diff --git "a/[Reference and Explanation Notebook] Calculate Intrinsic Value of a Stock.ipynb" "b/[Reference and Explanation Notebook] Calculate Intrinsic Value of a Stock.ipynb"
--- "a/[Reference and Explanation Notebook] Calculate Intrinsic Value of a Stock.ipynb"
+++ "b/[Reference and Explanation Notebook] Calculate Intrinsic Value of a Stock.ipynb"
@@ -698,220 +698,261 @@
        "  <thead>\n",
        "    <tr style=\"text-align: right;\">\n",
        "      <th></th>\n",
-       "      <th>calendarYear</th>\n",
-       "      <th>capitalExpenditure</th>\n",
-       "      <th>cashAtBeginningOfPeriod</th>\n",
-       "      <th>cashAtEndOfPeriod</th>\n",
-       "      <th>changeInWorkingCapital</th>\n",
-       "      <th>commonStockIssued</th>\n",
-       "      <th>commonStockRepurchased</th>\n",
-       "      <th>debtRepayment</th>\n",
-       "      <th>deferredIncomeTax</th>\n",
-       "      <th>dividendsPaid</th>\n",
+       "      <th>accountsReceivables</th>\n",
+       "      <th>inventory</th>\n",
+       "      <th>accountsPayables</th>\n",
+       "      <th>otherWorkingCapital</th>\n",
+       "      <th>otherNonCashItems</th>\n",
+       "      <th>netCashProvidedByOperatingActivities</th>\n",
+       "      <th>investmentsInPropertyPlantAndEquipment</th>\n",
+       "      <th>acquisitionsNet</th>\n",
+       "      <th>purchasesOfInvestments</th>\n",
+       "      <th>salesMaturitiesOfInvestments</th>\n",
        "      <th>...</th>\n",
        "      <th>netCashUsedProvidedByFinancingActivities</th>\n",
+       "      <th>effectOfForexChangesOnCash</th>\n",
        "      <th>netChangeInCash</th>\n",
+       "      <th>cashAtEndOfPeriod</th>\n",
+       "      <th>cashAtBeginningOfPeriod</th>\n",
        "      <th>operatingCashFlow</th>\n",
-       "      <th>otherFinancingActivites</th>\n",
-       "      <th>otherInvestingActivites</th>\n",
-       "      <th>otherNonCashItems</th>\n",
-       "      <th>otherWorkingCapital</th>\n",
-       "      <th>purchasesOfInvestments</th>\n",
-       "      <th>salesMaturitiesOfInvestments</th>\n",
-       "      <th>stockBasedCompensation</th>\n",
+       "      <th>capitalExpenditure</th>\n",
+       "      <th>freeCashFlow</th>\n",
+       "      <th>link</th>\n",
+       "      <th>finalLink</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>date</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",
+       "      <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>finalLink</th>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
+       "      <th>TTM</th>\n",
+       "      <td>1225000000</td>\n",
+       "      <td>-2135000000</td>\n",
+       "      <td>-1234000000</td>\n",
+       "      <td>-1179000000</td>\n",
+       "      <td>1887000000</td>\n",
+       "      <td>113072000000</td>\n",
+       "      <td>-12085000000</td>\n",
+       "      <td>-137000000</td>\n",
+       "      <td>-27701000000</td>\n",
+       "      <td>41367000000</td>\n",
        "      <td>...</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
+       "      <td>-112129000000</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1037000000</td>\n",
+       "      <td>103978000000</td>\n",
+       "      <td>102941000000</td>\n",
+       "      <td>113072000000</td>\n",
+       "      <td>-12085000000</td>\n",
+       "      <td>100987000000</td>\n",
+       "      <td>https://www.sec.gov/Archives/edgar/data/320193...</td>\n",
+       "      <td>https://www.sec.gov/Archives/edgar/data/320193...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>link</th>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
+       "      <th>2022-09-24</th>\n",
+       "      <td>-1823000000</td>\n",
+       "      <td>1484000000</td>\n",
+       "      <td>9448000000</td>\n",
+       "      <td>-7909000000</td>\n",
+       "      <td>111000000</td>\n",
+       "      <td>122151000000</td>\n",
+       "      <td>-10708000000</td>\n",
+       "      <td>-306000000</td>\n",
+       "      <td>-76923000000</td>\n",
+       "      <td>67363000000</td>\n",
        "      <td>...</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
+       "      <td>-110749000000</td>\n",
+       "      <td>0</td>\n",
+       "      <td>-10952000000</td>\n",
+       "      <td>24977000000</td>\n",
+       "      <td>35929000000</td>\n",
+       "      <td>122151000000</td>\n",
+       "      <td>-10708000000</td>\n",
+       "      <td>111443000000</td>\n",
+       "      <td>https://www.sec.gov/Archives/edgar/data/320193...</td>\n",
