Mashvisor_Data.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "from pathlib import Path\n",
    "import plotly.express as px\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "Miami_Data = pd.read_excel(Path(\"c:/users/Tavar/Desktop/Miami Mashvisor.xlsx\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Sale Type</th>\n",
       "      <th>Home Type</th>\n",
       "      <th>Address</th>\n",
       "      <th>City</th>\n",
       "      <th>State</th>\n",
       "      <th>Zip Code</th>\n",
       "      <th>Listing Price</th>\n",
       "      <th>Baths</th>\n",
       "      <th>Beds</th>\n",
       "      <th>SQFT</th>\n",
       "      <th>...</th>\n",
       "      <th>Year Built</th>\n",
       "      <th>Parking Spots</th>\n",
       "      <th>Days on Market</th>\n",
       "      <th>Recent Reduction Date</th>\n",
       "      <th>Original Listing Price</th>\n",
       "      <th>MLS ID</th>\n",
       "      <th>Airbnb Cash on Cash</th>\n",
       "      <th>Airbnb Cap Rate</th>\n",
       "      <th>Traditional Cash on Cash</th>\n",
       "      <th>Traditional Cap Rate</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>1745 NW 56th St</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33142</td>\n",
       "      <td>285000</td>\n",
       "      <td>1</td>\n",
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       "      <td>1947</td>\n",
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       "      <th>1</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>2010 NW 86th St</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33147</td>\n",
       "      <td>329900</td>\n",
       "      <td>2</td>\n",
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       "      <td>1235</td>\n",
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       "      <td>1986</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Multi Family</td>\n",
       "      <td>5266 NW 24 AVE</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33142</td>\n",
       "      <td>455000</td>\n",
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       "      <td>2280</td>\n",
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       "      <td>4</td>\n",
       "      <td>1093</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>A10459364</td>\n",
       "      <td>3.30354</td>\n",
       "      <td>NaN</td>\n",
       "      <td>4.09994</td>\n",
       "      <td>2.47890</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Multi Family</td>\n",
       "      <td>5266 NW 24 AVE</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33142</td>\n",
       "      <td>455000</td>\n",
       "      <td>0</td>\n",
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       "      <td>2280</td>\n",
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       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Multi Family</td>\n",
       "      <td>5266 NW 24 AVE</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33142</td>\n",
       "      <td>455000</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>2280</td>\n",
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       "      <td>2018</td>\n",
       "      <td>4</td>\n",
       "      <td>1093</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>A10459364</td>\n",
       "      <td>3.30354</td>\n",
       "      <td>NaN</td>\n",
       "      <td>4.09994</td>\n",
       "      <td>2.47890</td>\n",
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       "    <tr>\n",
       "      <th>67</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>1861 NW 88th Ter</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33147</td>\n",
       "      <td>359900</td>\n",
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       "      <td>1402</td>\n",
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       "    <tr>\n",
       "      <th>68</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>1051 NW 45th St</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33127</td>\n",
       "      <td>435000</td>\n",
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       "      <td>1396</td>\n",
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       "      <td>4.09994</td>\n",
       "      <td>2.04832</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>69</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>1858 NW 47th Ter</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33142</td>\n",
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       "    <tr>\n",
       "      <th>70</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>1340 NW 51st Ter</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33142</td>\n",
       "      <td>379000</td>\n",
       "      <td>2</td>\n",
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       "      <td>0</td>\n",
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       "      <td>1944</td>\n",
       "      <td>0</td>\n",
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       "      <td>2.59662</td>\n",
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       "    <tr>\n",
       "      <th>71</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>1231 NW 87th St</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33147</td>\n",
       "      <td>300000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1789</td>\n",
       "      <td>...</td>\n",
       "      <td>1957</td>\n",
       "      <td>1</td>\n",
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       "      <td>0</td>\n",
       "      <td>A11030777</td>\n",
       "      <td>3.30354</td>\n",
       "      <td>5.29014</td>\n",
       "      <td>4.09994</td>\n",
       "      <td>4.37807</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>72 rows × 21 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Sale Type                  Home Type           Address   City State  \\\n",
       "0   MLS Listing  Single Family Residential   1745 NW 56th St  Miami    FL   \n",
       "1   MLS Listing  Single Family Residential   2010 NW 86th St  Miami    FL   \n",
       "2   MLS Listing               Multi Family    5266 NW 24 AVE  Miami    FL   \n",
       "3   MLS Listing               Multi Family    5266 NW 24 AVE  Miami    FL   \n",
       "4   MLS Listing               Multi Family    5266 NW 24 AVE  Miami    FL   \n",
       "..          ...                        ...               ...    ...   ...   \n",
       "67  MLS Listing  Single Family Residential  1861 NW 88th Ter  Miami    FL   \n",
       "68  MLS Listing  Single Family Residential   1051 NW 45th St  Miami    FL   \n",
       "69  MLS Listing  Single Family Residential  1858 NW 47th Ter  Miami    FL   \n",
       "70  MLS Listing  Single Family Residential  1340 NW 51st Ter  Miami    FL   \n",
       "71  MLS Listing  Single Family Residential   1231 NW 87th St  Miami    FL   \n",
       "\n",
       "    Zip Code  Listing Price  Baths  Beds  SQFT  ...  Year Built  \\\n",
       "0      33142         285000      1     3  1243  ...        1947   \n",
       "1      33147         329900      2     3  1235  ...        1986   \n",
       "2      33142         455000      0     0  2280  ...        2018   \n",
       "3      33142         455000      0     0  2280  ...        2018   \n",
       "4      33142         455000      0     0  2280  ...        2018   \n",
       "..       ...            ...    ...   ...   ...  ...         ...   \n",
       "67     33147         359900      2     3  1402  ...        1954   \n",
       "68     33127         435000      2     3  1396  ...        1941   \n",
       "69     33142         299000      2     4  1316  ...        1964   \n",
       "70     33142         379000      2     3     0  ...        1944   \n",
       "71     33147         300000      2     3  1789  ...        1957   \n",
       "\n",
       "    Parking Spots  Days on Market  Recent Reduction Date  \\\n",
       "0               1              87                      0   \n",
       "1               0              26                      0   \n",
       "2               4            1093                      0   \n",
       "3               4            1093                      0   \n",
       "4               4            1093                      0   \n",
       "..            ...             ...                    ...   \n",
       "67              0               8                      0   \n",
       "68              4               9                      0   \n",
       "69              2               7                      0   \n",
       "70              0             372                      0   \n",
       "71              1               3                      0   \n",
       "\n",
       "    Original Listing Price     MLS ID Airbnb Cash on Cash  Airbnb Cap Rate  \\\n",
       "0                        0  A10989153             3.30354          5.09453   \n",
       "1                        0  A11020427             3.30354          3.95890   \n",
       "2                        0  A10459364             3.30354              NaN   \n",
       "3                        0  A10459364             3.30354              NaN   \n",
       "4                        0  A10459364             3.30354              NaN   \n",
       "..                     ...        ...                 ...              ...   \n",
       "67                       0  A11028625             3.30354          3.55193   \n",
       "68                       0  A11027824             3.30354          2.67734   \n",
       "69                       0  A11028788             3.30354          8.20568   \n",
       "70                       0  A11029030             3.30354          3.31858   \n",
       "71                       0  A11030777             3.30354          5.29014   \n",
       "\n",
       "    Traditional Cash on Cash  Traditional Cap Rate  \n",
       "0                    4.09994               4.13446  \n",
       "1                    4.09994               3.12949  \n",
       "2                    4.09994               2.47890  \n",
       "3                    4.09994               2.47890  \n",
       "4                    4.09994               2.47890  \n",
       "..                       ...                   ...  \n",
       "67                   4.09994               2.79166  \n",
       "68                   4.09994               2.04832  \n",
       "69                   4.09994               4.67599  \n",
       "70                   4.09994               2.59662  \n",
       "71                   4.09994               4.37807  \n",
       "\n",
       "[72 rows x 21 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Miami_Data\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
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       "      <td>254333.166667</td>\n",
       "      <td>1.666667</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>902.000000</td>\n",
       "      <td>4356.000000</td>\n",
       "      <td>1944.500000</td>\n",
       "      <td>0.666667</td>\n",
       "      <td>59.333333</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>3.30354</td>\n",
       "      <td>5.344977</td>\n",
       "      <td>4.09994</td>\n",
       "      <td>4.628690</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33167</th>\n",
       "      <td>327842.857143</td>\n",
       "      <td>1.428571</td>\n",
       "      <td>2.857143</td>\n",
       "      <td>900.142857</td>\n",
       "      <td>5600.571429</td>\n",
       "      <td>1952.857143</td>\n",
       "      <td>0.714286</td>\n",
       "      <td>52.285714</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>3.30354</td>\n",
       "      <td>3.893204</td>\n",
       "      <td>4.09994</td>\n",
       "      <td>3.162459</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33168</th>\n",
       "      <td>264500.000000</td>\n",
       "      <td>1.500000</td>\n",
       "      <td>2.500000</td>\n",
       "      <td>760.000000</td>\n",
       "      <td>4138.000000</td>\n",
       "      <td>1950.500000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>36.500000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>3.30354</td>\n",
       "      <td>1.457720</td>\n",
       "      <td>4.09994</td>\n",
       "      <td>4.203170</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33169</th>\n",
       "      <td>339000.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>1803.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1962.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>99.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>3.30354</td>\n",
       "      <td>3.713690</td>\n",
       "      <td>4.09994</td>\n",
       "      <td>2.906550</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          Listing Price     Baths      Beds         SQFT     Lot Size  \\\n",
