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@michael-erasmus
Last active July 24, 2017 17:42
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"%matplotlib inline\n",
"import pandas as pd\n",
"import matplotlib.pyplot as plt\n",
"from matplotlib.ticker import FuncFormatter\n",
"import seaborn as sns\n",
"\n",
"sns.set_style('whitegrid')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Read in data derived from [trending topics list](https://steemit.com/tags)\n",
"\n",
"This was collected on 2017-07-21 22:46:42 (UTC)"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style>\n",
" .dataframe thead tr:only-child th {\n",
" text-align: right;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Tag</th>\n",
" <th>Posts</th>\n",
" <th>Comments</th>\n",
" <th>Payouts</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>aceh</td>\n",
" <td>4399</td>\n",
" <td>805</td>\n",
" <td>55180.578</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>adventure</td>\n",
" <td>1474</td>\n",
" <td>494</td>\n",
" <td>147060.430</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>advice</td>\n",
" <td>554</td>\n",
" <td>210</td>\n",
" <td>21937.755</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>altcoin</td>\n",
" <td>627</td>\n",
" <td>105</td>\n",
" <td>19558.774</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>amazing</td>\n",
" <td>617</td>\n",
" <td>85</td>\n",
" <td>2204.555</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Tag Posts Comments Payouts\n",
"0 aceh 4399 805 55180.578\n",
"1 adventure 1474 494 147060.430\n",
"2 advice 554 210 21937.755\n",
"3 altcoin 627 105 19558.774\n",
"4 amazing 617 85 2204.555"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df = pd.read_csv('tags.csv')\n",
"df.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## A quick look at the summary stats"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style>\n",
" .dataframe thead tr:only-child th {\n",
" text-align: right;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Posts</th>\n",
" <th>Comments</th>\n",
" <th>Payouts</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>count</th>\n",
" <td>249.000000</td>\n",
" <td>249.000000</td>\n",
" <td>2.490000e+02</td>\n",
" </tr>\n",
" <tr>\n",
" <th>mean</th>\n",
" <td>1931.751004</td>\n",
" <td>1866.923695</td>\n",
" <td>1.743020e+05</td>\n",
" </tr>\n",
" <tr>\n",
" <th>std</th>\n",
" <td>4419.145897</td>\n",
" <td>5418.708141</td>\n",
" <td>4.639500e+05</td>\n",
" </tr>\n",
" <tr>\n",
" <th>min</th>\n",
" <td>1.000000</td>\n",
" <td>32.000000</td>\n",
" <td>0.000000e+00</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25%</th>\n",
" <td>422.000000</td>\n",
" <td>206.000000</td>\n",
" <td>1.679843e+04</td>\n",
" </tr>\n",
" <tr>\n",
" <th>50%</th>\n",
" <td>667.000000</td>\n",
" <td>408.000000</td>\n",
" <td>4.425472e+04</td>\n",
" </tr>\n",
" <tr>\n",
" <th>75%</th>\n",
" <td>1387.000000</td>\n",
" <td>1074.000000</td>\n",
" <td>1.194865e+05</td>\n",
" </tr>\n",
" <tr>\n",
" <th>max</th>\n",
" <td>42928.000000</td>\n",
" <td>43884.000000</td>\n",
" <td>4.091146e+06</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Posts Comments Payouts\n",
"count 249.000000 249.000000 2.490000e+02\n",
"mean 1931.751004 1866.923695 1.743020e+05\n",
"std 4419.145897 5418.708141 4.639500e+05\n",
"min 1.000000 32.000000 0.000000e+00\n",
"25% 422.000000 206.000000 1.679843e+04\n",
"50% 667.000000 408.000000 4.425472e+04\n",
"75% 1387.000000 1074.000000 1.194865e+05\n",