+       "      <td>https://www.sec.gov/Archives/edgar/data/320193...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>freeCashFlow</th>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
+       "      <th>2021-09-25</th>\n",
+       "      <td>-10125000000</td>\n",
+       "      <td>-2642000000</td>\n",
+       "      <td>12326000000</td>\n",
+       "      <td>-4470000000</td>\n",
+       "      <td>-147000000</td>\n",
+       "      <td>104038000000</td>\n",
+       "      <td>-11085000000</td>\n",
+       "      <td>-33000000</td>\n",
+       "      <td>-109558000000</td>\n",
+       "      <td>106483000000</td>\n",
        "      <td>...</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
+       "      <td>-93353000000</td>\n",
+       "      <td>0</td>\n",
+       "      <td>-3860000000</td>\n",
+       "      <td>35929000000</td>\n",
+       "      <td>39789000000</td>\n",
+       "      <td>104038000000</td>\n",
+       "      <td>-11085000000</td>\n",
+       "      <td>92953000000</td>\n",
+       "      <td>https://www.sec.gov/Archives/edgar/data/320193...</td>\n",
+       "      <td>https://www.sec.gov/Archives/edgar/data/320193...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>capitalExpenditure</th>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
+       "      <th>2020-09-26</th>\n",
+       "      <td>6917000000</td>\n",
+       "      <td>-127000000</td>\n",
+       "      <td>-4062000000</td>\n",
+       "      <td>2962000000</td>\n",
+       "      <td>-97000000</td>\n",
+       "      <td>80674000000</td>\n",
+       "      <td>-7309000000</td>\n",
+       "      <td>-1524000000</td>\n",
+       "      <td>-115148000000</td>\n",
+       "      <td>120483000000</td>\n",
        "      <td>...</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
+       "      <td>-86820000000</td>\n",
+       "      <td>0</td>\n",
+       "      <td>-10435000000</td>\n",
+       "      <td>39789000000</td>\n",
+       "      <td>50224000000</td>\n",
+       "      <td>80674000000</td>\n",
+       "      <td>-7309000000</td>\n",
+       "      <td>73365000000</td>\n",
+       "      <td>https://www.sec.gov/Archives/edgar/data/320193...</td>\n",
+       "      <td>https://www.sec.gov/Archives/edgar/data/320193...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>operatingCashFlow</th>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
+       "      <th>2019-09-28</th>\n",
+       "      <td>245000000</td>\n",
+       "      <td>-289000000</td>\n",
+       "      <td>-1923000000</td>\n",
+       "      <td>-1521000000</td>\n",
+       "      <td>-652000000</td>\n",
+       "      <td>69391000000</td>\n",
+       "      <td>-10495000000</td>\n",
+       "      <td>-624000000</td>\n",
+       "      <td>-40631000000</td>\n",
+       "      <td>98724000000</td>\n",
        "      <td>...</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
-       "      <td>NaN</td>\n",
+       "      <td>-90976000000</td>\n",
+       "      <td>0</td>\n",
+       "      <td>24311000000</td>\n",
+       "      <td>50224000000</td>\n",
+       "      <td>25913000000</td>\n",
+       "      <td>69391000000</td>\n",
+       "      <td>-10495000000</td>\n",
+       "      <td>58896000000</td>\n",
+       "      <td>https://www.sec.gov/Archives/edgar/data/320193...</td>\n",
+       "      <td>https://www.sec.gov/Archives/edgar/data/320193...</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
-       "<p>5 rows × 28 columns</p>\n",
+       "<p>5 rows × 27 columns</p>\n",
        "</div>"
       ],
       "text/plain": [
-       "                   calendarYear  capitalExpenditure  cashAtBeginningOfPeriod  \\\n",
-       "finalLink                   NaN                 NaN                      NaN   \n",
-       "link                        NaN                 NaN                      NaN   \n",
-       "freeCashFlow                NaN                 NaN                      NaN   \n",
-       "capitalExpenditure          NaN                 NaN                      NaN   \n",
-       "operatingCashFlow           NaN                 NaN                      NaN   \n",
+       "            accountsReceivables   inventory  accountsPayables  \\\n",
+       "date                                                            \n",
+       "TTM                  1225000000 -2135000000       -1234000000   \n",
+       "2022-09-24          -1823000000  1484000000        9448000000   \n",
+       "2021-09-25         -10125000000 -2642000000       12326000000   \n",
+       "2020-09-26           6917000000  -127000000       -4062000000   \n",
