Etsy Web Scraping Solution.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# These are the libraries we used - feel free to import any other libraries as necessary\n",
    "\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "# You may have to download beautifulsoup by uncommenting and running the line below\n",
    "# !pip install beautifulsoup4\n",
    "\n",
    "from bs4 import BeautifulSoup\n",
    "\n",
    "import requests"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Etsy Web Scraping  \n",
    "Pick an item/category, such as \"Backpacks\". Feel free to pick any item/category you want!"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Make a histogram of item prices on the first page.  \n",
    "Use beautifulsoup to get the prices of all the items on the first page (as in the first page product results). Refer to the workshop demo if needed!\n",
    "\n",
    "Hint: which CSS class can be used to find all of the price tags?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {
    "scrolled": false
   },
   "outputs": [],
   "source": [
    "# Request URL\n",
    "page = requests.get(\"https://www.etsy.com/c/bags-and-purses/backpacks?ref=pagination&page=1\")\n",
    "\n",
    "# Fetch webpage\n",
    "soup = BeautifulSoup(page.content,\"html.parser\")\n",
    "# print(soup.prettify())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# Get a list of all 'span' tags with CSS class 'currency-value'\n",
    "all_tags = soup.find_all(\"span\", class_=\"currency-value\", text=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Get a list of the text content inside each of the lines found above\n",
    "texts = []\n",
    "for i in all_tags:\n",
    "    texts.append(i.findAll(text=True))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# Convert the list of prices to floats\n",
    "item_prices = [float(i[0].replace(',','')) for i in texts]\n",
    "item_prices = np.array(item_prices)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Costs of Backpacks on Page 1')"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.histplot(item_prices, stat=\"frequency\", bins=np.arange(0,500,25))\n",
