diff --git a/STAHR_antennas.ipynb b/STAHR_antennas.ipynb
index 31d0601..acbb3ed 100644
--- a/STAHR_antennas.ipynb
+++ b/STAHR_antennas.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 26,
+   "execution_count": 62,
    "metadata": {},
    "outputs": [
     {
@@ -30,14 +30,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 27,
+   "execution_count": 63,
    "metadata": {},
    "outputs": [],
    "source": [
     "# Do preprocessing\n",
     "PATH = \"data/simulations\"\n",
     "TMP = f\"{PATH}/temp\"\n",
-    "FILE = \"19km\"\n",
+    "FILE = \"28km\"\n",
     "\n",
     "if os.path.isdir(TMP):\n",
     "    shutil.rmtree(TMP)\n",
@@ -49,7 +49,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 28,
+   "execution_count": 64,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -60,7 +60,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 36,
+   "execution_count": 65,
    "metadata": {},
    "outputs": [
     {
@@ -79,7 +79,6 @@
     "\n",
     "alt = simulation.add_observer(['altitude'])\n",
     "fspl_gs = simulation.add_sensor(AntennaPathloss,frequency=STAHR_LORA_FREQ,rx_antenna_offset=STAHR_GS_OFFSET)\n",
-    "fspl_nope = simulation.add_sensor(AntennaPathloss,frequency=STAHR_LORA_FREQ,name)\n",
     "\n",
     "tx_gain = simulation.add_sensor(AntennaTxGain,gain_pattern_path=f\"data/gain_pattern/farfield_tx_aisler_v1.txt\",rx_antenna_offset = STAHR_GS_OFFSET)\n",
     "\n",
@@ -89,14 +88,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 37,
+   "execution_count": 66,
    "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "100%|█████████▉| 579.9000000000633/580.0 [00:21<00:00, 27.40it/s] \n"
+      "100%|█████████▉| 639.1000000000768/639.150194412893 [00:26<00:00, 23.94it/s] \n"
      ]
     }
    ],
@@ -104,7 +103,6 @@
     "# Run simulation\n",
     "for step, t, dt in simulation.run(verbose=True):\n",
     "    fspl_gs()\n",
-    "    fspl_nope()\n",
     "    tx_gain()\n",
     "    alt()\n",
     "\n",
@@ -113,7 +111,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 39,
+   "execution_count": 67,
    "metadata": {},
    "outputs": [
     {
@@ -155,77 +153,77 @@
        "    <tr>\n",
        "      <th>0</th>\n",
        "      <td>0.1</td>\n",
-       "      <td>319.472878</td>\n",
-       "      <td>90.319785</td>\n",
-       "      <td>0.0</td>\n",
+       "      <td>2393.667868</td>\n",
+       "      <td>107.812383</td>\n",
+       "      <td>-0.0</td>\n",
        "      <td>0.171335</td>\n",
        "      <td>0.985213</td>\n",
-       "      <td>0.750379</td>\n",
-       "      <td>0.6369</td>\n",
-       "      <td>-0.176889</td>\n",
-       "      <td>86.264551</td>\n",
-       "      <td>4.977619</td>\n",
-       "      <td>319.083996</td>\n",
+       "      <td>0.774005</td>\n",
+       "      <td>0.626653</td>\n",
+       "      <td>0.090671</td>\n",
+       "      <td>101.343943</td>\n",
+       "      <td>4.212357</td>\n",
+       "      <td>319.625548</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>1</th>\n",
        "      <td>0.2</td>\n",
-       "      <td>320.418701</td>\n",
-       "      <td>90.345462</td>\n",
-       "      <td>0.0</td>\n",
+       "      <td>2393.715998</td>\n",
+       "      <td>107.812557</td>\n",
+       "      <td>-0.0</td>\n",
        "      <td>0.171335</td>\n",
        "      <td>0.985213</td>\n",
-       "      <td>0.750342</td>\n",
-       "      <td>0.636834</td>\n",
-       "      <td>-0.177281</td>\n",
-       "      <td>86.241706</td>\n",
-       "      <td>4.977825</td>\n",
-       "      <td>319.251988</td>\n",
+       "      <td>0.773925</td>\n",
+       "      <td>0.626641</td>\n",
+       "      <td>0.091437</td>\n",
+       "      <td>101.387942</td>\n",
+       "      <td>4.208309</td>\n",
+       "      <td>320.876645</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>2</th>\n",
        "      <td>0.3</td>\n",
-       "      <td>321.364681</td>\n",
-       "      <td>90.371068</td>\n",
-       "      <td>0.0</td>\n",
+       "      <td>2393.765548</td>\n",
+       "      <td>107.812737</td>\n",
+       "      <td>-0.0</td>\n",
        "      <td>0.171335</td>\n",
        "      <td>0.985213</td>\n",
-       "      <td>0.750305</td>\n",
-       "      <td>0.636768</td>\n",
