 9999 ... \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 9657 ... \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 8269 ... \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 5334 ... \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be 4163 ... \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d 10402 ... \n", "\n", " fb_brand_page_likes \\\n", "id \n", "18189c494eb422d1b0ab26167076175e05a18985 nan \n", "bf626f6b535a51ccffbebca41b61027d9dc8bf6d nan \n", "ecd92911b177889b3a902a7ddfde0d1ff086f8c4 nan \n", "284b3454ef8d5235469a5c32f9ea20ba029b9ff4 nan \n", "976ee1af9f57e6a45c1a02cc7a05cc6eccfa498b nan \n", "9d5416e1d850656cec86528c97dfeef0b738d032 nan \n", "0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1 nan \n", "558e0d04a7977fafaee4d2c5e7f78d514470d153 nan \n", "597bc58ed2caa997c80434e8db5fa7f37d0167bc nan \n", "8e862d36fc0c1b6f14b78bb64ddebfe62c9426fd nan \n", "6404530570733ce02f88d193eb64a0597ac829ae nan \n", "eb4883d5690803f0708b472e24ff3345b586f2c9 nan \n", "f026f1d592c1ea91ee7a2a69531b74e7fada42cc nan \n", "d7300e64ac7f445fd36cf88631473f8a0814a919 nan \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c nan \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 nan \n", "146b733457836a9790f68079b387d3a64fc9908c nan \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 nan \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad nan \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 nan \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 nan \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 nan \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 nan \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be nan \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d nan \n", "\n", " fb_brand_page_time alexa_rank \\\n", "id \n", "18189c494eb422d1b0ab26167076175e05a18985 NaN 191 \n", "bf626f6b535a51ccffbebca41b61027d9dc8bf6d NaN 105 \n", "ecd92911b177889b3a902a7ddfde0d1ff086f8c4 NaN 215 \n", "284b3454ef8d5235469a5c32f9ea20ba029b9ff4 NaN 285 \n", "976ee1af9f57e6a45c1a02cc7a05cc6eccfa498b NaN 215 \n", "9d5416e1d850656cec86528c97dfeef0b738d032 NaN 22568 \n", "0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1 NaN 365 \n", "558e0d04a7977fafaee4d2c5e7f78d514470d153 NaN 147 \n", "597bc58ed2caa997c80434e8db5fa7f37d0167bc NaN 285 \n", "8e862d36fc0c1b6f14b78bb64ddebfe62c9426fd NaN 191 \n", "6404530570733ce02f88d193eb64a0597ac829ae NaN 105 \n", "eb4883d5690803f0708b472e24ff3345b586f2c9 NaN 120 \n", "f026f1d592c1ea91ee7a2a69531b74e7fada42cc NaN 285 \n", "d7300e64ac7f445fd36cf88631473f8a0814a919 NaN 191 \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c NaN 147 \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 NaN 285 \n", "146b733457836a9790f68079b387d3a64fc9908c NaN 142 \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 NaN 285 \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad NaN 120 \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 NaN 285 \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 NaN 191 \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 NaN 285 \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 NaN 285 \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be NaN 158 \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d NaN 120 \n", "\n", " response_score lead_score \\\n", "id \n", "18189c494eb422d1b0ab26167076175e05a18985 50.00 0.00 \n", "bf626f6b535a51ccffbebca41b61027d9dc8bf6d 50.00 0.00 \n", "ecd92911b177889b3a902a7ddfde0d1ff086f8c4 49.00 0.00 \n", "284b3454ef8d5235469a5c32f9ea20ba029b9ff4 50.00 0.00 \n", "976ee1af9f57e6a45c1a02cc7a05cc6eccfa498b 49.00 0.00 \n", "9d5416e1d850656cec86528c97dfeef0b738d032 50.00 0.00 \n", "0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1 50.00 0.00 \n", "558e0d04a7977fafaee4d2c5e7f78d514470d153 48.00 0.00 \n", "597bc58ed2caa997c80434e8db5fa7f37d0167bc 50.00 0.00 \n", "8e862d36fc0c1b6f14b78bb64ddebfe62c9426fd 49.00 0.00 \n", "6404530570733ce02f88d193eb64a0597ac829ae 48.00 0.00 \n", "eb4883d5690803f0708b472e24ff3345b586f2c9 48.00 0.00 \n", "f026f1d592c1ea91ee7a2a69531b74e7fada42cc 50.00 0.00 \n", "d7300e64ac7f445fd36cf88631473f8a0814a919 49.00 0.00 \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c 48.00 0.00 \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 49.00 0.00 \n", "146b733457836a9790f68079b387d3a64fc9908c 47.00 0.00 \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 50.00 0.00 \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad 47.00 0.00 \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 