"max 42928.000000 43884.000000 4.091146e+06"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df.describe()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Let's see a quick distribution of Posts, Comments and Payouts"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x11605f240>"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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4KpVKWh0CwBUQfLWoXqtD89oBAMZoVPFlsQQA0NDYiq85bRdaHar4AoCWCb5a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\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x112c6a7f0>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, (ax1, ax2, ax3) = plt.subplots(ncols=3, figsize=(30,10))\n",
"sns.distplot(df.Posts, ax=ax1, color='b')\n",
"sns.distplot(df.Comments, ax=ax2, color='r')\n",
"sns.distplot(df.Payouts, color='g')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Let's look at the top 20 tags in terms of Posts, Comments and Payouts"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.text.Text at 0x116f946a0>"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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"text/plain": [
"<matplotlib.figure.Figure at 0x116184908>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"top = lambda n, by: df.sort_values(by=by, ascending=False).head(n)\n",
"payout_formatter = FuncFormatter(lambda x,p: '%1.1fM' % (x*1e-6))\n",
"\n",
"fig, (ax1,ax2,ax3) = plt.subplots(figsize=(20,15), ncols=3)\n",
"\n",
"sns.barplot(y='Tag', x='Posts',\n",
" palette=sns.light_palette(\"blue\", n_colors=20, reverse=True),\n",
" data=top(20, \"Posts\"), \n",
" ax=ax1)\n",
"ax1.set(title=\"Posts\", xlabel='')\n",
"\n",
"sns.barplot(y='Tag', x='Comments',\n",
" palette=sns.light_palette(\"red\", n_colors=20, reverse=True),\n",
" data=top(20, \"Comments\"), \n",
" ax=ax2)\n",
"ax2.set(title=\"Comments\", xlabel='', ylabel='')\n",
"\n",
"sns.barplot(y='Tag', x='Payouts',\n",
" palette=sns.light_palette(\"green\", n_colors=20, reverse=True),\n",
" data=top(20, \"Payouts\"), \n",
" ax=ax3)\n",
"\n",
"ax3.set(title=\"Payouts in SBD\", xlabel='', ylabel='')\n",
"ax3.xaxis.set_major_formatter(payout_formatter)\n",
"\n",
"fig.suptitle('Top 20 Tags in terms of Posts, Comments and Payouts')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Let's look at the Payout's in terms of posts and comments"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"df = df.sort_values(by=\"Payouts\", ascending=False)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[<matplotlib.text.Text at 0x1177994a8>]"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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Td3ndxIkTNXHiREnSzJkzNXPmTEnSpEmTNGnSpGzHBICSMbhfY0GXUJ9FIXVg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"text/plain": [
"<matplotlib.figure.Figure at 0x116158a58>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, (ax1,ax2) = plt.subplots(figsize=(20,10), ncols=2, sharey=True)\n",
"\n",
"sns.regplot(x='Posts', \n",
" y='Payouts', \n",
" scatter_kws={'alpha':0.5}, \n",
" data=df, \n",
" ax=ax1)\n",
"\n",
"for i, tag in enumerate(df.Tag.head(20)):\n",
" ax1.annotate(tag,(list(df.Posts)[i],list(df.Payouts)[i]))\n",
" \n",
"ax1.yaxis.set_major_formatter(payout_formatter)\n",
"\n",
"\n",
"sns.regplot(x='Comments', \n",
" y='Payouts', \n",
" scatter_kws={'alpha':0.5}, \n",
" data=df, \n",
" ax=ax2)\n",
"\n",
"#Annotate the top 20 in terms of payout\n",
"for i, tag in enumerate(df.Tag.head(20)):\n",
" ax2.annotate(tag,(list(df.Comments)[i],list(df.Payouts)[i]))\n",
" \n",
"ax2.yaxis.set_major_formatter(payout_formatter)\n",