-       "      <td>-0.177674</td>\n",
-       "      <td>86.218865</td>\n",
-       "      <td>4.97803</td>\n",
-       "      <td>319.419979</td>\n",
+       "      <td>0.773845</td>\n",
+       "      <td>0.626628</td>\n",
+       "      <td>0.092204</td>\n",
+       "      <td>101.431938</td>\n",
+       "      <td>4.204262</td>\n",
+       "      <td>322.127741</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>3</th>\n",
        "      <td>0.4</td>\n",
-       "      <td>322.433254</td>\n",
-       "      <td>90.399901</td>\n",
+       "      <td>2393.816519</td>\n",
+       "      <td>107.812922</td>\n",
        "      <td>-0.0</td>\n",
        "      <td>0.171335</td>\n",
        "      <td>0.985213</td>\n",
-       "      <td>0.750264</td>\n",
-       "      <td>0.636694</td>\n",
-       "      <td>-0.178116</td>\n",
-       "      <td>86.193076</td>\n",
-       "      <td>4.978262</td>\n",
-       "      <td>319.692081</td>\n",
+       "      <td>0.773764</td>\n",
+       "      <td>0.626614</td>\n",
+       "      <td>0.09297</td>\n",
+       "      <td>101.475932</td>\n",
+       "      <td>4.200214</td>\n",
+       "      <td>323.378837</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>4</th>\n",
        "      <td>0.5</td>\n",
-       "      <td>324.359314</td>\n",
-       "      <td>90.451632</td>\n",
+       "      <td>2393.868912</td>\n",
+       "      <td>107.813112</td>\n",
        "      <td>-0.0</td>\n",
        "      <td>0.171335</td>\n",
        "      <td>0.985213</td>\n",
-       "      <td>0.750188</td>\n",
-       "      <td>0.63656</td>\n",
-       "      <td>-0.178914</td>\n",
-       "      <td>86.146622</td>\n",
-       "      <td>4.97868</td>\n",
-       "      <td>320.692955</td>\n",
+       "      <td>0.773683</td>\n",
+       "      <td>0.626601</td>\n",
+       "      <td>0.093736</td>\n",
+       "      <td>101.519925</td>\n",
+       "      <td>4.196167</td>\n",
+       "      <td>324.629934</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>...</th>\n",
@@ -243,155 +241,155 @@
        "      <td>...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>5794</th>\n",
-       "      <td>579.5</td>\n",
-       "      <td>23290.112901</td>\n",
-       "      <td>127.574537</td>\n",
-       "      <td>-0.017067</td>\n",
-       "      <td>-0.743764</td>\n",
-       "      <td>-0.668224</td>\n",
-       "      <td>0.969129</td>\n",
-       "      <td>0.022163</td>\n",
-       "      <td>0.245555</td>\n",
-       "      <td>78.631975</td>\n",
-       "      <td>4.847807</td>\n",
-       "      <td>-2747.465778</td>\n",
+       "      <th>6386</th>\n",
+       "      <td>638.7</td>\n",
+       "      <td>25768.750389</td>\n",
+       "      <td>128.452972</td>\n",
+       "      <td>-0.019599</td>\n",
+       "      <td>-0.005745</td>\n",
+       "      <td>0.999791</td>\n",
+       "      <td>-0.976774</td>\n",
+       "      <td>0.108145</td>\n",
+       "      <td>-0.184981</td>\n",
+       "      <td>80.420236</td>\n",
+       "      <td>4.913187</td>\n",
+       "      <td>2.63791</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>5795</th>\n",
-       "      <td>579.6</td>\n",
-       "      <td>23292.369533</td>\n",
-       "      <td>127.575378</td>\n",
-       "      <td>-0.017173</td>\n",
-       "      <td>-0.745696</td>\n",
-       "      <td>-0.666065</td>\n",
-       "      <td>0.969119</td>\n",
-       "      <td>0.022152</td>\n",
-       "      <td>0.245595</td>\n",
-       "      <td>78.653403</td>\n",
-       "      <td>4.84875</td>\n",
-       "      <td>-2748.066515</td>\n",
+       "      <th>6387</th>\n",
+       "      <td>638.8</td>\n",
+       "      <td>25770.724327</td>\n",
+       "      <td>128.453637</td>\n",
+       "      <td>-0.021452</td>\n",
+       "      <td>-0.000441</td>\n",
+       "      <td>0.99977</td>\n",
+       "      <td>-0.976763</td>\n",
+       "      <td>0.108148</td>\n",
+       "      <td>-0.185037</td>\n",
+       "      <td>80.555707</td>\n",
+       "      <td>4.917116</td>\n",
+       "      <td>2.04426</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>5796</th>\n",
-       "      <td>579.7</td>\n",
-       "      <td>23294.626207</td>\n",