48.00 0.00 \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 48.00 0.00 \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 47.00 0.00 \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 47.00 0.00 \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be 45.00 0.00 \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d 45.00 0.00 \n", "\n", " front_score \\\n", "id \n", "18189c494eb422d1b0ab26167076175e05a18985 0.00 \n", "bf626f6b535a51ccffbebca41b61027d9dc8bf6d 0.00 \n", "ecd92911b177889b3a902a7ddfde0d1ff086f8c4 0.00 \n", "284b3454ef8d5235469a5c32f9ea20ba029b9ff4 1.00 \n", "976ee1af9f57e6a45c1a02cc7a05cc6eccfa498b 0.00 \n", "9d5416e1d850656cec86528c97dfeef0b738d032 1.00 \n", "0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1 1.00 \n", "558e0d04a7977fafaee4d2c5e7f78d514470d153 0.00 \n", "597bc58ed2caa997c80434e8db5fa7f37d0167bc 2.00 \n", "8e862d36fc0c1b6f14b78bb64ddebfe62c9426fd 1.00 \n", "6404530570733ce02f88d193eb64a0597ac829ae 0.00 \n", "eb4883d5690803f0708b472e24ff3345b586f2c9 0.00 \n", "f026f1d592c1ea91ee7a2a69531b74e7fada42cc 2.00 \n", "d7300e64ac7f445fd36cf88631473f8a0814a919 1.00 \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c 0.00 \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 1.00 \n", "146b733457836a9790f68079b387d3a64fc9908c 0.00 \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 3.00 \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad 0.00 \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 2.00 \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 2.00 \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 1.00 \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 2.00 \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be 0.00 \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d 0.00 \n", "\n", " facebook_promotion_score \\\n", "id \n", "18189c494eb422d1b0ab26167076175e05a18985 0.00 \n", "bf626f6b535a51ccffbebca41b61027d9dc8bf6d 0.00 \n", "ecd92911b177889b3a902a7ddfde0d1ff086f8c4 0.00 \n", "284b3454ef8d5235469a5c32f9ea20ba029b9ff4 0.00 \n", "976ee1af9f57e6a45c1a02cc7a05cc6eccfa498b 0.00 \n", "9d5416e1d850656cec86528c97dfeef0b738d032 0.00 \n", "0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1 0.00 \n", "558e0d04a7977fafaee4d2c5e7f78d514470d153 0.00 \n", "597bc58ed2caa997c80434e8db5fa7f37d0167bc 0.00 \n", "8e862d36fc0c1b6f14b78bb64ddebfe62c9426fd 0.00 \n", "6404530570733ce02f88d193eb64a0597ac829ae 0.00 \n", "eb4883d5690803f0708b472e24ff3345b586f2c9 0.00 \n", "f026f1d592c1ea91ee7a2a69531b74e7fada42cc 0.00 \n", "d7300e64ac7f445fd36cf88631473f8a0814a919 0.00 \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c 0.00 \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 0.00 \n", "146b733457836a9790f68079b387d3a64fc9908c 0.00 \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 0.00 \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad 0.00 \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 0.00 \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 0.00 \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 0.00 \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 0.00 \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be 0.00 \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d 0.00 \n", "\n", " promotion_score attention_index \\\n", "id \n", "18189c494eb422d1b0ab26167076175e05a18985 0.00 50.00 \n", "bf626f6b535a51ccffbebca41b61027d9dc8bf6d 0.00 50.00 \n", "ecd92911b177889b3a902a7ddfde0d1ff086f8c4 0.00 49.00 \n", "284b3454ef8d5235469a5c32f9ea20ba029b9ff4 1.00 51.00 \n", "976ee1af9f57e6a45c1a02cc7a05cc6eccfa498b 0.00 49.00 \n", "9d5416e1d850656cec86528c97dfeef0b738d032 1.00 51.00 \n", "0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1 1.00 51.00 \n", "558e0d04a7977fafaee4d2c5e7f78d514470d153 0.00 48.00 \n", "597bc58ed2caa997c80434e8db5fa7f37d0167bc 2.00 52.00 \n", "8e862d36fc0c1b6f14b78bb64ddebfe62c9426fd 1.00 50.00 \n", "6404530570733ce02f88d193eb64a0597ac829ae 0.00 48.00 \n", "eb4883d5690803f0708b472e24ff3345b586f2c9 0.00 48.00 \n", "f026f1d592c1ea91ee7a2a69531b74e7fada42cc 2.00 52.00 \n", "d7300e64ac7f445fd36cf88631473f8a0814a919 1.00 50.00 \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c 0.00 48.00 \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 1.00 50.00 \n", "146b733457836a9790f68079b387d3a64fc9908c 0.00 47.00 \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 3.00 53.00 \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad 0.00 47.00 \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 2.00 50.00 \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 