"ax2.set(ylabel='')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## What's the payout per post/comment for tags?"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"It's important to note that this is not the same as the \"Average Post/Comment Payout\"! \n",
"\n",
"Because we only have the **Total Payout** without knowing how much is allocated for Posts and Comments, the exact ratio might not be too useful, but can still give us a rough idea how the tags compare against each other. "
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"df['payout_per_post'] = df.Payouts / df.Posts"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style>\n",
" .dataframe thead tr:only-child th {\n",
" text-align: right;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Tag</th>\n",
" <th>Posts</th>\n",
" <th>payout_per_post</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>bitshares</td>\n",
" <td>286</td>\n",
" <td>1105.515846</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>steemfest</td>\n",
" <td>125</td>\n",
" <td>925.923792</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>witness-category</td>\n",
" <td>113</td>\n",
" <td>844.448761</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>meetup</td>\n",
" <td>112</td>\n",
" <td>643.752375</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>beyondbitcoin</td>\n",
" <td>994</td>\n",
" <td>500.433907</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>steem-help</td>\n",
" <td>211</td>\n",
" <td>469.506502</td>\n",
" </tr>\n",
" <tr>\n",
" <th>6</th>\n",
" <td>steem-pocalypse</td>\n",
" <td>38</td>\n",
" <td>411.794526</td>\n",
" </tr>\n",
" <tr>\n",
" <th>7</th>\n",
" <td>curation</td>\n",
" <td>371</td>\n",
" <td>368.283876</td>\n",
" </tr>\n",
" <tr>\n",
" <th>8</th>\n",
" <td>security</td>\n",
" <td>530</td>\n",
" <td>353.183917</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9</th>\n",
" <td>coinkorea</td>\n",
" <td>481</td>\n",
" <td>339.354857</td>\n",
" </tr>\n",
" <tr>\n",
" <th>10</th>\n",
" <td>crypto-news</td>\n",
" <td>984</td>\n",
" <td>326.677209</td>\n",
" </tr>\n",
" <tr>\n",
" <th>11</th>\n",
" <td>gridcoin</td>\n",
" <td>75</td>\n",
" <td>319.262480</td>\n",
" </tr>\n",
" <tr>\n",
" <th>12</th>\n",
" <td>charlesfuchs</td>\n",
" <td>8</td>\n",
" <td>317.167500</td>\n",
" </tr>\n",
" <tr>\n",
" <th>13</th>\n",
" <td>introduceyourself</td>\n",
" <td>4430</td>\n",
" <td>306.785769</td>\n",
" </tr>\n",
" <tr>\n",
" <th>14</th>\n",
" <td>stats</td>\n",
" <td>402</td>\n",
" <td>296.285604</td>\n",
" </tr>\n",
" <tr>\n",
" <th>15</th>\n",
" <td>marketing</td>\n",
" <td>560</td>\n",
" <td>274.113300</td>\n",
" </tr>\n",
" <tr>\n",
" <th>16</th>\n",
" <td>economics</td>\n",
" <td>470</td>\n",
" <td>264.304479</td>\n",
" </tr>\n",
" <tr>\n",
" <th>17</th>\n",
" <td>steem</td>\n",
" <td>10607</td>\n",
" <td>253.045986</td>\n",
" </tr>\n",
" <tr>\n",
" <th>18</th>\n",
" <td>steemvoter</td>\n",
" <td>114</td>\n",
" <td>252.183789</td>\n",
" </tr>\n",
" <tr>\n",
" <th>19</th>\n",
" <td>eos</td>\n",
" <td>362</td>\n",
" <td>251.570713</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Tag Posts payout_per_post\n",
"0 bitshares 286 1105.515846\n",
"1 steemfest 125 925.923792\n",
"2 witness-category 113 844.448761\n",
"3 meetup 112 643.752375\n",
"4 beyondbitcoin 994 500.433907\n",
"5 steem-help 211 469.506502\n",
"6 steem-pocalypse 38 411.794526\n",
"7 curation 371 368.283876\n",
"8 security 530 353.183917\n",
"9 coinkorea 481 339.354857\n",
"10 crypto-news 984 326.677209\n",
"11 gridcoin 75 319.262480\n",
"12 charlesfuchs 8 317.167500\n",
"13 introduceyourself 4430 306.785769\n",
"14 stats 402 296.285604\n",
"15 marketing 560 274.113300\n",
"16 economics 470 264.304479\n",