+       "2019-09-28            245000000  -289000000       -1923000000   \n",
        "\n",
-       "                    cashAtEndOfPeriod  changeInWorkingCapital  \\\n",
-       "finalLink                         NaN                     NaN   \n",
-       "link                              NaN                     NaN   \n",
-       "freeCashFlow                      NaN                     NaN   \n",
-       "capitalExpenditure                NaN                     NaN   \n",
-       "operatingCashFlow                 NaN                     NaN   \n",
+       "            otherWorkingCapital  otherNonCashItems  \\\n",
+       "date                                                 \n",
+       "TTM                 -1179000000         1887000000   \n",
+       "2022-09-24          -7909000000          111000000   \n",
+       "2021-09-25          -4470000000         -147000000   \n",
+       "2020-09-26           2962000000          -97000000   \n",
+       "2019-09-28          -1521000000         -652000000   \n",
        "\n",
-       "                    commonStockIssued  commonStockRepurchased  debtRepayment  \\\n",
-       "finalLink                         NaN                     NaN            NaN   \n",
-       "link                              NaN                     NaN            NaN   \n",
-       "freeCashFlow                      NaN                     NaN            NaN   \n",
-       "capitalExpenditure                NaN                     NaN            NaN   \n",
-       "operatingCashFlow                 NaN                     NaN            NaN   \n",
+       "            netCashProvidedByOperatingActivities  \\\n",
+       "date                                               \n",
+       "TTM                                 113072000000   \n",
+       "2022-09-24                          122151000000   \n",
+       "2021-09-25                          104038000000   \n",
+       "2020-09-26                           80674000000   \n",
+       "2019-09-28                           69391000000   \n",
+       "\n",
+       "            investmentsInPropertyPlantAndEquipment  acquisitionsNet  \\\n",
+       "date                                                                  \n",
+       "TTM                                   -12085000000       -137000000   \n",
+       "2022-09-24                            -10708000000       -306000000   \n",
+       "2021-09-25                            -11085000000        -33000000   \n",
+       "2020-09-26                             -7309000000      -1524000000   \n",
+       "2019-09-28                            -10495000000       -624000000   \n",
        "\n",
-       "                    deferredIncomeTax  dividendsPaid  ...  \\\n",
-       "finalLink                         NaN            NaN  ...   \n",
-       "link                              NaN            NaN  ...   \n",
-       "freeCashFlow                      NaN            NaN  ...   \n",
-       "capitalExpenditure                NaN            NaN  ...   \n",
-       "operatingCashFlow                 NaN            NaN  ...   \n",
+       "            purchasesOfInvestments  salesMaturitiesOfInvestments  ...  \\\n",
+       "date                                                              ...   \n",
+       "TTM                   -27701000000                   41367000000  ...   \n",
+       "2022-09-24            -76923000000                   67363000000  ...   \n",
+       "2021-09-25           -109558000000                  106483000000  ...   \n",
+       "2020-09-26           -115148000000                  120483000000  ...   \n",
+       "2019-09-28            -40631000000                   98724000000  ...   \n",
        "\n",
-       "                    netCashUsedProvidedByFinancingActivities netChangeInCash  \\\n",
-       "finalLink                                                NaN             NaN   \n",
-       "link                                                     NaN             NaN   \n",
-       "freeCashFlow                                             NaN             NaN   \n",
-       "capitalExpenditure                                       NaN             NaN   \n",
-       "operatingCashFlow                                        NaN             NaN   \n",
+       "            netCashUsedProvidedByFinancingActivities  \\\n",
+       "date                                                   \n",
+       "TTM                                    -112129000000   \n",
+       "2022-09-24                             -110749000000   \n",