       "Zip Code                                                                \n",
       "33015     314000.000000  2.000000  2.000000  1446.000000   436.000000   \n",
       "33127     373557.142857  1.285714  2.285714  1317.857143  5752.571429   \n",
       "33142     302842.857143  1.190476  1.857143  1061.809524  4873.571429   \n",
       "33147     275055.148148  1.592593  2.703704  1073.518519  6334.962963   \n",
       "33150     254333.166667  1.666667  3.000000   902.000000  4356.000000   \n",
       "33167     327842.857143  1.428571  2.857143   900.142857  5600.571429   \n",
       "33168     264500.000000  1.500000  2.500000   760.000000  4138.000000   \n",
       "33169     339000.000000  1.000000  3.000000  1803.000000     0.000000   \n",
       "\n",
       "           Year Built  Parking Spots  Days on Market  Recent Reduction Date  \\\n",
       "Zip Code                                                                      \n",
       "33015     1986.000000       0.000000       24.000000                    0.0   \n",
       "33127     1937.285714       1.714286       91.571429                    0.0   \n",
       "33142     1968.095238       1.571429      256.952381                    0.0   \n",
       "33147     1960.666667       0.925926       94.407407                    0.0   \n",
       "33150     1944.500000       0.666667       59.333333                    0.0   \n",
       "33167     1952.857143       0.714286       52.285714                    0.0   \n",
       "33168     1950.500000       0.000000       36.500000                    0.0   \n",
       "33169     1962.000000       0.000000       99.000000                    0.0   \n",
       "\n",
       "          Original Listing Price  Airbnb Cash on Cash  Airbnb Cap Rate  \\\n",
       "Zip Code                                                                 \n",
       "33015                        0.0              3.30354        -1.435410   \n",
       "33127                        0.0              3.30354         4.684000   \n",
       "33142                        0.0              3.30354         1.246425   \n",
       "33147                        0.0              3.30354         3.371328   \n",
       "33150                        0.0              3.30354         5.344977   \n",
       "33167                        0.0              3.30354         3.893204   \n",
       "33168                        0.0              3.30354         1.457720   \n",
       "33169                        0.0              3.30354         3.713690   \n",
       "\n",
       "          Traditional Cash on Cash  Traditional Cap Rate  \n",
       "Zip Code                                                  \n",
       "33015                      4.09994              2.140410  \n",
       "33127                      4.09994              3.120260  \n",
       "33142                      4.09994              3.611249  \n",
       "33147                      4.09994              4.251930  \n",
       "33150                      4.09994              4.628690  \n",
       "33167                      4.09994              3.162459  \n",
       "33168                      4.09994              4.203170  \n",
       "33169                      4.09994              2.906550  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Miami_Data.groupby(\"Zip Code\").mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "Orlando_Data = pd.read_excel(Path(\"c:/users/Tavar/Desktop/Orlando Data.xlsx\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Sale Type</th>\n",
       "      <th>Home Type</th>\n",
       "      <th>Address</th>\n",
       "      <th>City</th>\n",
       "      <th>State</th>\n",
       "      <th>Zip Code</th>\n",
       "      <th>Listing Price</th>\n",
       "      <th>Baths</th>\n",
       "      <th>Beds</th>\n",
       "      <th>SQFT</th>\n",
       "      <th>...</th>\n",
       "      <th>Year Built</th>\n",
       "      <th>Parking Spots</th>\n",
       "      <th>Days on Market</th>\n",
       "      <th>Recent Reduction Date</th>\n",
       "      <th>Original Listing Price</th>\n",
       "      <th>MLS ID</th>\n",
       "      <th>Airbnb Cash on Cash</th>\n",
       "      <th>Airbnb Cap Rate</th>\n",
       "      <th>Traditional Cash on Cash</th>\n",
       "      <th>Traditional Cap Rate</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5319 INDIAN CREEK DRIVE #D</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32811</td>\n",
       "      <td>138000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1123</td>\n",
       "      <td>...</td>\n",
       "      <td>1973</td>\n",
       "      <td>2</td>\n",
       "      <td>178</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>S5041728</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>0.091979</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.573190</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5304 JASMINE CREEK LANE #1306</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32811</td>\n",
       "      <td>214900</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1418</td>\n",
       "      <td>...</td>\n",
       "      <td>1973</td>\n",
       "      <td>2</td>\n",
       "      <td>234</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5888760</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>0.499206</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>4.303750</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>6007 PINE VALLEY DRIVE</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>1250000</td>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>3261</td>\n",
       "      <td>...</td>\n",
       "      <td>1983</td>\n",
       "      <td>3</td>\n",
       "      <td>76</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5921678</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>-0.359549</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>0.294528</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5401 PINE CREEK DRIVE #1806</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32811</td>\n",
       "      <td>133500</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1141</td>\n",
       "      <td>...</td>\n",
       "      <td>1973</td>\n",
       "      <td>0</td>\n",
       "      <td>49</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>G5039325</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>-1.577280</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>2.021270</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>6351 PINEY GLEN LANE</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>475000</td>\n",
       "      <td>3</td>\n",
       "      <td>4</td>\n",
       "      <td>2343</td>\n",
       "      <td>...</td>\n",
       "      <td>1986</td>\n",
       "      <td>2</td>\n",
       "      <td>30</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>S5048232</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>5.241870</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.358190</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5491 PINE CREEK DRIVE #1906</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32811</td>\n",
       "      <td>138000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1141</td>\n",
       "      <td>...</td>\n",
       "      <td>1973</td>\n",
       "      <td>2</td>\n",
       "      <td>318</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5869690</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>-1.971460</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>1.509750</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>6312 Piney Glen Ln, Orlando Fl</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>439000</td>\n",
       "      <td>3</td>\n",
       "      <td>4</td>\n",
       "      <td>3097</td>\n",
       "      <td>...</td>\n",
       "      <td>1984</td>\n",
       "      <td>3</td>\n",
       "      <td>150</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>A10961978</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>5.555280</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.517130</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5318 PEBBLE BEACH DRIVE #D</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32811</td>\n",
       "      <td>115000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1123</td>\n",
       "      <td>...</td>\n",
       "      <td>1973</td>\n",
       "      <td>1</td>\n",
       "      <td>264</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>S5037568</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>4.419530</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>8.596980</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5858 PEREGRINE AVENUE</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>164900</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1146</td>\n",
       "      <td>...</td>\n",
       "      <td>1974</td>\n",
       "      <td>0</td>\n",
       "      <td>209</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5894779</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>7.037280</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>8.308090</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5414 PINE CREEK DRIVE #1612</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32811</td>\n",
       "      <td>157900</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>1617</td>\n",
       "      <td>...</td>\n",
       "      <td>1973</td>\n",
       "      <td>1</td>\n",
       "      <td>110</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>S5044535</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>1.473740</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>6.651680</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>6315 MARINA DRIVE</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>660000</td>\n",
       "      <td>5</td>\n",
       "      <td>4</td>\n",
       "      <td>3416</td>\n",
       "      <td>...</td>\n",
       "      <td>1967</td>\n",
       "      <td>1</td>\n",
       "      <td>90</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5918302</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>3.311590</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>1.955910</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5822 WINDHOVER DRIVE #5822</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>169900</td>\n",
       "      <td>3</td>\n",
       "      <td>2</td>\n",
       "      <td>1193</td>\n",
       "      <td>...</td>\n",
       "      <td>1980</td>\n",
       "      <td>0</td>\n",
       "      <td>88</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5919052</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>0.419265</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.246850</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5311 BURNING TREE DRIVE #D</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32811</td>\n",
       "      <td>110000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1123</td>\n",
       "      <td>...</td>\n",
       "      <td>1973</td>\n",
       "      <td>1</td>\n",
       "      <td>73</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5922494</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>-2.583230</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>1.784110</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5411 PINE CREEK DRIVE #1802</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32811</td>\n",
       "      <td>135000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1141</td>\n",
       "      <td>...</td>\n",
       "      <td>1973</td>\n",
       "      <td>0</td>\n",
       "      <td>35</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>G5039897</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>0.041453</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.600020</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8950 KITTANNING AVENUE</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32836</td>\n",
       "      <td>423000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>2277</td>\n",
       "      <td>...</td>\n",
       "      <td>2013</td>\n",
       "      <td>3</td>\n",
       "      <td>29</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>U8116371</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>1.287110</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.219960</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>Auction</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>6253 INDIAN MEADOW STREET</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>907000</td>\n",
       "      <td>4</td>\n",
       "      <td>5</td>\n",
       "      <td>3686</td>\n",
       "      <td>...</td>\n",
       "      <td>1984</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>NaN</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>9355 ROYAL ESTATES BOULEVARD</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32836</td>\n",