"17 steem 10607 253.045986\n",
"18 steemvoter 114 252.183789\n",
"19 eos 362 251.570713"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df[['Tag', 'Posts', 'payout_per_post']] \\\n",
" .sort_values(by='payout_per_post', ascending=False)\\\n",
" .head(20) \\\n",
" .reset_index() \\\n",
" .drop('index', axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"df['payout_per_comment'] = df.Payouts / df.Comments"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style>\n",
" .dataframe thead tr:only-child th {\n",
" text-align: right;\n",
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" text-align: left;\n",
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"\n",
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Tag</th>\n",
" <th>Comments</th>\n",
" <th>payout_per_comment</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>creativity</td>\n",
" <td>163</td>\n",
" <td>1481.952816</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>minnowsunite</td>\n",
" <td>170</td>\n",
" <td>1479.143265</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>future</td>\n",
" <td>35</td>\n",
" <td>1348.421343</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>finance</td>\n",
" <td>48</td>\n",
" <td>1218.871104</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>marketing</td>\n",
" <td>142</td>\n",
" <td>1081.010197</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>review</td>\n",
" <td>66</td>\n",
" <td>1028.849197</td>\n",
" </tr>\n",
" <tr>\n",
" <th>6</th>\n",
" <td>security</td>\n",
" <td>215</td>\n",
" <td>870.639423</td>\n",
" </tr>\n",
" <tr>\n",
" <th>7</th>\n",
" <td>work</td>\n",
" <td>87</td>\n",
" <td>633.268655</td>\n",
" </tr>\n",
" <tr>\n",
" <th>8</th>\n",
" <td>stats</td>\n",
" <td>190</td>\n",
" <td>626.877963</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9</th>\n",
" <td>creative</td>\n",
" <td>143</td>\n",
" <td>610.995790</td>\n",
" </tr>\n",
" <tr>\n",
" <th>10</th>\n",
" <td>beyondbitcoin</td>\n",
" <td>816</td>\n",
" <td>609.597186</td>\n",
" </tr>\n",
" <tr>\n",
" <th>11</th>\n",
" <td>china</td>\n",
" <td>49</td>\n",
" <td>605.306388</td>\n",
" </tr>\n",
" <tr>\n",
" <th>12</th>\n",
" <td>recipe</td>\n",
" <td>161</td>\n",
" <td>587.820820</td>\n",
" </tr>\n",
" <tr>\n",
" <th>13</th>\n",
" <td>government</td>\n",
" <td>104</td>\n",
" <td>578.813019</td>\n",
" </tr>\n",
" <tr>\n",
" <th>14</th>\n",
" <td>anarchism</td>\n",
" <td>295</td>\n",
" <td>568.976651</td>\n",
" </tr>\n",
" <tr>\n",
" <th>15</th>\n",
" <td>girls</td>\n",
" <td>127</td>\n",
" <td>507.826693</td>\n",
" </tr>\n",
" <tr>\n",
" <th>16</th>\n",
" <td>fun</td>\n",
" <td>246</td>\n",
" <td>470.909626</td>\n",
" </tr>\n",
" <tr>\n",
" <th>17</th>\n",
" <td>recipes</td>\n",
" <td>256</td>\n",
" <td>466.744328</td>\n",
" </tr>\n",
" <tr>\n",
" <th>18</th>\n",
" <td>painting</td>\n",
" <td>237</td>\n",
" <td>466.703169</td>\n",
" </tr>\n",
" <tr>\n",
" <th>19</th>\n",
" <td>tutorial</td>\n",
" <td>132</td>\n",
" <td>452.375341</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Tag Comments payout_per_comment\n",
"0 creativity 163 1481.952816\n",
"1 minnowsunite 170 1479.143265\n",
"2 future 35 1348.421343\n",
"3 finance 48 1218.871104\n",
"4 marketing 142 1081.010197\n",
"5 review 66 1028.849197\n",
"6 security 215 870.639423\n",
"7 work 87 633.268655\n",
"8 stats 190 626.877963\n",
"9 creative 143 610.995790\n",
"10 beyondbitcoin 816 609.597186\n",
"11 china 49 605.306388\n",
"12 recipe 161 587.820820\n",
"13 government 104 578.813019\n",
"14 anarchism 295 568.976651\n",
"15 girls 127 507.826693\n",
"16 fun 246 470.909626\n",