    "plt.title('Costs of Backpacks on Page 1')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### What is the mean of the prices in the first page?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "106.01819672131148"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.mean(item_prices)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## What is the distribution of prices in the second page?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Same steps as above\n",
    "def get_prices(url):\n",
    "    page = requests.get(url)\n",
    "    soup = BeautifulSoup(page.content,\"html.parser\")\n",
    "    \n",
    "    all_tags = soup.find_all(\"span\", class_=\"currency-value\", text=True)\n",
    "    \n",
    "    texts = []\n",
    "    for i in all_tags:\n",
    "        texts.append(i.findAll(text=True))\n",
    "    \n",
    "    item_costs = [float(i[0].replace(',','')) for i in texts]\n",
    "    return np.array(item_costs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "item_prices_2 = get_prices(\"https://www.etsy.com/c/bags-and-purses/backpacks?ref=pagination&page=2\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Costs of Backpacks on Page 2')"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.histplot(item_prices_2, stat=\"frequency\", bins=np.arange(0,500,25))\n",
    "plt.title('Costs of Backpacks on Page 2')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### What is the mean of prices on the second page?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "118.67688524590166"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.mean(item_prices_2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## What is the distribution of prices in the first 20 pages?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Get the prices of items in the first 20 pages by repeating the same process for modified urls\n",
    "item_prices_first_20 = np.array([])\n",
    "for i in range(1,21):\n",
    "    item_prices_i = get_prices(\"https://www.etsy.com/c/bags-and-purses/backpacks?ref=pagination&page=\" + str(i))\n",
    "    item_prices_first_20 = np.append(item_prices_first_20, item_prices_i)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Costs of Backpacks on First 20 Pages')"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.histplot(item_prices_first_20, stat=\"frequency\", bins=np.arange(0,500,25))\n",