       "      <td>629950</td>\n",
       "      <td>4</td>\n",
       "      <td>4</td>\n",
       "      <td>3415</td>\n",
       "      <td>...</td>\n",
       "      <td>2018</td>\n",
       "      <td>3</td>\n",
       "      <td>10</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5936554</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>3.470460</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>2.050120</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>6419 VINELAND ROAD</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>669000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1791</td>\n",
       "      <td>...</td>\n",
       "      <td>1959</td>\n",
       "      <td>4</td>\n",
       "      <td>9</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5936412</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>0.456747</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>1.678860</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>6158 CRYSTAL VIEW DRIVE</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>489000</td>\n",
       "      <td>3</td>\n",
       "      <td>4</td>\n",
       "      <td>2449</td>\n",
       "      <td>...</td>\n",
       "      <td>1989</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5935931</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>5.235530</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.405790</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5097 EAGLESMERE DRIVE #33</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>154900</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1139</td>\n",
       "      <td>...</td>\n",
       "      <td>1974</td>\n",
       "      <td>0</td>\n",
       "      <td>7</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5937335</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>1.170000</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>4.271400</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>6762 TAMARIND CIRCLE</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>429000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>2133</td>\n",
       "      <td>...</td>\n",
       "      <td>1978</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5938057</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>1.461160</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.366980</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>6020 PEREGRINE AVENUE #B03</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>109900</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>918</td>\n",
       "      <td>...</td>\n",
       "      <td>1974</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>O5937356</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>-3.203780</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.458010</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>5830 WINDHOVER DRIVE #830</td>\n",
       "      <td>Orlando</td>\n",
       "      <td>FL</td>\n",
       "      <td>32819</td>\n",
       "      <td>169000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1258</td>\n",
       "      <td>...</td>\n",
       "      <td>1980</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>S5049510</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>0.226232</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.068880</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>23 rows × 21 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Sale Type                  Home Type                         Address  \\\n",
       "0   MLS Listing                 Condo/Coop      5319 INDIAN CREEK DRIVE #D   \n",
       "1   MLS Listing                 Condo/Coop   5304 JASMINE CREEK LANE #1306   \n",
       "2   MLS Listing  Single Family Residential          6007 PINE VALLEY DRIVE   \n",
       "3   MLS Listing                 Condo/Coop     5401 PINE CREEK DRIVE #1806   \n",
       "4   MLS Listing  Single Family Residential            6351 PINEY GLEN LANE   \n",
       "5   MLS Listing                 Condo/Coop     5491 PINE CREEK DRIVE #1906   \n",
       "6   MLS Listing  Single Family Residential  6312 Piney Glen Ln, Orlando Fl   \n",
       "7   MLS Listing                 Condo/Coop      5318 PEBBLE BEACH DRIVE #D   \n",
       "8   MLS Listing                 Condo/Coop           5858 PEREGRINE AVENUE   \n",
       "9   MLS Listing                 Condo/Coop     5414 PINE CREEK DRIVE #1612   \n",
       "10  MLS Listing  Single Family Residential               6315 MARINA DRIVE   \n",
       "11  MLS Listing                 Condo/Coop      5822 WINDHOVER DRIVE #5822   \n",
       "12  MLS Listing                 Condo/Coop      5311 BURNING TREE DRIVE #D   \n",
       "13  MLS Listing                 Condo/Coop     5411 PINE CREEK DRIVE #1802   \n",
       "14  MLS Listing  Single Family Residential          8950 KITTANNING AVENUE   \n",
       "15      Auction  Single Family Residential       6253 INDIAN MEADOW STREET   \n",
       "16  MLS Listing  Single Family Residential    9355 ROYAL ESTATES BOULEVARD   \n",
       "17  MLS Listing  Single Family Residential              6419 VINELAND ROAD   \n",
       "18  MLS Listing  Single Family Residential         6158 CRYSTAL VIEW DRIVE   \n",
       "19  MLS Listing                 Condo/Coop       5097 EAGLESMERE DRIVE #33   \n",
       "20  MLS Listing  Single Family Residential            6762 TAMARIND CIRCLE   \n",
       "21  MLS Listing                 Condo/Coop      6020 PEREGRINE AVENUE #B03   \n",
       "22  MLS Listing                 Condo/Coop       5830 WINDHOVER DRIVE #830   \n",
       "\n",
       "       City State  Zip Code  Listing Price  Baths  Beds  SQFT  ...  \\\n",
       "0   Orlando    FL     32811         138000      2     2  1123  ...   \n",
       "1   Orlando    FL     32811         214900      2     3  1418  ...   \n",
       "2   Orlando    FL     32819        1250000      4     3  3261  ...   \n",
       "3   Orlando    FL     32811         133500      2     2  1141  ...   \n",
       "4   Orlando    FL     32819         475000      3     4  2343  ...   \n",
       "5   Orlando    FL     32811         138000      2     2  1141  ...   \n",
       "6   Orlando    FL     32819         439000      3     4  3097  ...   \n",
       "7   Orlando    FL     32811         115000      2     2  1123  ...   \n",
       "8   Orlando    FL     32819         164900      2     3  1146  ...   \n",
       "9   Orlando    FL     32811         157900      3     3  1617  ...   \n",
       "10  Orlando    FL     32819         660000      5     4  3416  ...   \n",
       "11  Orlando    FL     32819         169900      3     2  1193  ...   \n",
       "12  Orlando    FL     32811         110000      2     2  1123  ...   \n",
       "13  Orlando    FL     32811         135000      2     2  1141  ...   \n",
       "14  Orlando    FL     32836         423000      2     3  2277  ...   \n",
       "15  Orlando    FL     32819         907000      4     5  3686  ...   \n",
       "16  Orlando    FL     32836         629950      4     4  3415  ...   \n",
       "17  Orlando    FL     32819         669000      2     3  1791  ...   \n",
       "18  Orlando    FL     32819         489000      3     4  2449  ...   \n",
       "19  Orlando    FL     32819         154900      2     2  1139  ...   \n",
       "20  Orlando    FL     32819         429000      2     3  2133  ...   \n",
       "21  Orlando    FL     32819         109900      1     1   918  ...   \n",
       "22  Orlando    FL     32819         169000      2     2  1258  ...   \n",
       "\n",
       "    Year Built  Parking Spots  Days on Market  Recent Reduction Date  \\\n",
       "0         1973              2             178                      0   \n",
       "1         1973              2             234                      0   \n",
       "2         1983              3              76                      0   \n",
       "3         1973              0              49                      0   \n",
       "4         1986              2              30                      0   \n",
       "5         1973              2             318                      0   \n",
       "6         1984              3             150                      0   \n",
       "7         1973              1             264                      0   \n",
       "8         1974              0             209                      0   \n",
       "9         1973              1             110                      0   \n",
       "10        1967              1              90                      0   \n",
       "11        1980              0              88                      0   \n",
       "12        1973              1              73                      0   \n",
       "13        1973              0              35                      0   \n",
       "14        2013              3              29                      0   \n",
       "15        1984              0               1                      0   \n",
       "16        2018              3              10                      0   \n",
       "17        1959              4               9                      0   \n",
       "18        1989              2               4                      0   \n",
       "19        1974              0               7                      0   \n",
       "20        1978              2               3                      0   \n",
       "21        1974              0               2                      0   \n",
       "22        1980              0               1                      0   \n",
       "\n",
       "    Original Listing Price     MLS ID Airbnb Cash on Cash  Airbnb Cap Rate  \\\n",
       "0                        0   S5041728             1.56962         0.091979   \n",
       "1                        0   O5888760             1.56962         0.499206   \n",
       "2                        0   O5921678             1.56962        -0.359549   \n",
       "3                        0   G5039325             1.56962        -1.577280   \n",
       "4                        0   S5048232             1.56962         5.241870   \n",
       "5                        0   O5869690             1.56962        -1.971460   \n",
       "6                        0  A10961978             1.56962         5.555280   \n",
       "7                        0   S5037568             1.56962         4.419530   \n",
       "8                        0   O5894779             1.56962         7.037280   \n",
       "9                        0   S5044535             1.56962         1.473740   \n",
       "10                       0   O5918302             1.56962         3.311590   \n",
       "11                       0   O5919052             1.56962         0.419265   \n",
       "12                       0   O5922494             1.56962        -2.583230   \n",
       "13                       0   G5039897             1.56962         0.041453   \n",
       "14                       0   U8116371             1.56962         1.287110   \n",
       "15                       0        NaN             1.56962              NaN   \n",
       "16                       0   O5936554             1.56962         3.470460   \n",
       "17                       0   O5936412             1.56962         0.456747   \n",
       "18                       0   O5935931             1.56962         5.235530   \n",
       "19                       0   O5937335             1.56962         1.170000   \n",
       "20                       0   O5938057             1.56962         1.461160   \n",
       "21                       0   O5937356             1.56962        -3.203780   \n",
       "22                       0   S5049510             1.56962         0.226232   \n",
       "\n",
       "    Traditional Cash on Cash  Traditional Cap Rate  \n",
       "0                    3.69154              3.573190  \n",
       "1                    3.69154              4.303750  \n",
       "2                    3.69154              0.294528  \n",
       "3                    3.69154              2.021270  \n",
       "4                    3.69154              3.358190  \n",
       "5                    3.69154              1.509750  \n",
       "6                    3.69154              3.517130  \n",
       "7                    3.69154              8.596980  \n",
       "8                    3.69154              8.308090  \n",
       "9                    3.69154              6.651680  \n",
       "10                   3.69154              1.955910  \n",
       "11                   3.69154              3.246850  \n",
       "12                   3.69154              1.784110  \n",
       "13                   3.69154              3.600020  \n",
       "14                   3.69154              3.219960  \n",