"17 recipes 256 466.744328\n",
"18 painting 237 466.703169\n",
"19 tutorial 132 452.375341"
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df[['Tag', 'Comments', 'payout_per_comment']] \\\n",
" .sort_values(by='payout_per_comment', ascending=False) \\\n",
" .head(20) \\\n",
" .reset_index() \\\n",
" .drop('index', axis=1)"
]
}
],
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}
Tag Posts Comments Payouts
aceh 4399 805 55180.578
adventure 1474 494 147060.430
advice 554 210 21937.755
altcoin 627 105 19558.774
amazing 617 85 2204.555
anarchism 689 295 167848.112
anarchy 1532 808 256214.692
animal 1187 343 21540.648
animals 2627 1451 110752.281
anime 422 225 10960.879
art 17539 19980 1341903.326
beach 540 65 27766.871
beautiful 614 120 6860.379
beauty 1640 280 126496.800
beer 338 403 29739.395
beyondbitcoin 994 816 497431.304
bitcoin 14030 15590 1105452.784
bitshares 286 1709 316177.532
blockchain 3844 1419 635579.603
blog 16003 4417 1181637.707
books 441 308 61825.975
btc 741 163 12859.684
business 1657 816 217511.639
bwphotocontest 229 1190 12561.579
cannabis 543 921 53539.717
car 298 212 5631.059
cars 468 455 25409.328
cat 568 287 11469.793
cats 505 275 17370.268
chainbb-general 185 348 33884.532
challenge 423 1261 44254.719
charlesfuchs 8 553 2537.340
china 501 49 29660.013
christian-trail 504 640 11048.806
christianity 736 572 15574.482
cn 2536 5767 361780.630
coffee 407 183 49149.688
coinkorea 481 999 163229.686
colorchallenge 2284 8335 48851.315
comedy 991 237 27203.154
comics 388 206 20235.852
community 1499 683 206906.366
conspiracy 472 169 23847.990
contest 1228 3574 139889.458
cooking 517 220 59971.310
creative 1183 143 87372.398
creativity 2090 163 241558.309
crypto 3969 1450 176196.767
crypto-news 984 925 321450.374
cryptocurrencies 493 195 20361.108
cryptocurrency 9746 10165 789074.441
culture 996 852 66622.763
curation 371 1089 136633.318
dash 410 202 42192.666
design 915 290 91025.146
deutsch 1448 2217 168051.128
dog 482 152 9262.971
dogs 446 253 16222.141
drawing 2535 1528 212819.021
economics 470 355 124223.105
economy 655 219 56383.633
education 1387 547 140436.231
english 359 185 5410.174
entertainment 1433 206 42935.620
eos 362 962 91068.598
esteem 668 1083 67363.748
ethereum 3221 1537 265035.964
facebook 375 130 32082.283
family 1290 500 144604.796
fashion 517 154 43996.583
fiction 1641 1115 303161.436
film 646 297 54721.035
finance 667 48 58505.813
fitness 752 367 36192.436
flower 839 235 13916.207
flowers 1272 307 57645.753
food 7042 14768 735051.099
football 688 261 17002.409
fr 373 589 9256.576
free 688 157 18369.636
freedom 2292 778 214809.421
fun 2418 246 115843.768
funny 9442 7231 494393.620
future 491 35 47194.747
game 924 293 53144.406
games 940 186 54964.549
gaming 2013 2444 180458.404
garden 440 317 46548.767
gardening 595 1509 98113.930
girls 587 127 64493.990
giveaway 339 1074 34806.163
gold 728 192 36193.146
good 244 257 1008.854
googly 1 534 0.000
government 640 104 60196.554
gridcoin 75 573 23944.686
halo 87 466 13229.228
happy 580 99 11250.301
health 5496 4800 454570.081
help 859 311 100992.630
history 3061 1041 161229.205
homesteading 272 995 22335.768
hot 1170 166 7249.259
howto 945 464 137295.378
humor 1767 415 66399.572
ico 689 267 39674.650
india 735 351 35054.460
indonesia 3108 3261 55085.841
inspiration 888 189 78854.956
internet 443 119 24425.940
introduce 491 531 45544.388
introducemyself 1153 2588 92269.677
introduceyourself 4430 30064 1359060.956
introduction 872 1111 114729.497
investing 1088 250 78097.431
investment 670 154 35024.943
japan 503 239 41895.251