    "plt.title('Costs of Backpacks on First 20 Pages')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Is there a relationship between the page number and the average price of items on that page?\n",
    "\n",
    "Support your answer with a visualization"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "page_numbers = np.arange(1,21)\n",
    "mean_prices = np.array([])\n",
    "\n",
    "for i in page_numbers:\n",
    "    item_prices_i = get_prices(\"https://www.etsy.com/c/bags-and-purses/backpacks?ref=pagination&page=\" + str(i))\n",
    "    mean_prices = np.append(mean_prices, np.mean(item_prices_i))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Mean price of backpacks on each page')"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAXcAAAEICAYAAACktLTqAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/Il7ecAAAACXBIWXMAAAsTAAALEwEAmpwYAAAcI0lEQVR4nO3de5xcZZ3n8c+3Q6AhCQSSJkACNAEGxnhhsAfiKsoIKyHLiuO6DOzMEpCVYUZFFhnFG+CKO3gDZd3FAUFAEYmMCOsggoyIM0NwGwhIuEgSAknIpRMuuWBrsH/7x3k6HIuuvlR116k6/X2/XvXqquc5l189fep3Tj3PqXMUEZiZWbm0FR2AmZmNPid3M7MScnI3MyshJ3czsxJycjczKyEndzOzEnJyt9eQ9A1Jn2nwOv9G0jpJWyRNq6jrlBSSdhjldV4k6TujucxhrHOFpGMbuc5GK6Jd7bVG9cNi2YcX2AfYJyI25MofAg4DDoiIFYUEN0wRcVYj1ydpInApMDciHm7kus3KykfuY+Np4JT+F5LeAOxSXDjDJ2lCAaudAbQDSwpYt1kpObmPjW8Dp+ZeLwCuz08gaSdJX5b0bOqO+IaknVPd7pJ+JKlH0gvp+azcvPdI+pykf5W0WdKdkqYPFIikoyWtkvRJSRtSt8Bf5uqvlXSFpNslbQX+LJVdnJvmREmLJW2StEzSvFS+m6SrJa2RtFrSxdV2Dun9flXSc+nx1VT2R8CTabIXJf3zIO36/jTvGknn5ZZ9hKT7JL2Y6r4uacdc/RxJd0l6PrX1JweIb6KkGyX9o6QdU9fCzZJuSm38oKQ35aY/P7XFZkmPSfrziuV9QNLjufrDB1jnH0t6WtIp6fXHUztulvSkpGOqtOVukq5P28czkj4tqS3VnSbpX9K29UJa/vHVGlTSPuk996Rpzx6ldt0xxbhZ0hJJXYPEEJLOlrQ8baNfyr2fAyX9s6SNqe4GSVNz8x4u6aG0nu+n/1d+2z0hbbsvSvo3SW+sFkfpRIQfo/gAVgDHkiWsPwYmAKuA/YEAOtN0lwG3AXsAU4D/C/x9qpsG/Ceyo/0pwPeBH+bWcQ+wDPgjYOf0+pIq8RwNvELW7bET8A5gK3BIqr8WeAl4K9nOvj2VXZzqj0j1/z7VzwQOTXW3AP8ATAL2BH4J/HWVOP4HsChN1wH8G/C5VNeZ2maHKvP219+Y1vUGoAc4NtW/GZhL1s3YCTwOnJPqpgBrgI+m9zYFODLVXQR8J7XhP6X3PSFXtw14HzAROI/sG9nEVP+fybrf2oC/SG26d65uNfCngICDgP0rto/DgWeBE1L5IcBKsu68/vd8YJX2uB64Nb2XTuDXwBmp7rQU9wfItr2/AZ4DNMBy2oAHgAuAHYHZwHLguFFo115gforh74FFg3xmAvgZ2Wdhv/R+/luqO4hs29uJbLu5F/hqqtsReAb4SPofvRf4Ha9uu38CrAeOTHEsSO2/U9F5oiG5qOgAyvbIfXg/nTbqecBd6QMS6UOilAwOzM33FuDpKss8DHgh9/oe4NO5138L3FFl3qPJkvukXNlC4DPp+bXA9RXzXJv7gPwDcNkAy50B/BbYOVd2CvCzKnEsA+bnXh8HrEjPOxlecj80V/ZF4Ooq058D3JKL6aEq011EtoP9OXA5uQSY6hblXreRJbOjqixrMXBiev4T4CODbB+fJdvhH50rPyglomNJO5Aq809ICex1ubK/Bu5Jz08Dlubqdkltt9cAyzoSeLai7BPAt0ahXX+ae/064DeDvKcA5lVsz3dXmfY9/esF3k62E83/3/4lt+1eQTqAyNU/CbyjWixlenhAdex8m+wo4wAqumTIjkB2AR6Q1F8msg8uknYhO7KfB+ye6qdImhARv0+v1+aW9zIweZBYXoiIrbnXz5AddfZbOci8+wK3D1C+P9nR0prce2gbZFn7pPVWi2E48st+huwIntS1cynQRdauO5AdkfbHv2yQZc4lex+nRPr0D7S+iOiTtKo/ZkmnAueS7Xgga//+rrGh1nkW8POIuCe3/KWSziFLjHMk/QQ4NyKeq5h3eoq3si1n5l5v3zYi4uX0/xlo+9gf2EfSi7myCcAv0nusp10rt892STtExCtVpq/83/a38wzga8BRZN8O2oAX0nT7AKsr/m/55ewPLJD04VzZjox8u2tJ7nMfIxHxDNnX+PnADyqqNwC/AeZExNT02C0i+j+AHyX7mn5kROxKdoQC2Q6gFrtLmpR7vR/ZV/Xt4Q4y70rgwCrlvwWm597DrhExp8pyniP7sFWLYTj2rTL/FcATwMGpvT7Jq221kqy7oZo7yb5h3Z0SyYDrS33As4DnJO0PXAV8CJgWEVOBRyvWOVCb9TsL2E/SZfnCiPhuRLyNV7vwvjDAvBvIul0q23L1IOurZiXZt8WpuceUiJif6utp15Gq9r/9n2Rt8YYUw1/lYlgDzFTu6KJiOSuBz1e8v10i4sZRjLtpObmPrTOAd1YcNRMRfWTJ4TJJewJIminpuDTJFLLk/6KkPYALRyGWz6aBwqOAE8j68YfjauB0ScdIaktxHhoRa8gS41ck7ZrqDpT0jirLuRH4tKQOZYO/F5D1d4/EZyTtImkOcDpwUyqfAmwCtkg6lKyfud+PgL0lnaNsAHeKpCPzC42ILwLfJUvw+YHpN0t6r7Lz688h25ktIuv3D7J+fySdDrw+N983gfMkvVmZg9IOod9msm9lb5d0SVrGIZLeKWknsv7q3wB9lQ2QvrktBD6f3sv+ZN8gajmv/JfA5jSQu7OkCZJeL+lPU31d7TpCf6fsRIJ9yfrQ8//bLcBLkmYCf5eb5z7g98CHJO0g6USyMaJ+VwFnSToy/R8mSfoPkqbUEWfLcHIfQxGxLCK6q1R/HFgKLJK0Cfgp2dE6wFfJBvk2kCWTO+oMZS3ZV9nngBuAsyLiieHMGBG/JEukl5ENrP6cV48aTyX7mvtYWv7NwN5VFnUx0A08AvwKeDCVjcTPydrsbuDLEXFnKj8P+C9kSfMqXk0MRMRmsgG5/0jWDk8BfzbA+/wc8EPgp2mHCtmg5V+k9/ZfgfdGxLaIeAz4CllyWUfWPfSvuWV9H/g82Q5jc1pu/zL7p3kxxXW8pM+RDRheQvY/X0s28PyJKu3wYbIxm+VkfczfBa6pMm1VaUdxAtmYztNp3d8EdkuT1N2uI3ArWZfPYrLB7atT+WfJBp9fSuXbvwVHxO/IBlHPAF4kO6r/EdlOmPTZ+wDwdbL/4VKyMYlxQa/tZrQykXQ08J2ImDXEpJYj6SLgoIj4q6JjKTtJQdb1s3QUlnU/8I2I+Fb9kbU2H7mbWcuS9A5Je6VumQXAG6n/m24p+GwZM2tlh5CNQUwi66Z6XxoPGvfcLWNmVkLuljEzK6Gm6JaZPn16dHZ2Fh2GmVlLeeCBBzZERMdAdU2R3Ds7O+nurnbGoJmZDUTSM9Xq3C1jZlZCTu5mZiXk5G5mVkJO7mZmJeTkbmZWQk1xtoy1pr6+YMXGrazb1MuMXdvpnDaJtrZar0psZqPJyd1q0tcX3LFkLecuXEzvtj7aJ7Zx