       "15                   3.69154                   NaN  \n",
       "16                   3.69154              2.050120  \n",
       "17                   3.69154              1.678860  \n",
       "18                   3.69154              3.405790  \n",
       "19                   3.69154              4.271400  \n",
       "20                   3.69154              3.366980  \n",
       "21                   3.69154              3.458010  \n",
       "22                   3.69154              3.068880  \n",
       "\n",
       "[23 rows x 21 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Orlando_Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "\n",
       "    .dataframe tbody tr th {\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>Listing Price</th>\n",
       "      <th>Baths</th>\n",
       "      <th>Beds</th>\n",
       "      <th>SQFT</th>\n",
       "      <th>Lot Size</th>\n",
       "      <th>Year Built</th>\n",
       "      <th>Parking Spots</th>\n",
       "      <th>Days on Market</th>\n",
       "      <th>Recent Reduction Date</th>\n",
       "      <th>Original Listing Price</th>\n",
       "      <th>Airbnb Cash on Cash</th>\n",
       "      <th>Airbnb Cap Rate</th>\n",
       "      <th>Traditional Cash on Cash</th>\n",
       "      <th>Traditional Cap Rate</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Zip Code</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>32811</th>\n",
       "      <td>142787.5</td>\n",
       "      <td>2.125000</td>\n",
       "      <td>2.250000</td>\n",
       "      <td>1228.375000</td>\n",
       "      <td>4029.375000</td>\n",
       "      <td>1973.000000</td>\n",
       "      <td>1.125000</td>\n",
       "      <td>157.625000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>0.049242</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>4.005094</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32819</th>\n",
       "      <td>468200.0</td>\n",
       "      <td>2.769231</td>\n",
       "      <td>3.076923</td>\n",
       "      <td>2140.769231</td>\n",
       "      <td>12464.769231</td>\n",
       "      <td>1977.846154</td>\n",
       "      <td>1.307692</td>\n",
       "      <td>51.538462</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>2.212635</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>3.327552</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32836</th>\n",
       "      <td>526475.0</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>3.500000</td>\n",
       "      <td>2846.000000</td>\n",
       "      <td>8494.000000</td>\n",
       "      <td>2015.500000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>19.500000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.56962</td>\n",
       "      <td>2.378785</td>\n",
       "      <td>3.69154</td>\n",
       "      <td>2.635040</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          Listing Price     Baths      Beds         SQFT      Lot Size  \\\n",
       "Zip Code                                                                 \n",
       "32811          142787.5  2.125000  2.250000  1228.375000   4029.375000   \n",
       "32819          468200.0  2.769231  3.076923  2140.769231  12464.769231   \n",
       "32836          526475.0  3.000000  3.500000  2846.000000   8494.000000   \n",
       "\n",
       "           Year Built  Parking Spots  Days on Market  Recent Reduction Date  \\\n",
       "Zip Code                                                                      \n",
       "32811     1973.000000       1.125000      157.625000                    0.0   \n",
       "32819     1977.846154       1.307692       51.538462                    0.0   \n",
       "32836     2015.500000       3.000000       19.500000                    0.0   \n",
       "\n",
       "          Original Listing Price  Airbnb Cash on Cash  Airbnb Cap Rate  \\\n",
       "Zip Code                                                                 \n",
       "32811                        0.0              1.56962         0.049242   \n",
       "32819                        0.0              1.56962         2.212635   \n",
       "32836                        0.0              1.56962         2.378785   \n",
       "\n",
       "          Traditional Cash on Cash  Traditional Cap Rate  \n",
       "Zip Code                                                  \n",
       "32811                      3.69154              4.005094  \n",
       "32819                      3.69154              3.327552  \n",
       "32836                      3.69154              2.635040  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Orlando_Data.groupby(\"Zip Code\").mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "Tampa_Data = pd.read_excel(Path(\"c:/users/Tavar/Desktop/Tampa Data.xlsx\"))\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Sale Type</th>\n",
       "      <th>Home Type</th>\n",
       "      <th>Address</th>\n",
       "      <th>City</th>\n",
       "      <th>State</th>\n",
       "      <th>Zip Code</th>\n",
       "      <th>Listing Price</th>\n",
       "      <th>Baths</th>\n",
       "      <th>Beds</th>\n",
       "      <th>SQFT</th>\n",
       "      <th>...</th>\n",
       "      <th>Year Built</th>\n",
       "      <th>Parking Spots</th>\n",
       "      <th>Days on Market</th>\n",
       "      <th>Recent Reduction Date</th>\n",
       "      <th>Original Listing Price</th>\n",
       "      <th>MLS ID</th>\n",
       "      <th>Airbnb Cash on Cash</th>\n",
       "      <th>Airbnb Cap Rate</th>\n",
       "      <th>Traditional Cash on Cash</th>\n",
       "      <th>Traditional Cap Rate</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>7708 W POCAHONTAS AVENUE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>319900</td>\n",
       "      <td>3</td>\n",
       "      <td>4</td>\n",
       "      <td>1736</td>\n",
       "      <td>...</td>\n",
       "      <td>1966</td>\n",
       "      <td>2</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3301019</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>7.724610</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>7.198310</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>4311 BAYSIDE VILLAGE DRIVE #201</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>145000</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>890</td>\n",
       "      <td>...</td>\n",
       "      <td>2000</td>\n",
       "      <td>0</td>\n",
       "      <td>8</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3301046</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.313357</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>2.662230</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>6336 NEWTOWN CIRCLE #36C1</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>115000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1068</td>\n",
       "      <td>...</td>\n",
       "      <td>1979</td>\n",
       "      <td>0</td>\n",
       "      <td>175</td>\n",
       "      <td>0</td>\n",
       "      <td>78000</td>\n",
       "      <td>T3273415</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-0.244696</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>10.476000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>12408 BRISTOL COMMONS CIRCLE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>550000</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>2205</td>\n",
       "      <td>...</td>\n",
       "      <td>1994</td>\n",
       "      <td>2</td>\n",
       "      <td>13</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3299864</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>3.590720</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>3.284600</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>4631 DRIESLER CIRCLE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33634</td>\n",
       "      <td>240000</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>1268</td>\n",
       "      <td>...</td>\n",
       "      <td>1964</td>\n",
       "      <td>0</td>\n",
       "      <td>234</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3262417</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>1.026320</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>6.683930</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Townhouse</td>\n",
       "      <td>9595 CAVENDISH DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>399999</td>\n",
       "      <td>4</td>\n",
       "      <td>2</td>\n",
       "      <td>1910</td>\n",
       "      <td>...</td>\n",
       "      <td>2018</td>\n",
       "      <td>2</td>\n",
       "      <td>14</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>U8119120</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-2.447850</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>0.634354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>9213 TUDOR DRIVE #B205</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>85000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1520</td>\n",
       "      <td>...</td>\n",
       "      <td>1980</td>\n",
       "      <td>0</td>\n",
       "      <td>100</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3283569</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-0.225341</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>14.279100</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>9008 TUDOR DRIVE #K206</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>95000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1300</td>\n",
       "      <td>...</td>\n",
       "      <td>1980</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>U8120129</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>5.084780</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>19.377700</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>10476 SAINT TROPEZ PLACE #102</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>299900</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>1782</td>\n",
       "      <td>...</td>\n",
       "      <td>1986</td>\n",
       "      <td>2</td>\n",
       "      <td>16</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3299723</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-1.590130</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>2.937470</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>9266 LAKE CHASE ISLAND WAY #9266</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>210000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1578</td>\n",
       "      <td>...</td>\n",
       "      <td>2001</td>\n",
       "      <td>0</td>\n",
       "      <td>98</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3284872</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>1.060730</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>7.526570</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>7909 PALMERA POINTE CIRCLE #7909</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>115900</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>1554</td>\n",
       "      <td>...</td>\n",
       "      <td>1974</td>\n",
       "      <td>0</td>\n",
       "      <td>176</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3272575</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-1.597320</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>10.118200</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>Auction</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8941 SOUTHBAY DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>365000</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>1988</td>\n",
       "      <td>...</td>\n",
       "      <td>1995</td>\n",
       "      <td>0</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>6.291240</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>5.829970</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8829 Poe Drive</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>75000</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>2008</td>\n",
       "      <td>0</td>\n",
       "      <td>87</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>10966663</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>8.791380</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>26.895700</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>Auction</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>7504 MEADOW DR</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33634</td>\n",
       "      <td>303000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1530</td>\n",
       "      <td>...</td>\n",
       "      <td>1973</td>\n",
       "      <td>0</td>\n",
       "      <td>95</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.381002</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>4.862280</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>9706 Weeping Cherry CT</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33635</td>\n",