japanese 560 1091 38030.514
joke 453 63 4527.629
kr 4783 33232 753840.088
kr-hobby 101 544 1503.031
kr-join 242 474 16798.434
kr-life 296 215 3795.307
kr-market 114 404 6499.382
kr-newbie 1714 1842 196046.016
kr-writing 355 388 17539.840
ksi 553 32 319.016
life 42928 26936 4091146.216
lifestyle 1098 192 61300.064
litecoin 542 285 22993.615
live 680 123 21600.081
lol 476 40 4348.751
love 4614 1258 155903.609
marijuana 705 550 134339.539
market 689 153 68736.114
marketing 560 142 153503.448
meetup 112 576 72100.266
meme 3543 1647 60599.722
memechallenge 701 1113 17106.962
memes 533 79 9910.007
mining 898 422 56092.265
minnowsunite 1335 170 251454.355
minnowsupport 1039 955 34094.202
minnowsupportproject 398 1211 41710.351
money 9270 3996 798520.352
monochromemonday 125 638 4799.298
monomad 183 1097 131.109
motivation 1411 782 87370.625
movie 760 286 41548.553
movies 774 316 39565.457
muksteem 200 766 13171.117
music 5519 4993 369530.443
myanmar 640 587 2336.467
natural 782 194 8806.673
nature 11159 4020 534780.059
new 2015 658 47405.389
newbie 366 158 29169.646
news 11453 4551 642534.212
newslink 569 65 10606.924
norway 337 793 35160.078
nsfw 1106 895 48037.449
openmic 214 2074 42776.951
originalmusic 346 224 26395.836
painting 1463 237 110608.651
parenting 238 273 52502.753
people 782 87 14788.129
pets 410 110 17787.486
philosophy 2674 2191 398479.403
photo 2345 1000 53422.195
photograph 297 373 6618.002
photography 28879 39538 1976826.244
photos 802 156 30001.376
picture 718 64 8047.183
pizzagate 259 370 12531.193
poem 1080 418 40762.653
poetry 3516 3805 212221.188
poker 138 390 19654.129
polish 277 760 14431.136
politics 4339 2550 303013.235
porn 424 69 10364.836
portraitcontest 100 407 4097.434
programming 518 371 79637.437
psychology 1621 1024 314510.719
quote 427 154 2913.892
recipe 957 161 94639.152
recipes 572 256 119486.548
religion 1234 899 57631.594
review 857 66 67904.047
ru 1297 1395 90708.767
science 3546 2936 428869.746
security 530 215 187187.476
sex 808 226 30303.184
silver 543 344 18437.675
space 767 465 45707.517
spam 510 192 6486.411
spanish 5735 10830 239680.551
spirituality 526 265 47227.700
sport 1008 325 34236.626
sports 1950 1341 117423.761
stats 402 190 119106.813
steem 10607 8939 2684058.774
steem-help 211 477 99065.872
steem-pocalypse 38 1538 15648.192
steemfest 125 470 115740.474
steemit 28855 43884 4009947.646
steemit-health 291 3405 17289.537
steemitphotochallenge 1469 1945 73690.782
steemsilvergold 185 936 1939.456
steemvoter 114 733 28748.952
steepshot 443 298 14131.236
story 10221 3267 1041065.561
success 660 126 41214.672
summer 427 66 12205.717
sunset 552 167 14140.581
teamaustralia 410 518 37246.883
teamphilippines 436 191 3854.242
tech 509 74 8955.908
technology 3493 1968 263796.648
test 1037 777 5020.917
til 274 280 39104.578
tips 392 102 15975.580
tr 375 463 46081.386
trading 1558 1086 166946.210
travel 11476 16838 1222957.818
trending 772 181 9482.859
trevonjb 161 847 19595.301
trump 1013 186 26881.364
truth 585 276 16601.998
tsufamily 413 217 2924.422
tutorial 463 132 59713.545
tv 797 377 5907.149
upvote 455 228 6595.810
usa 481 64 16560.779
vaccines 59 744 12941.749
vegan 403 302 20721.615
venezuela 1122 408 21313.700
video 4452 1036 254281.978
viewly 34 527 864.973
vlog 278 553 29656.194
war 552 230 36329.779
welcome 234 1885 6145.320
whalepower 1266 817 37137.332
whaleshares 254 646 59443.392
witness-category 113 1205 95422.710
work 523 87 55094.373
world 903 115 14828.777
writing 8431 3031 1149030.043
youtube 1519 251 61784.176
yunk 310 818 1260.382
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