-       "      <td>127.57622</td>\n",
-       "      <td>-0.017279</td>\n",
-       "      <td>-0.747621</td>\n",
-       "      <td>-0.663901</td>\n",
-       "      <td>0.969109</td>\n",
-       "      <td>0.022141</td>\n",
-       "      <td>0.245635</td>\n",
-       "      <td>78.674921</td>\n",
-       "      <td>4.849697</td>\n",
-       "      <td>-2748.667252</td>\n",
+       "      <th>6388</th>\n",
+       "      <td>638.9</td>\n",
+       "      <td>25772.69835</td>\n",
+       "      <td>128.454303</td>\n",
+       "      <td>-0.021841</td>\n",
+       "      <td>0.005372</td>\n",
+       "      <td>0.999747</td>\n",
+       "      <td>-0.976752</td>\n",
+       "      <td>0.10815</td>\n",
+       "      <td>-0.185094</td>\n",
+       "      <td>80.611251</td>\n",
+       "      <td>4.918726</td>\n",
+       "      <td>1.45061</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>5797</th>\n",
-       "      <td>579.8</td>\n",
-       "      <td>23296.882923</td>\n",
-       "      <td>127.577061</td>\n",
-       "      <td>-0.017385</td>\n",
-       "      <td>-0.749539</td>\n",
-       "      <td>-0.661732</td>\n",
-       "      <td>0.9691</td>\n",
-       "      <td>0.02213</td>\n",
-       "      <td>0.245675</td>\n",
-       "      <td>78.696529</td>\n",
-       "      <td>4.850647</td>\n",
-       "      <td>-2749.267989</td>\n",
+       "      <th>6389</th>\n",
+       "      <td>639.0</td>\n",
+       "      <td>25774.672457</td>\n",
+       "      <td>128.454968</td>\n",
+       "      <td>-0.02063</td>\n",
+       "      <td>0.011282</td>\n",
+       "      <td>0.999724</td>\n",
+       "      <td>-0.976741</td>\n",
+       "      <td>0.108153</td>\n",
+       "      <td>-0.18515</td>\n",
+       "      <td>80.576614</td>\n",
+       "      <td>4.917722</td>\n",
+       "      <td>0.856961</td>\n",
        "    </tr>\n",
        "    <tr>\n",
-       "      <th>5798</th>\n",
-       "      <td>579.9</td>\n",
-       "      <td>23299.13968</td>\n",
-       "      <td>127.577903</td>\n",
-       "      <td>-0.017491</td>\n",
-       "      <td>-0.751452</td>\n",
-       "      <td>-0.659556</td>\n",
-       "      <td>0.96909</td>\n",
-       "      <td>0.022119</td>\n",
-       "      <td>0.245715</td>\n",
-       "      <td>78.718226</td>\n",
-       "      <td>4.851602</td>\n",
-       "      <td>-2749.868726</td>\n",
+       "      <th>6390</th>\n",
+       "      <td>639.1</td>\n",
+       "      <td>25776.64665</td>\n",
+       "      <td>128.455633</td>\n",
+       "      <td>-0.017799</td>\n",
+       "      <td>0.016842</td>\n",
+       "      <td>0.9997</td>\n",
+       "      <td>-0.97673</td>\n",
+       "      <td>0.108156</td>\n",
+       "      <td>-0.185206</td>\n",
+       "      <td>80.447889</td>\n",
+       "      <td>4.913989</td>\n",
+       "      <td>0.263311</td>\n",
        "    </tr>\n",
        "  </tbody>\n",
        "</table>\n",
-       "<p>5799 rows × 12 columns</p>\n",
+       "<p>6391 rows × 12 columns</p>\n",
        "</div>"
       ],
       "text/plain": [
        "       time antenna/pathloss/distance antenna/pathloss/out  \\\n",
-       "0       0.1                319.472878            90.319785   \n",
-       "1       0.2                320.418701            90.345462   \n",
-       "2       0.3                321.364681            90.371068   \n",
-       "3       0.4                322.433254            90.399901   \n",
-       "4       0.5                324.359314            90.451632   \n",
+       "0       0.1               2393.667868           107.812383   \n",
+       "1       0.2               2393.715998           107.812557   \n",
+       "2       0.3               2393.765548           107.812737   \n",
+       "3       0.4               2393.816519           107.812922   \n",
+       "4       0.5               2393.868912           107.813112   \n",
        "...     ...                       ...                  ...   \n",
-       "5794  579.5              23290.112901           127.574537   \n",
-       "5795  579.6              23292.369533           127.575378   \n",
-       "5796  579.7              23294.626207            127.57622   \n",
-       "5797  579.8              23296.882923           127.577061   \n",