       "      <td>59900</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>1994</td>\n",
       "      <td>0</td>\n",
       "      <td>84</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>10967559</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>10.328200</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>32.996400</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Townhouse</td>\n",
       "      <td>12631 WESTON DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>449000</td>\n",
       "      <td>4</td>\n",
       "      <td>4</td>\n",
       "      <td>2452</td>\n",
       "      <td>...</td>\n",
       "      <td>2007</td>\n",
       "      <td>2</td>\n",
       "      <td>60</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3286407</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>3.979070</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>3.604100</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>10425 LA MIRAGE COURT #202</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>224900</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1232</td>\n",
       "      <td>...</td>\n",
       "      <td>1986</td>\n",
       "      <td>1</td>\n",
       "      <td>63</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3290764</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-1.264250</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>4.217660</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>7901 SIERRA PALM PLACE #202</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>89995</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1164</td>\n",
       "      <td>...</td>\n",
       "      <td>1974</td>\n",
       "      <td>0</td>\n",
       "      <td>61</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3291262</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.637658</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>14.337100</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>7610 PINERY WAY #A</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>540000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>973</td>\n",
       "      <td>...</td>\n",
       "      <td>1983</td>\n",
       "      <td>0</td>\n",
       "      <td>57</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3290745</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-1.322390</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>0.960722</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8002 Plaza Drive</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>50900</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>56</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>10973129</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>NaN</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>18.488000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>9012 WESTBAY BOULEVARD</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>375000</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>1964</td>\n",
       "      <td>...</td>\n",
       "      <td>1995</td>\n",
       "      <td>2</td>\n",
       "      <td>50</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3292921</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>5.518730</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>5.069760</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8316 W JUNE STREET</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>399900</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>2217</td>\n",
       "      <td>...</td>\n",
       "      <td>2021</td>\n",
       "      <td>2</td>\n",
       "      <td>48</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3293773</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.744235</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>4.139650</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8318 JUNE STREET</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>399900</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>2217</td>\n",
       "      <td>...</td>\n",
       "      <td>2021</td>\n",
       "      <td>2</td>\n",
       "      <td>48</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3294002</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.538239</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>3.933650</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8804 SOUTHBAY DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>360000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1552</td>\n",
       "      <td>...</td>\n",
       "      <td>1995</td>\n",
       "      <td>2</td>\n",
       "      <td>44</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>U8115583</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-0.239142</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>3.532600</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8328 ARCHWOOD CIRCLE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>389000</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>2100</td>\n",
       "      <td>...</td>\n",
       "      <td>1964</td>\n",
       "      <td>2</td>\n",
       "      <td>37</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3295667</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>6.008570</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>5.575760</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>10220 TURTLE HILL COURT</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>205000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1207</td>\n",
       "      <td>...</td>\n",
       "      <td>1981</td>\n",
       "      <td>0</td>\n",
       "      <td>34</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3296697</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-0.984810</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>5.029240</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>4836 TROYDALE ROAD</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>750000</td>\n",
       "      <td>3</td>\n",
       "      <td>4</td>\n",
       "      <td>2560</td>\n",
       "      <td>...</td>\n",
       "      <td>2017</td>\n",
       "      <td>3</td>\n",
       "      <td>33</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3296184</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>1.936620</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>1.712130</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Townhouse</td>\n",
       "      <td>8703 SUNRISE JIB WAY</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>585000</td>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>2540</td>\n",
       "      <td>...</td>\n",
       "      <td>2006</td>\n",
       "      <td>2</td>\n",
       "      <td>28</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3297132</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-1.503500</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>0.817573</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>10558 WINDSOR LAKE COURT</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>225000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1345</td>\n",
       "      <td>...</td>\n",
       "      <td>2001</td>\n",
       "      <td>0</td>\n",
       "      <td>27</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3297634</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>1.075600</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>7.110380</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8528 PATSY STREET</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>479900</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>2588</td>\n",
       "      <td>...</td>\n",
       "      <td>2021</td>\n",
       "      <td>0</td>\n",
       "      <td>24</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3298170</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.226826</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>3.056220</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>7416 EDGEMERE ROAD #2</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33625</td>\n",
       "      <td>324000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1700</td>\n",
       "      <td>...</td>\n",
       "      <td>1960</td>\n",
       "      <td>1</td>\n",
       "      <td>24</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3298130</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.289731</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>4.480550</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>31</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>9706 W PARK VILLAGE DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>750000</td>\n",
       "      <td>4</td>\n",
       "      <td>4</td>\n",
       "      <td>3638</td>\n",
       "      <td>...</td>\n",
       "      <td>2002</td>\n",
       "      <td>2</td>\n",
       "      <td>17</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3298206</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>1.649530</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>1.425040</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Other</td>\n",
       "      <td>2506 N ROCKY POINT DRIVE #344</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33607</td>\n",
       "      <td>245000</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>516</td>\n",
       "      <td>...</td>\n",
       "      <td>1982</td>\n",
       "      <td>2</td>\n",
       "      <td>14</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3299772</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.585970</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>1.976120</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33</th>\n",
       "      <td>Auction</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>7715 POCAHONTAS AVENUE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>328000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>2569</td>\n",
       "      <td>...</td>\n",
       "      <td>1966</td>\n",
       "      <td>0</td>\n",
       "      <td>7</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.194188</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>4.333900</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Townhouse</td>\n",
       "      <td>6909 MEXICALA COURT</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33634</td>\n",
       "      <td>199900</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1256</td>\n",
       "      <td>...</td>\n",
       "      <td>1974</td>\n",
       "      <td>2</td>\n",
       "      <td>15</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3299958</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.328558</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>7.121090</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8314 STILLBROOK AVENUE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>299900</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1519</td>\n",
       "      <td>...</td>\n",
       "      <td>1963</td>\n",
       "      <td>0</td>\n",
       "      <td>12</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3300018</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.963500</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>5.491100</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>36</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Townhouse</td>\n",
       "      <td>10409 CRIMSON PARK LANE #105</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>350000</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>1820</td>\n",
       "      <td>...</td>\n",
       "      <td>2004</td>\n",
       "      <td>1</td>\n",
       "      <td>14</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3300359</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-1.174490</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>2.705010</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>11603 MAPLE PALM WAY</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>699900</td>\n",
       "      <td>4</td>\n",
       "      <td>4</td>\n",
       "      <td>3506</td>\n",
       "      <td>...</td>\n",
       "      <td>2014</td>\n",
       "      <td>2</td>\n",
       "      <td>13</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3299556</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>2.089520</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>1.848970</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>38</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8843 ROYAL ENCLAVE BOULEVARD</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>499000</td>\n",
       "      <td>3</td>\n",
       "      <td>4</td>\n",
       "      <td>2970</td>\n",
       "      <td>...</td>\n",
       "      <td>2005</td>\n",
       "      <td>2</td>\n",