+       "2021-09-25                              -93353000000   \n",
+       "2020-09-26                              -86820000000   \n",
+       "2019-09-28                              -90976000000   \n",
        "\n",
-       "                    operatingCashFlow  otherFinancingActivites  \\\n",
-       "finalLink                         NaN                      NaN   \n",
-       "link                              NaN                      NaN   \n",
-       "freeCashFlow                      NaN                      NaN   \n",
-       "capitalExpenditure                NaN                      NaN   \n",
-       "operatingCashFlow                 NaN                      NaN   \n",
+       "            effectOfForexChangesOnCash  netChangeInCash  cashAtEndOfPeriod  \\\n",
+       "date                                                                         \n",
+       "TTM                                  0       1037000000       103978000000   \n",
+       "2022-09-24                           0     -10952000000        24977000000   \n",
+       "2021-09-25                           0      -3860000000        35929000000   \n",
+       "2020-09-26                           0     -10435000000        39789000000   \n",
+       "2019-09-28                           0      24311000000        50224000000   \n",
        "\n",
-       "                    otherInvestingActivites otherNonCashItems  \\\n",
-       "finalLink                               NaN               NaN   \n",
-       "link                                    NaN               NaN   \n",
-       "freeCashFlow                            NaN               NaN   \n",
-       "capitalExpenditure                      NaN               NaN   \n",
-       "operatingCashFlow                       NaN               NaN   \n",
+       "            cashAtBeginningOfPeriod  operatingCashFlow  capitalExpenditure  \\\n",
+       "date                                                                         \n",
+       "TTM                    102941000000       113072000000        -12085000000   \n",
+       "2022-09-24              35929000000       122151000000        -10708000000   \n",
+       "2021-09-25              39789000000       104038000000        -11085000000   \n",
+       "2020-09-26              50224000000        80674000000         -7309000000   \n",
+       "2019-09-28              25913000000        69391000000        -10495000000   \n",
        "\n",
-       "                    otherWorkingCapital  purchasesOfInvestments  \\\n",
-       "finalLink                           NaN                     NaN   \n",
-       "link                                NaN                     NaN   \n",
-       "freeCashFlow                        NaN                     NaN   \n",
-       "capitalExpenditure                  NaN                     NaN   \n",
-       "operatingCashFlow                   NaN                     NaN   \n",
+       "            freeCashFlow                                               link  \\\n",
+       "date                                                                          \n",
+       "TTM         100987000000  https://www.sec.gov/Archives/edgar/data/320193...   \n",
+       "2022-09-24  111443000000  https://www.sec.gov/Archives/edgar/data/320193...   \n",
+       "2021-09-25   92953000000  https://www.sec.gov/Archives/edgar/data/320193...   \n",
+       "2020-09-26   73365000000  https://www.sec.gov/Archives/edgar/data/320193...   \n",
+       "2019-09-28   58896000000  https://www.sec.gov/Archives/edgar/data/320193...   \n",
        "\n",
-       "                    salesMaturitiesOfInvestments  stockBasedCompensation  \n",
-       "finalLink                                    NaN                     NaN  \n",
-       "link                                         NaN                     NaN  \n",
-       "freeCashFlow                                 NaN                     NaN  \n",
-       "capitalExpenditure                           NaN                     NaN  \n",
-       "operatingCashFlow                            NaN                     NaN  \n",
+       "                                                    finalLink  \n",
+       "date                                                           \n",
+       "TTM         https://www.sec.gov/Archives/edgar/data/320193...  \n",
+       "2022-09-24  https://www.sec.gov/Archives/edgar/data/320193...  \n",
+       "2021-09-25  https://www.sec.gov/Archives/edgar/data/320193...  \n",
+       "2020-09-26  https://www.sec.gov/Archives/edgar/data/320193...  \n",