2.00 50.00 \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 1.00 48.00 \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 2.00 49.00 \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be 0.00 45.00 \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d 0.00 45.00 \n", "\n", " score_diff \n", "id \n", "18189c494eb422d1b0ab26167076175e05a18985 -50.00 \n", "bf626f6b535a51ccffbebca41b61027d9dc8bf6d -50.00 \n", "ecd92911b177889b3a902a7ddfde0d1ff086f8c4 -49.00 \n", "284b3454ef8d5235469a5c32f9ea20ba029b9ff4 -49.00 \n", "976ee1af9f57e6a45c1a02cc7a05cc6eccfa498b -49.00 \n", "9d5416e1d850656cec86528c97dfeef0b738d032 -49.00 \n", "0a5ef01bb7614fe47fe1e2bff6ed8d90b3bf88d1 -49.00 \n", "558e0d04a7977fafaee4d2c5e7f78d514470d153 -48.00 \n", "597bc58ed2caa997c80434e8db5fa7f37d0167bc -48.00 \n", "8e862d36fc0c1b6f14b78bb64ddebfe62c9426fd -48.00 \n", "6404530570733ce02f88d193eb64a0597ac829ae -48.00 \n", "eb4883d5690803f0708b472e24ff3345b586f2c9 -48.00 \n", "f026f1d592c1ea91ee7a2a69531b74e7fada42cc -48.00 \n", "d7300e64ac7f445fd36cf88631473f8a0814a919 -48.00 \n", "8ea9f43ab02d1b7c56cdef6169ecf819fff2bf6c -48.00 \n", "d59d637fc9a6a7afc160f03452e26f3fff3eef93 -48.00 \n", "146b733457836a9790f68079b387d3a64fc9908c -47.00 \n", "9c2aefdd909a169662e267ac4674e29cd5ddf360 -47.00 \n", "7364eb9055281cb9954c8444bee1d5366d35a1ad -47.00 \n", "6fc9f70c910c724431d9f1cfc073e02e95a30a67 -46.00 \n", "f6f5d20cf87c8e50560130566d95203f4a3bef05 -46.00 \n", "8dc913cfa338ad0c6ffe32dc68abcdb9214dcb19 -46.00 \n", "0051d5757667245ff75ba7ffae654e5007c0fb47 -45.00 \n", "e0d90ecadd5a0983f52e7fe1006e87d1dea782be -45.00 \n", "cc2ddab940518388e6fdba6cb66fc182b187eb3d -45.00 \n", "\n", "[25 rows x 26 columns]" ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# high response but not promoted\n", "data.sort_values(\"score_diff\", ascending=True).head(25)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Write that data to a file. Note that the scores here are provisional for two reasons:\n", "1. they should be using a rolling-month based on the article publication date to calculate medians/min/max etc, whereas in this workbook we as just using values for the month of May\n", "2. for analysis, we've rounded the numbers; we don't expect to do that for the actual scores" ] }, { "cell_type": "code", "execution_count": 64, "metadata": { "collapsed": true }, "outputs": [], "source": [ "data.to_csv(\"articles_with_provisional_scores_2017-08-01_2017-08-31.csv\")" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "# Summary" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The attention index of an article is comprised of four components:\n", "\n", "- *lead score* (max 20 points) based on how long an article was the lead story on the publisher's home page, scaled by the traffic to that publisher\n", "- *front score* (max 15 points) based on how long an article was present on the publisher's home page, scaled by traffic to that publisher\n", "- *Facebook promotion score* (max 15 points) based on whether the article was promoted to the publisher's Facebook brand page, scaled by the reach of that brand page\n", "- *response score* (max 50 points) based on the number of Facebook engagements the article received, relative to other articles\n", "\n", "Or, in other words:\n", "\n", "\\begin{align}\n", "attentionIndex_a &= leadScore_a + frontScore_a + facebookPromotionScore_a + responseScore_a \\\\\n", "leadScore_a &= 20 \\cdot \\left(\\frac{\\min(minsAsLead_a, 60)}{alexaRank_a}\\right) \\cdot \\left( \\frac{\\min(alexaRank)}{60} \\right) \\\\\n", "frontScore_a &= \n", "15 \\cdot\n", "\\left(\\frac{\\min(minsOnFront_a, 1440)}{alexaRank_a \\cdot numArticlesOnFront_a}\\right) \\cdot\n", "\\left( \\frac{\\min(alexaRank \\cdot numArticlesOnFront)}{1440} \\right) \\\\\n", "facebookPromotion_a &= \n", "\\begin{cases}\n", " 0 \\text{ if not shared on brand page }\\\\\n", " 15 \\cdot \\frac{\\log(brandPageLikes_a) - \\log(\\min(brandPageLikes))}{\\log(\\max(brandPageLikes)) - \\log(\\min(brandPageLikes))} \\text{ otherwise }\n", "\\end{cases} \n", "\\\\\n", "responseScore_a &= \n", "\\begin{cases} \n", " 0 \\text{ if } engagements_a = 0 \\\\\n", " 50 \\cdot \n", " \\frac{\\log(\\min(engagements_a,limit) + median(engagements)) - \\log(1 + median(engagements))}\n", " {\\log(limit + median(engagements)) - \\log(1 + median(engagements))} \\text{ if } engagements_a > 0\n", "\\end{cases} \\\\\n", "\\end{align} " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.6.2" } }, "nbformat": 4, "nbformat_minor": 2 }