       "      <td>14</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3300188</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>3.428340</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>3.090940</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8020 TIMBERLANE DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>319900</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1308</td>\n",
       "      <td>...</td>\n",
       "      <td>1982</td>\n",
       "      <td>1</td>\n",
       "      <td>10</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3300728</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.950465</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>5.195000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>40</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Townhouse</td>\n",
       "      <td>11714 CASA LAGO LANE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>449500</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>2316</td>\n",
       "      <td>...</td>\n",
       "      <td>2012</td>\n",
       "      <td>2</td>\n",
       "      <td>9</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3300722</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-1.416790</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>1.603960</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>41</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>13308 KRAMERIA WAY</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>350000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1787</td>\n",
       "      <td>...</td>\n",
       "      <td>1991</td>\n",
       "      <td>2</td>\n",
       "      <td>9</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3301059</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>0.316225</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>4.195730</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>42</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>8414 BOXWOOD DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>525000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1960</td>\n",
       "      <td>...</td>\n",
       "      <td>1965</td>\n",
       "      <td>0</td>\n",
       "      <td>7</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3300625</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-0.734100</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>1.852240</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>43</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>11315 QUIET FOREST DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33635</td>\n",
       "      <td>425000</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>2160</td>\n",
       "      <td>...</td>\n",
       "      <td>2013</td>\n",
       "      <td>2</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3301143</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-0.842325</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>2.352560</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Townhouse</td>\n",
       "      <td>9136 FOX SPARROW ROAD</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>335000</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>1933</td>\n",
       "      <td>...</td>\n",
       "      <td>2016</td>\n",
       "      <td>1</td>\n",
       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3301528</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-0.825807</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>3.227410</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>45</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>9002 HICKORY CIRCLE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>259999</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1250</td>\n",
       "      <td>...</td>\n",
       "      <td>1972</td>\n",
       "      <td>0</td>\n",
       "      <td>7</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3301168</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>1.476770</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>6.699200</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>46</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>5731 IMPERIAL KEY</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>595000</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>1573</td>\n",
       "      <td>...</td>\n",
       "      <td>1972</td>\n",
       "      <td>2</td>\n",
       "      <td>5</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>U8118895</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>2.939780</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>2.656810</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>9106 CRYSTAL COMMONS WAY</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>320000</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>1526</td>\n",
       "      <td>...</td>\n",
       "      <td>2000</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3301602</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-0.293941</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>3.949270</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>48</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Townhouse</td>\n",
       "      <td>14747 CANOPY DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>399000</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>2067</td>\n",
       "      <td>...</td>\n",
       "      <td>2005</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3301847</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-1.321500</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>2.081570</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>49</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Townhouse</td>\n",
       "      <td>4340 OUTRIGGER LANE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>265000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1533</td>\n",
       "      <td>...</td>\n",
       "      <td>1979</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3301874</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-3.189320</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>1.463050</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>5808 DORY WAY</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33615</td>\n",
       "      <td>754900</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>2575</td>\n",
       "      <td>...</td>\n",
       "      <td>1985</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>U8119997</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-1.233600</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>0.565084</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>51</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>7110 HOLLOWELL DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33634</td>\n",
       "      <td>300000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1482</td>\n",
       "      <td>...</td>\n",
       "      <td>1986</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3301721</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>1.257980</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>5.784070</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>52</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Single Family Residential</td>\n",
       "      <td>9317 PONTIAC DRIVE</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33626</td>\n",
       "      <td>399000</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>1608</td>\n",
       "      <td>...</td>\n",
       "      <td>1992</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>T3302132</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>-0.112346</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>3.290730</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>53</th>\n",
       "      <td>MLS Listing</td>\n",
       "      <td>Condo/Coop</td>\n",
       "      <td>4309 Bayside Village Drive #205</td>\n",
       "      <td>Tampa</td>\n",
       "      <td>FL</td>\n",
       "      <td>33617</td>\n",
       "      <td>194000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1153</td>\n",
       "      <td>...</td>\n",
       "      <td>2000</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>902823</td>\n",
       "      <td>1.40328</td>\n",
       "      <td>NaN</td>\n",
       "      <td>5.8455</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>54 rows × 21 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      Sale Type                  Home Type                           Address  \\\n",
       "0   MLS Listing  Single Family Residential          7708 W POCAHONTAS AVENUE   \n",
       "1   MLS Listing                 Condo/Coop   4311 BAYSIDE VILLAGE DRIVE #201   \n",
       "2   MLS Listing                 Condo/Coop         6336 NEWTOWN CIRCLE #36C1   \n",
       "3   MLS Listing  Single Family Residential      12408 BRISTOL COMMONS CIRCLE   \n",
       "4   MLS Listing  Single Family Residential              4631 DRIESLER CIRCLE   \n",
       "5   MLS Listing                  Townhouse              9595 CAVENDISH DRIVE   \n",
       "6   MLS Listing                 Condo/Coop            9213 TUDOR DRIVE #B205   \n",
       "7   MLS Listing                 Condo/Coop            9008 TUDOR DRIVE #K206   \n",
       "8   MLS Listing                 Condo/Coop     10476 SAINT TROPEZ PLACE #102   \n",
       "9   MLS Listing                 Condo/Coop  9266 LAKE CHASE ISLAND WAY #9266   \n",
       "10  MLS Listing                 Condo/Coop  7909 PALMERA POINTE CIRCLE #7909   \n",
       "11      Auction  Single Family Residential               8941 SOUTHBAY DRIVE   \n",
       "12  MLS Listing  Single Family Residential                    8829 Poe Drive   \n",
       "13      Auction  Single Family Residential                    7504 MEADOW DR   \n",
       "14  MLS Listing  Single Family Residential            9706 Weeping Cherry CT   \n",
       "15  MLS Listing                  Townhouse                12631 WESTON DRIVE   \n",
       "16  MLS Listing                 Condo/Coop        10425 LA MIRAGE COURT #202   \n",
       "17  MLS Listing                 Condo/Coop       7901 SIERRA PALM PLACE #202   \n",
       "18  MLS Listing                 Condo/Coop                7610 PINERY WAY #A   \n",
       "19  MLS Listing  Single Family Residential                  8002 Plaza Drive   \n",
       "20  MLS Listing  Single Family Residential            9012 WESTBAY BOULEVARD   \n",
       "21  MLS Listing  Single Family Residential                8316 W JUNE STREET   \n",
       "22  MLS Listing  Single Family Residential                  8318 JUNE STREET   \n",
       "23  MLS Listing  Single Family Residential               8804 SOUTHBAY DRIVE   \n",
       "24  MLS Listing  Single Family Residential              8328 ARCHWOOD CIRCLE   \n",
       "25  MLS Listing  Single Family Residential           10220 TURTLE HILL COURT   \n",
       "26  MLS Listing  Single Family Residential                4836 TROYDALE ROAD   \n",
       "27  MLS Listing                  Townhouse              8703 SUNRISE JIB WAY   \n",
       "28  MLS Listing                 Condo/Coop          10558 WINDSOR LAKE COURT   \n",
       "29  MLS Listing  Single Family Residential                 8528 PATSY STREET   \n",
       "30  MLS Listing  Single Family Residential             7416 EDGEMERE ROAD #2   \n",
       "31  MLS Listing  Single Family Residential         9706 W PARK VILLAGE DRIVE   \n",
       "32  MLS Listing                      Other     2506 N ROCKY POINT DRIVE #344   \n",
       "33      Auction  Single Family Residential            7715 POCAHONTAS AVENUE   \n",
       "34  MLS Listing                  Townhouse               6909 MEXICALA COURT   \n",
       "35  MLS Listing  Single Family Residential            8314 STILLBROOK AVENUE   \n",
       "36  MLS Listing                  Townhouse      10409 CRIMSON PARK LANE #105   \n",
       "37  MLS Listing  Single Family Residential              11603 MAPLE PALM WAY   \n",
       "38  MLS Listing  Single Family Residential      8843 ROYAL ENCLAVE BOULEVARD   \n",
       "39  MLS Listing  Single Family Residential             8020 TIMBERLANE DRIVE   \n",
       "40  MLS Listing                  Townhouse              11714 CASA LAGO LANE   \n",
       "41  MLS Listing  Single Family Residential                13308 KRAMERIA WAY   \n",
       "42  MLS Listing  Single Family Residential                8414 BOXWOOD DRIVE   \n",
       "43  MLS Listing  Single Family Residential          11315 QUIET FOREST DRIVE   \n",
       "44  MLS Listing                  Townhouse             9136 FOX SPARROW ROAD   \n",
       "45  MLS Listing  Single Family Residential               9002 HICKORY CIRCLE   \n",
       "46  MLS Listing  Single Family Residential                 5731 IMPERIAL KEY   \n",