+       "2019-09-28  https://www.sec.gov/Archives/edgar/data/320193...  \n",
        "\n",
-       "[5 rows x 28 columns]"
+       "[5 rows x 27 columns]"
       ]
      },
      "execution_count": 6,
@@ -942,7 +983,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
        "<Figure size 864x432 with 1 Axes>"
       ]
@@ -1065,7 +1106,7 @@
        "data": [
         {
          "alignmentgroup": "True",
-         "hovertemplate": "index=%{x}<br>freeCashFlow=%{y}<extra></extra>",
+         "hovertemplate": "date=%{x}<br>freeCashFlow=%{y}<extra></extra>",
          "legendgroup": "",
          "marker": {
           "color": "#636efa",
@@ -1114,38 +1155,7 @@
           "2020-09-26",
           "2021-09-25",
           "2022-09-24",
-          "calendarYear",
-          "netIncome",
-          "deferredIncomeTax",
-          "stockBasedCompensation",
-          "changeInWorkingCapital",
-          "accountsReceivables",
-          "inventory",
-          "accountsPayables",
-          "otherWorkingCapital",
-          "otherNonCashItems",
-          "netCashProvidedByOperatingActivities",
-          "investmentsInPropertyPlantAndEquipment",
-          "acquisitionsNet",
-          "purchasesOfInvestments",
-          "salesMaturitiesOfInvestments",
-          "otherInvestingActivites",
-          "netCashUsedForInvestingActivites",
-          "debtRepayment",
-          "commonStockIssued",
-          "commonStockRepurchased",
-          "dividendsPaid",
-          "otherFinancingActivites",
-          "netCashUsedProvidedByFinancingActivities",
-          "effectOfForexChangesOnCash",
-          "netChangeInCash",
-          "cashAtEndOfPeriod",
-          "cashAtBeginningOfPeriod",
-          "operatingCashFlow",
-          "capitalExpenditure",
-          "freeCashFlow",
-          "link",
-          "finalLink"
+          "TTM"
          ],
          "xaxis": "x",
          "y": [
@@ -1183,38 +1193,7 @@
           73365000000,
           92953000000,
           111443000000,
-          null,
-          null,
-          null,
-          null,
-          null,
-          null,
-          null,
-          null,
-          null,
-          null,
-          null,
-          null,
-          null,
-          null,
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        "                            \n",
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-      "TTM Free Cash Flow:  nan\n",
+      "TTM Free Cash Flow:  100987000000\n",
       "Total Debt:  120069000000.0\n",
       "Cash and ST Investments:  48304000000.0\n"
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@@ -2618,7 +2597,7 @@
      "name": "stdout",
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      "text": [
-      "TTM Free Cash Flow:  nan\n",
+      "TTM Free Cash Flow:  100987000000\n",
       "Total Debt:  120069000000.0\n",
       "Cash and ST Investments:  48304000000.0\n",
       "EPS Growth 5Y:  6.37\n",
@@ -2678,16 +2657,16 @@
      "text": [
       "Discounted Cash Flows\n",
       "\n",
-      "Year 2024: $nan\n",
-      "Year 2025: $nan\n",
-      "Year 2026: $nan\n",
-      "Year 2027: $nan\n",
-      "Year 2028: $nan\n",
-      "Year 2029: $nan\n",
-      "Year 2030: $nan\n",
-      "Year 2031: $nan\n",
-      "Year 2032: $nan\n",
-      "Year 2033: $nan\n"
+      "Year 2024: $99925462232.55815\n",
+      "Year 2025: $98875082955.13687\n",
+      "Year 2026: $97835744873.84102\n",
+      "Year 2027: $96807331927.7253\n",
+      "Year 2028: $95789729275.83388\n",
+      "Year 2029: $91944774096.06436\n",
+      "Year 2030: $88254153628.85954\n",
+      "Year 2031: $84711672950.64069\n",
+      "Year 2032: $81311385799.18008\n",
+      "Year 2033: $78047584592.4502\n"
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@@ -2727,16 +2706,16 @@
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        "                            \n",
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      "text": [
       "Growth in Perpuity Approach\n",
       "\n",
-      "10th Year Cashflow:  nan\n",
+      "10th Year Cashflow:  78047584592.4502\n",
       "Long Term Growth Rate:  3.0\n",
-      "Terminal Value:  nan\n"
+      "Terminal Value:  1786422491782.7493\n"
      ]
     }
    ],
@@ -3764,9 +3743,9 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Intrinsic Value:  nan\n",
+      "Intrinsic Value:  167.39875249140377\n",
       "Current Price:  174.79\n",
-      "Margin of Safety:  nan\n"
+      "Margin of Safety:  -4.415353996724547\n"
      ]
     }
    ],