6UmHMW/OXk7wZk3A3TJWkxUbt25P7AC92/o4d+FiVmzcOsScZtYITu5Wk3Wbercn9n692/pYv7m3oIjMLM/J3WoyY9d22if+4ebTPrGNPae0FxSRmeU5uVtNOqdN4tKTDtue4Pv73DunTRpiTjNrBA+oWk3a2sS8OXtx6NlHsX5zL3tO8dkyZs3Eyd1q1tYmZndMZnbH5KJDMbMK7pYxMyshJ3czsxJycjczKyEndzOzEnJyNzMrISd3M7MScnI3MyshJ3czsxJycjczKyEndzOzEnJyNzMrISd3M7MScnI3MyshJ3czsxJycjczKyEndzOzEhoyuUu6RtJ6SY8OUPdRSSFpenotSZdLWirpEUmHj0XQZmY2uOEcuV8LzKsslLQv8C7g2Vzx8cDB6XEmcEX9IZqZ2UgNmdwj4l7g+QGqLgM+BkSu7ETg+sgsAqZK2ntUIjUzs2Grqc9d0onA6oh4uKJqJrAy93pVKhtoGWdK6pbU3dPTU0sYZmZWxYiTu6RdgE8CF9Sz4oi4MiK6IqKro6OjnkWZmVmFHWqY50DgAOBhSQCzgAclHQGsBvbNTTsrlZmZWQON+Mg9In4VEXtGRGdEdJJ1vRweEWuB24BT01kzc4GXImLN6IZsZmZDGc6pkDcC9wGHSFol6YxBJr8dWA4sBa4C/nZUojQzsxEZslsmIk4Zor4z9zyAD9YflpmZ1cO/UDUzKyEndzOzEnJyNzMrISd3M7MScnI3MyshJ3czsxJycjczKyEndzOzEnJyNzMrISd3M7MScnI3MyshJ3czsxJycjczKyEndzOzEqrlTkw2Cvr6ghUbt7JuUy8zdm2nc9ok2tpUdFhmVhJO7gXo6wvuWLKWcxcupndbH+0T27j0pMOYN2cvJ3gzGxXulinAio1btyd2gN5tfZy7cDErNm4tODIzKwsn9wKs29S7PbH3693Wx/rNvQVFZGZl4+RegBm7ttM+8Q+bvn1iG3tOaS8oIjMrGyf3AnROm8SlJx22PcH397l3TptUcGRmVhYeUC1AW5uYN2cvDj37KNZv7mXPKT5bxsxGl5N7QdraxOyOyczumFx0KGZWQu6WMTMrISd3M7MScnI3MyshJ3czsxJycjczKyEndzOzEnJyNzMrISd3M7MScnI3MyshJ3czsxJycjczKyEndzOzEnJyNzMroXF7VUjfoNrMymxcJnffoNrMym7IbhlJ10haL+nRXNmXJD0h6RFJt0iamqv7hKSlkp6UdNwYxV0X36DazMpuOH3u1wLzKsruAl4fEW8Efg18AkDS64CTgTlpnv8jacKoRTtKfINqMyu7IZN7RNwLPF9RdmdEvJJeLgJmpecnAt+LiN9GxNPAUuCIUYx3VPgG1WZWdqNxtsz7gR+n5zOBlbm6VansNSSdKalbUndPT88ohDF8vkG1mZVdXQOqkj4FvALcMNJ5I+JK4EqArq6uqCeOkfINqs2s7GpO7pJOA04AjomI/uS8Gtg3N9msVNZ0fINqMyuzmrplJM0DPga8OyJezlXdBpwsaSdJBwAHA7+sP0wzMxuJIY/cJd0IHA1Ml7QKuJDs7JidgLskASyKiLMiYomkhcBjZN01H4yI349V8GZmNjC92qNSnK6uruju7i46DDOzliLpgYjoGqjO15YxMyshJ3czsxJycjczKyEndzOzEnJyNzMrISd3M7MScnI3MyshJ3czsxJycjczKyEndzOzEnJyNzMrISd3M7MScnI3MyshJ3czsxJycjczKyEndzOzEnJyNzMroZpvkG1m9enrC1Zs3Mq6Tb3M2LWdzmmTaGtT0WFZSTi5mxWgry+4Y8lazl24mN5tfbRPbOPSkw5j3py9nOBtVLhbxsatvr5gec8W7lu2geU9W+jra9z9hFds3Lo9sQP0buvj3IWLWbFxa8NisHLzkbuNS0UfOa/b1Ls9sffr3dbH+s29zO6YPObrt/LzkbuNS0UfOc/YtZ32iX/48Wuf2MaeU9obsn4rPyd3G5cGO3JuhM5pk7j0pMO2J/j+bw6d0yY1ZP1Wfu6WsXGp/8g5n+AbeeTc1ibmzdmLQ88+ivWbe9lzis+WsdHVskfuRQ6GWetrhiPntjYxu2Myc2dPZ3bHZCd2G1UteeRe9GCYtT4fOVvZteSRe9GDYVYOPnK2MmvJ5F70YJiZWbNryeTu08jMzAbXksm9GQbDzMyaWUsOqHowzMxscC2Z3OHVwTD/VNusGL6qZXNr2eRuZsXx6cjNryX73M2sWM1wOrJ/yDg4H7mb2YgVfVVLf3MYmo/czWzEij4duRm+OTS7IZO7pGskrZf0aK5sD0l3SXoq/d09lUvS5ZKWSnpE0uFjGbyZFaPo05H9Q8ahDadb5lrg68D1ubLzgbsj4hJJ56fXHweOBw5OjyOBK9JfMyuRok9HLvqqnq1gyCP3iLgXeL6i+ETguvT8OuA9ufLrI7MImCpp71GK1cyaSJHX5in6m0MrqHVAdUZErEnP1wIz0vOZwMrcdKtS2RpKxuf4mhWn6G8OraDus2UiIiSN+BwkSWcCZwLst99+9YbRUB6pNyuef8g4uFrPllnX392S/q5P5auBfXPTzUplrxERV0ZEV0R0dXR01BhGMTxSb2bNrtbkfhuwID1fANyaKz81nTUzF3gp131TGh6pN7NmN2S3jKQbgaOB6ZJWARcClwALJZ0BPAOclCa/HZgPLAVeBk4fg5gL55F6M2t2Qyb3iDilStUxA0wbwAfrDarZ9Y/UV/a5e6TezJqFLz9QA4/Um1mzc3KvkUfqzayZ+doyZmYl5ORuZlZCTu5mZiXk5G5mVkJO7mZmJeTkbmZWQk7uZmYl5PPczcwKMNaXDXdyb1G+nrxZ62rEZcPdLdOC+jeM+Zf/glOuup/5l/+CO5aspa9vxJfVN7MCNOKy4U7uLcjXkzfIdvLLe7Zw37INLO/Z4p17C2nEZcPdLdOCBtswfK2b8cF3A2ttjbhsuI/cW1D/hpHn68mPL/721toacYNvH7m3IF9P3vztrbU14rLhTu4tyNeTN98NrPWN9WXD3S3Tovo3jLmzpzO7Y7IT+zjTiK/11tp85G7WgvztzYbi5G7Wonw3MBuMu2XMzErIR+5mZjVo9kuAOLmbmY1QK/yIzN0yZmYj1Ao/InNyNzMboUZcG6ZeTu5mZiPUCpcAcXI3MxuhVvgRmQdUzWrU7GdL2NhphR+RObmb1aAVzpZodq2+c2z2H5G5W8asBq1wtkQz893Exp6Tu1kNWuFsiWbmnePYc3I3q0ErnC3RzLxzHHtO7mY1aIWzJZqZd45jzwOqZjVohbMlmpnvJjb2FFH8AEZXV1d0d3cXHYa1mFY/22K86///eedYO0kPRETXQHU+creW5FMRW1+zn0rY6tznbi3JZ1uYDa6u5C7pv0taIulRSTdKapd0gKT7JS2VdJOkHUcrWBtdfX3B8p4t3LdsA8t7trTUOcY+28JscDUnd0kzgbOBroh4PTABOBn4AnBZRBwEvACcMRqB2uhq9R+R+GwLs8HV2y2zA7CzpB2AXYA1wDuBm1P9dcB76lyHjYFW79bwqYhmg6t5QDUiVkv6MvAs8BvgTuAB4MWIeCVNtgqYOdD8ks4EzgTYb7/9ag3DajRYt0YrDHD5VESzwdXTLbM7cCJwALAPMAmYN9z5I+LKiOiKiK6Ojo5aw7AalaFbo/9si7mzpzO7Y7ITu1lOPd0yxwJPR0RPRGwDfgC8FZiaumkAZgGr64zRxoC7NczKrZ7z3J8F5krahaxb5higG/gZ8D7ge8AC4NZ6g7TR524Ns3Krp8/9fkk3Aw8CrwAPAVcC/wR8T9LFqezq0QjURp9/RGJWXnX9QjUiLgQurCheDhxRz3LNzKw+/oWqmVkJObmbmZWQk7uZWQk5uZuZlZCTu5lZCTm5m5mVkJO7mVkJObmbmZWQb7NnNk75HrTl5uRuNg75HrTl37m5W8ZsHGr1m7XUq9XvRDYcTu5m49B4vwfteNi5ObmbjUNluFlLPcbDzs3J3WwcGu83axkPOzcPqJqNQ+P9Zi39O7fKAeUy7dwUUfwAQldXV3R3dxcdhpmNI/1ny7Tyzk3SAxHRNVCdj9zNbFwq+53I3OduZlZCTu5mZiXk5G5mVkJO7mZmJeTkbmZWQk7uZmYl5ORuZlZCTu5mZiXk5G5mVkJO7mZmJeTkbmZWQr62jBWm7Lc5MyuSk7sVwvfwNBtb7paxQoyH25yZFcnJ3QoxHm5zZlYkJ3crxHi4zZlZkZzcrRDj/R6eZmPNA6pWiPF+D0+zsebkboUp+23OzIrkbhkzsxKqK7lLmirpZklPSHpc0lsk7SHpLklPpb+7j1awZmY2PPUeuX8NuCMiDgXeBDwOnA/cHREHA3en12Zm1kA1J3dJuwFvB64GiIjfRcSLwInAdWmy64D31BeimZmNVD1H7gcAPcC3JD0k6ZuSJgEzImJNmmYtMGOgmSWdKalbUndPT08dYZiZWSVFRG0zSl3AIuCtEXG/pK8Bm4APR8TU3HQvRMSg/e6SeoBnagpk7E0HNhQdxCCaPT5o/hgdX30cX33qiW//iOgYqKKeUyFXAasi4v70+may/vV1kvaOiDWS9gbWD7WgasE1A0ndEdFVdBzVNHt80PwxOr76OL76jFV8NXfLRMRaYKWkQ1LRMcBjwG3AglS2ALi1rgjNzGzE6v0R04eBGyTtCCwHTifbYSyUdAZZV8tJda7DzMxGqK7kHhGLgYG+ThxTz3KbzJVFBzCEZo8Pmj9Gx1cfx1efMYmv5gFVMzNrXr78gJlZCTm5m5mVkJM7IGlfST+T9JikJZI+MsA0R0t6SdLi9LigwTGukPSrtO7uAeol6XJJSyU9IunwBsZ2SK5dFkvaJOmcimka3n6SrpG0XtKjubJhXftI0oI0zVOSFgw0zRjF96V0raZHJN0iaWqVeQfdHsYwvoskrc79H+dXmXeepCfT9jgmlyCpEt9NudhWSFpcZd4xbb9qOaWh219EjPsHsDdweHo+Bfg18LqKaY4GflRgjCuA6YPUzwd+DAiYC9xfUJwTyH6ZvH/R7Ud2eYzDgUdzZV8Ezk/Pzwe+MMB8e5Cd/bUHsHt6vnuD4nsXsEN6/oWB4hvO9jCG8V0EnDeMbWAZMBvYEXi48vM0VvFV1H8FuKCI9quWUxq5/fnIHYiINRHxYHq+mewCaDOLjWrETgSuj8wiYGr6EVmjHQMsi4jCf3EcEfcCz1cUD+faR8cBd0XE8xHxAnAXMK8R8UXEnRHxSnq5CJg12usdrirtNxxHAEsjYnlE/A74Hlm7j6rB4pMkstOwbxzt9Q7HIDmlYdufk3sFSZ3AnwD3D1D9FkkPS/qxpDmNjYwA7pT0gKQzB6ifCazMvV5FMTuok6n+gSqy/foN59pHzdKW7yf7NjaQobaHsfSh1G10TZVuhWZov6OAdRHxVJX6hrVfRU5p2Pbn5J4jaTLwj8A5EbGpovpBsq6GNwH/C/hhg8N7W0QcDhwPfFDS2xu8/iGlH7O9G/j+ANVFt99rRPYduCnPBZb0KeAV4IYqkxS1PVwBHAgcBqwh6/poRqcw+FF7Q9pvsJwy1tufk3siaSLZP+GGiPhBZX1EbIqILen57cBESdMbFV9ErE5/1wO3kH31zVsN7Jt7PSuVNdLxwIMRsa6youj2y1nX312l6tc+KrQtJZ0GnAD8ZUoArzGM7WFMRMS6iPh9RPQBV1VZb9HttwPwXuCmatM0ov2q5JSGbX9O7mzvn7saeDwiLq0yzV5pOiQdQdZ2GxsU3yRJU/qfkw26PVox2W3AqcrMBV7Kff1rlKpHS0W2X4XhXPvoJ8C7JO2euh3elcrGnKR5wMeAd0fEy1WmGc72MFbx5cdx/rzKev8fcLCkA9K3uZPJ2r1RjgWeiIhVA1U2ov0GySmN2/7GarS4lR7A28i+Hj0CLE6P+cBZwFlpmg8BS8hG/hcB/66B8c1O6304xfCpVJ6PT8D/JjtL4VdAV4PbcBJZst4tV1Zo+5HtaNYA28j6Lc8AppHdIewp4KfAHmnaLuCbuXnfDyxNj9MbGN9Ssv7W/u3wG2nafYDbB9seGhTft9P29QhZotq7Mr70ej7ZGSLLGhlfKr+2f7vLTdvQ9hskpzRs+/PlB8zMSsjdMmZmJeTkbmZWQk7uZmYl5ORuZlZCTu5mZiXk5G5mVkJO7mZmJfT/AT99VPn38Q7LAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.scatterplot(x=page_numbers, y=mean_prices)\n",
    "plt.title(\"Mean price of backpacks on each page\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Answer: no, probably not"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "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": "3.8.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}