       "47  MLS Listing  Single Family Residential          9106 CRYSTAL COMMONS WAY   \n",
       "48  MLS Listing                  Townhouse                14747 CANOPY DRIVE   \n",
       "49  MLS Listing                  Townhouse               4340 OUTRIGGER LANE   \n",
       "50  MLS Listing  Single Family Residential                     5808 DORY WAY   \n",
       "51  MLS Listing  Single Family Residential              7110 HOLLOWELL DRIVE   \n",
       "52  MLS Listing  Single Family Residential                9317 PONTIAC DRIVE   \n",
       "53  MLS Listing                 Condo/Coop   4309 Bayside Village Drive #205   \n",
       "\n",
       "     City State  Zip Code  Listing Price  Baths  Beds  SQFT  ...  Year Built  \\\n",
       "0   Tampa    FL     33615         319900      3     4  1736  ...        1966   \n",
       "1   Tampa    FL     33615         145000      1     1   890  ...        2000   \n",
       "2   Tampa    FL     33615         115000      2     2  1068  ...        1979   \n",
       "3   Tampa    FL     33626         550000      2     4  2205  ...        1994   \n",
       "4   Tampa    FL     33634         240000      3     3  1268  ...        1964   \n",
       "5   Tampa    FL     33626         399999      4     2  1910  ...        2018   \n",
       "6   Tampa    FL     33615          85000      2     2  1520  ...        1980   \n",
       "7   Tampa    FL     33615          95000      2     3  1300  ...        1980   \n",
       "8   Tampa    FL     33615         299900      3     3  1782  ...        1986   \n",
       "9   Tampa    FL     33626         210000      2     3  1578  ...        2001   \n",
       "10  Tampa    FL     33615         115900      3     3  1554  ...        1974   \n",
       "11  Tampa    FL     33615         365000      2     4  1988  ...        1995   \n",
       "12  Tampa    FL     33615          75000      3     3     0  ...        2008   \n",
       "13  Tampa    FL     33634         303000      2     3  1530  ...        1973   \n",
       "14  Tampa    FL     33635          59900      2     3     0  ...        1994   \n",
       "15  Tampa    FL     33626         449000      4     4  2452  ...        2007   \n",
       "16  Tampa    FL     33615         224900      2     2  1232  ...        1986   \n",
       "17  Tampa    FL     33615          89995      2     2  1164  ...        1974   \n",
       "18  Tampa    FL     33615         540000      2     2   973  ...        1983   \n",
       "19  Tampa    FL     33615          50900      0     0     0  ...           0   \n",
       "20  Tampa    FL     33615         375000      2     4  1964  ...        1995   \n",
       "21  Tampa    FL     33615         399900      3     3  2217  ...        2021   \n",
       "22  Tampa    FL     33615         399900      3     3  2217  ...        2021   \n",
       "23  Tampa    FL     33615         360000      2     3  1552  ...        1995   \n",
       "24  Tampa    FL     33615         389000      2     4  2100  ...        1964   \n",
       "25  Tampa    FL     33615         205000      2     2  1207  ...        1981   \n",
       "26  Tampa    FL     33615         750000      3     4  2560  ...        2017   \n",
       "27  Tampa    FL     33615         585000      4     3  2540  ...        2006   \n",
       "28  Tampa    FL     33626         225000      2     3  1345  ...        2001   \n",
       "29  Tampa    FL     33615         479900      3     3  2588  ...        2021   \n",
       "30  Tampa    FL     33625         324000      2     3  1700  ...        1960   \n",
       "31  Tampa    FL     33626         750000      4     4  3638  ...        2002   \n",
       "32  Tampa    FL     33607         245000      1     1   516  ...        1982   \n",
       "33  Tampa    FL     33615         328000      2     3  2569  ...        1966   \n",
       "34  Tampa    FL     33634         199900      2     3  1256  ...        1974   \n",
       "35  Tampa    FL     33615         299900      2     3  1519  ...        1963   \n",
       "36  Tampa    FL     33626         350000      3     3  1820  ...        2004   \n",
       "37  Tampa    FL     33626         699900      4     4  3506  ...        2014   \n",
       "38  Tampa    FL     33626         499000      3     4  2970  ...        2005   \n",
       "39  Tampa    FL     33615         319900      2     3  1308  ...        1982   \n",
       "40  Tampa    FL     33626         449500      3     3  2316  ...        2012   \n",
       "41  Tampa    FL     33626         350000      2     3  1787  ...        1991   \n",
       "42  Tampa    FL     33615         525000      2     3  1960  ...        1965   \n",
       "43  Tampa    FL     33635         425000      3     3  2160  ...        2013   \n",
       "44  Tampa    FL     33626         335000      3     3  1933  ...        2016   \n",
       "45  Tampa    FL     33615         259999      2     3  1250  ...        1972   \n",
       "46  Tampa    FL     33615         595000      2     4  1573  ...        1972   \n",
       "47  Tampa    FL     33626         320000      3     3  1526  ...        2000   \n",
       "48  Tampa    FL     33626         399000      3     3  2067  ...        2005   \n",
       "49  Tampa    FL     33615         265000      2     2  1533  ...        1979   \n",
       "50  Tampa    FL     33615         754900      3     3  2575  ...        1985   \n",
       "51  Tampa    FL     33634         300000      2     3  1482  ...        1986   \n",
       "52  Tampa    FL     33626         399000      2     3  1608  ...        1992   \n",
       "53  Tampa    FL     33617         194000      2     2  1153  ...        2000   \n",
       "\n",
       "    Parking Spots  Days on Market  Recent Reduction Date  \\\n",
       "0               2               5                      0   \n",
       "1               0               8                      0   \n",
       "2               0             175                      0   \n",
       "3               2              13                      0   \n",
       "4               0             234                      0   \n",
       "5               2              14                      0   \n",
       "6               0             100                      0   \n",
       "7               0               5                      0   \n",
       "8               2              16                      0   \n",
       "9               0              98                      0   \n",
       "10              0             176                      0   \n",
       "11              0               6                      0   \n",
       "12              0              87                      0   \n",
       "13              0              95                      0   \n",
       "14              0              84                      0   \n",
       "15              2              60                      0   \n",
       "16              1              63                      0   \n",
       "17              0              61                      0   \n",
       "18              0              57                      0   \n",
       "19              0              56                      0   \n",
       "20              2              50                      0   \n",
       "21              2              48                      0   \n",
       "22              2              48                      0   \n",
       "23              2              44                      0   \n",
       "24              2              37                      0   \n",
       "25              0              34                      0   \n",
       "26              3              33                      0   \n",
       "27              2              28                      0   \n",
       "28              0              27                      0   \n",
       "29              0              24                      0   \n",
       "30              1              24                      0   \n",
       "31              2              17                      0   \n",
       "32              2              14                      0   \n",
       "33              0               7                      0   \n",
       "34              2              15                      0   \n",
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       "36              1              14                      0   \n",
       "37              2              13                      0   \n",
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       "39              1              10                      0   \n",
       "40              2               9                      0   \n",
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       "51              2               3                      0   \n",
       "52              2               3                      0   \n",
       "53              0               2                      0   \n",
       "\n",
       "    Original Listing Price    MLS ID Airbnb Cash on Cash  Airbnb Cap Rate  \\\n",
       "0                        0  T3301019             1.40328         7.724610   \n",
       "1                        0  T3301046             1.40328         0.313357   \n",
       "2                    78000  T3273415             1.40328        -0.244696   \n",
       "3                        0  T3299864             1.40328         3.590720   \n",
       "4                        0  T3262417             1.40328         1.026320   \n",
       "5                        0  U8119120             1.40328        -2.447850   \n",
       "6                        0  T3283569             1.40328        -0.225341   \n",
       "7                        0  U8120129             1.40328         5.084780   \n",
       "8                        0  T3299723             1.40328        -1.590130   \n",
       "9                        0  T3284872             1.40328         1.060730   \n",
       "10                       0  T3272575             1.40328        -1.597320   \n",
       "11                       0       NaN             1.40328         6.291240   \n",
       "12                       0  10966663             1.40328         8.791380   \n",
       "13                       0       NaN             1.40328         0.381002   \n",
       "14                       0  10967559             1.40328        10.328200   \n",
       "15                       0  T3286407             1.40328         3.979070   \n",
       "16                       0  T3290764             1.40328        -1.264250   \n",
       "17                       0  T3291262             1.40328         0.637658   \n",
       "18                       0  T3290745             1.40328        -1.322390   \n",
       "19                       0  10973129             1.40328              NaN   \n",
       "20                       0  T3292921             1.40328         5.518730   \n",
       "21                       0  T3293773             1.40328         0.744235   \n",
       "22                       0  T3294002             1.40328         0.538239   \n",
       "23                       0  U8115583             1.40328        -0.239142   \n",
       "24                       0  T3295667             1.40328         6.008570   \n",
       "25                       0  T3296697             1.40328        -0.984810   \n",
       "26                       0  T3296184             1.40328         1.936620   \n",
       "27                       0  T3297132             1.40328        -1.503500   \n",
       "28                       0  T3297634             1.40328         1.075600   \n",
       "29                       0  T3298170             1.40328         0.226826   \n",
       "30                       0  T3298130             1.40328         0.289731   \n",
       "31                       0  T3298206             1.40328         1.649530   \n",
       "32                       0  T3299772             1.40328         0.585970   \n",
       "33                       0       NaN             1.40328         0.194188   \n",
       "34                       0  T3299958             1.40328         0.328558   \n",
       "35                       0  T3300018             1.40328         0.963500   \n",
       "36                       0  T3300359             1.40328        -1.174490   \n",
       "37                       0  T3299556             1.40328         2.089520   \n",
       "38                       0  T3300188             1.40328         3.428340   \n",
       "39                       0  T3300728             1.40328         0.950465   \n",
       "40                       0  T3300722             1.40328        -1.416790   \n",
       "41                       0  T3301059             1.40328         0.316225   \n",
       "42                       0  T3300625             1.40328        -0.734100   \n",
       "43                       0  T3301143             1.40328        -0.842325   \n",
       "44                       0  T3301528             1.40328        -0.825807   \n",
       "45                       0  T3301168             1.40328         1.476770   \n",
       "46                       0  U8118895             1.40328         2.939780   \n",
       "47                       0  T3301602             1.40328        -0.293941   \n",
       "48                       0  T3301847             1.40328        -1.321500   \n",
       "49                       0  T3301874             1.40328        -3.189320   \n",
       "50                       0  U8119997             1.40328        -1.233600   \n",
       "51                       0  T3301721             1.40328         1.257980   \n",
       "52                       0  T3302132             1.40328        -0.112346   \n",
       "53                       0    902823             1.40328              NaN   \n",
       "\n",
       "    Traditional Cash on Cash  Traditional Cap Rate  \n",
       "0                     5.8455              7.198310  \n",
       "1                     5.8455              2.662230  \n",
       "2                     5.8455             10.476000  \n",
       "3                     5.8455              3.284600  \n",
       "4                     5.8455              6.683930  \n",
       "5                     5.8455              0.634354  \n",
       "6                     5.8455             14.279100  \n",
       "7                     5.8455             19.377700  \n",
       "8                     5.8455              2.937470  \n",
       "9                     5.8455              7.526570  \n",
       "10                    5.8455             10.118200  \n",
       "11                    5.8455              5.829970  \n",
       "12                    5.8455             26.895700  \n",
       "13                    5.8455              4.862280  \n",
       "14                    5.8455             32.996400  \n",
       "15                    5.8455              3.604100  \n",
       "16                    5.8455              4.217660  \n",
       "17                    5.8455             14.337100  \n",
       "18                    5.8455              0.960722  \n",
       "19                    5.8455             18.488000  \n",
       "20                    5.8455              5.069760  \n",
       "21                    5.8455              4.139650  \n",
       "22                    5.8455              3.933650  \n",
       "23                    5.8455              3.532600  \n",
       "24                    5.8455              5.575760  \n",
       "25                    5.8455              5.029240  \n",
       "26                    5.8455              1.712130  \n",
       "27                    5.8455              0.817573  \n",
       "28                    5.8455              7.110380  \n",
       "29                    5.8455              3.056220  \n",
       "30                    5.8455              4.480550  \n",
       "31                    5.8455              1.425040  \n",
       "32                    5.8455              1.976120  \n",
       "33                    5.8455              4.333900  \n",
       "34                    5.8455              7.121090  \n",
       "35                    5.8455              5.491100  \n",
       "36                    5.8455              2.705010  \n",
       "37                    5.8455              1.848970  \n",
       "38                    5.8455              3.090940  \n",
       "39                    5.8455              5.195000  \n",
       "40                    5.8455              1.603960  \n",
       "41                    5.8455              4.195730  \n",
       "42                    5.8455              1.852240  \n",
       "43                    5.8455              2.352560  \n",
       "44                    5.8455              3.227410  \n",
       "45                    5.8455              6.699200  \n",
       "46                    5.8455              2.656810  \n",
       "47                    5.8455              3.949270  \n",
       "48                    5.8455              2.081570  \n",
       "49                    5.8455              1.463050  \n",
       "50                    5.8455              0.565084  \n",
       "51                    5.8455              5.784070  \n",
       "52                    5.8455              3.290730  \n",
       "53                    5.8455                   NaN  \n",
       "\n",
       "[54 rows x 21 columns]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Tampa_Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th>Listing Price</th>\n",
       "      <th>Baths</th>\n",
       "      <th>Beds</th>\n",
       "      <th>SQFT</th>\n",
       "      <th>Lot Size</th>\n",
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       "      <th>Airbnb Cap Rate</th>\n",
       "      <th>Traditional Cash on Cash</th>\n",
       "      <th>Traditional Cap Rate</th>\n",
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       "    <tr>\n",
       "      <th>Zip Code</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
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       "      <td>245000.000000</td>\n",
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       "      <td>1.000000</td>\n",
       "      <td>516.000000</td>\n",
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       "      <td>1982.000000</td>\n",
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       "      <td>1920.533333</td>\n",
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       "      <td>40.500000</td>\n",
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       "      <th>33625</th>\n",
       "      <td>324000.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>1700.000000</td>\n",
       "      <td>11326.000000</td>\n",
       "      <td>1960.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>24.000000</td>\n",
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       "      <td>425693.266667</td>\n",
       "      <td>2.933333</td>\n",
       "      <td>3.266667</td>\n",
       "      <td>2177.400000</td>\n",
       "      <td>3775.333333</td>\n",
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       "      <td>3.000000</td>\n",
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       "      <td>1974.250000</td>\n",
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      "text/plain": [
       "          Listing Price     Baths      Beds         SQFT      Lot Size  \\\n",
       "Zip Code                                                                 \n",
       "33607     245000.000000  1.000000  1.000000   516.000000      0.000000   \n",
       "33615     327096.466667  2.266667  2.800000  1614.633333   8436.133333   \n",
       "33617     194000.000000  2.000000  2.000000  1153.000000      0.000000   \n",
       "33625     324000.000000  2.000000  3.000000  1700.000000  11326.000000   \n",
       "33626     425693.266667  2.933333  3.266667  2177.400000   3775.333333   \n",
       "33634     260725.000000  2.250000  3.000000  1384.000000   5336.000000   \n",
       "33635     242450.000000  2.500000  3.000000  1080.000000   2396.000000   \n",
       "\n",
       "           Year Built  Parking Spots  Days on Market  Recent Reduction Date  \\\n",
       "Zip Code                                                                      \n",
       "33607     1982.000000       2.000000       14.000000                    0.0   \n",
       "33615     1920.533333       0.866667       40.500000                    0.0   \n",
       "33617     2000.000000       0.000000        2.000000                    0.0   \n",
       "33625     1960.000000       1.000000       24.000000                    0.0   \n",
       "33626     2004.133333       1.600000       20.333333                    0.0   \n",
       "33634     1974.250000       1.000000       86.750000                    0.0   \n",
       "33635     2003.500000       1.000000       44.500000                    0.0   \n",
       "\n",
       "          Original Listing Price  Airbnb Cash on Cash  Airbnb Cap Rate  \\\n",
       "Zip Code                                                                 \n",
       "33607                        0.0              1.40328         0.585970   \n",
       "33615                     2600.0              1.40328         1.248702   \n",
       "33617                        0.0              1.40328              NaN   \n",
       "33625                        0.0              1.40328         0.289731   \n",
       "33626                        0.0              1.40328         0.639801   \n",
       "33634                        0.0              1.40328         0.748465   \n",
       "33635                        0.0              1.40328         4.742938   \n",
       "\n",
       "          Traditional Cash on Cash  Traditional Cap Rate  \n",
       "Zip Code                                                  \n",
       "33607                       5.8455              1.976120  \n",
       "33615                       5.8455              6.630038  \n",
       "33617                       5.8455                   NaN  \n",
       "33625                       5.8455              4.480550  \n",
       "33626                       5.8455              3.305242  \n",
       "33634                       5.8455              6.112843  \n",
       "33635                       5.8455             17.674480  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Tampa_Data.groupby(\"Zip Code\").mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "Long_Lat = pd.read_excel(Path(\"c:/users/Tavar/Desktop/longitude & Latitude real estate.xlsx\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Address</th>\n",
       "      <th>Latitude</th>\n",
       "      <th>Longitude</th>\n",
       "      <th>Location</th>\n",
       "      <th>City</th>\n",
       "      <th>State</th>\n",
       "      <th>Zip Code</th>\n",
       "      <th>Listing Price</th>\n",
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       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1745 NW 56th St</td>\n",
       "      <td>25.826807</td>\n",
       "      <td>-80.225618</td>\n",
       "      <td>25.8268071,-80.2256177</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33142.0</td>\n",
       "      <td>285000.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2010 NW 86th St</td>\n",
       "      <td>25.852324</td>\n",
       "      <td>-80.230933</td>\n",
       "      <td>25.8523237,-80.2309332</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33147.0</td>\n",
       "      <td>329900.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>5266 NW 24 AVE</td>\n",
       "      <td>25.823542</td>\n",
       "      <td>-80.236955</td>\n",
       "      <td>25.823542,-80.236955</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33142.0</td>\n",
       "      <td>455000.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>5266 NW 24 AVE</td>\n",
       "      <td>25.823542</td>\n",
       "      <td>-80.236955</td>\n",
       "      <td>25.823542,-80.236955</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33142.0</td>\n",
       "      <td>455000.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5266 NW 24 AVE</td>\n",
       "      <td>25.823542</td>\n",
       "      <td>-80.236955</td>\n",
       "      <td>25.823542,-80.236955</td>\n",
       "      <td>Miami</td>\n",
       "      <td>FL</td>\n",
       "      <td>33142.0</td>\n",
       "      <td>455000.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "           Address   Latitude  Longitude                Location   City State  \\\n",
       "0  1745 NW 56th St  25.826807 -80.225618  25.8268071,-80.2256177  Miami    FL   \n",
       "1  2010 NW 86th St  25.852324 -80.230933  25.8523237,-80.2309332  Miami    FL   \n",
       "2   5266 NW 24 AVE  25.823542 -80.236955    25.823542,-80.236955  Miami    FL   \n",
       "3   5266 NW 24 AVE  25.823542 -80.236955    25.823542,-80.236955  Miami    FL   \n",
       "4   5266 NW 24 AVE  25.823542 -80.236955    25.823542,-80.236955  Miami    FL   \n",
       "\n",
       "   Zip Code  Listing Price  \n",
       "0   33142.0       285000.0  \n",
       "1   33147.0       329900.0  \n",
       "2   33142.0       455000.0  \n",
       "3   33142.0       455000.0  \n",
       "4   33142.0       455000.0  "
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "Long_Lat.head()\n"
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  {
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   "source": [
    "map1 = px.scatter_mapbox(\n",
    "Long_Lat,\n",
    "lat= \"Latitude\",\n",
    "lon=\"Longitude\",\n",
    "color = \"Listing Price\")\n",
    "map1"
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