-       "5798  579.9               23299.13968           127.577903   \n",
+       "6386  638.7              25768.750389           128.452972   \n",
+       "6387  638.8              25770.724327           128.453637   \n",
+       "6388  638.9               25772.69835           128.454303   \n",
+       "6389  639.0              25774.672457           128.454968   \n",
+       "6390  639.1               25776.64665           128.455633   \n",
        "\n",
        "     antenna/tx_gain/rocket_x antenna/tx_gain/rocket_y  \\\n",
-       "0                         0.0                 0.171335   \n",
-       "1                         0.0                 0.171335   \n",
-       "2                         0.0                 0.171335   \n",
+       "0                        -0.0                 0.171335   \n",
+       "1                        -0.0                 0.171335   \n",
+       "2                        -0.0                 0.171335   \n",
        "3                        -0.0                 0.171335   \n",
        "4                        -0.0                 0.171335   \n",
        "...                       ...                      ...   \n",
-       "5794                -0.017067                -0.743764   \n",
-       "5795                -0.017173                -0.745696   \n",
-       "5796                -0.017279                -0.747621   \n",
-       "5797                -0.017385                -0.749539   \n",
-       "5798                -0.017491                -0.751452   \n",
+       "6386                -0.019599                -0.005745   \n",
+       "6387                -0.021452                -0.000441   \n",
+       "6388                -0.021841                 0.005372   \n",
+       "6389                 -0.02063                 0.011282   \n",
+       "6390                -0.017799                 0.016842   \n",
        "\n",
        "     antenna/tx_gain/rocket_z antenna/tx_gain/pos_x antenna/tx_gain/pos_y  \\\n",
-       "0                    0.985213              0.750379                0.6369   \n",
-       "1                    0.985213              0.750342              0.636834   \n",
-       "2                    0.985213              0.750305              0.636768   \n",
-       "3                    0.985213              0.750264              0.636694   \n",
-       "4                    0.985213              0.750188               0.63656   \n",
+       "0                    0.985213              0.774005              0.626653   \n",
+       "1                    0.985213              0.773925              0.626641   \n",
+       "2                    0.985213              0.773845              0.626628   \n",
+       "3                    0.985213              0.773764              0.626614   \n",
+       "4                    0.985213              0.773683              0.626601   \n",
        "...                       ...                   ...                   ...   \n",
-       "5794                -0.668224              0.969129              0.022163   \n",
-       "5795                -0.666065              0.969119              0.022152   \n",
-       "5796                -0.663901              0.969109              0.022141   \n",
-       "5797                -0.661732                0.9691               0.02213   \n",
-       "5798                -0.659556               0.96909              0.022119   \n",
+       "6386                 0.999791             -0.976774              0.108145   \n",
+       "6387                  0.99977             -0.976763              0.108148   \n",
+       "6388                 0.999747             -0.976752               0.10815   \n",
+       "6389                 0.999724             -0.976741              0.108153   \n",
+       "6390                   0.9997              -0.97673              0.108156   \n",
        "\n",
        "     antenna/tx_gain/pos_z antenna/tx_gain/theta antenna/tx_gain/out  \\\n",
-       "0                -0.176889             86.264551            4.977619   \n",
-       "1                -0.177281             86.241706            4.977825   \n",
-       "2                -0.177674             86.218865             4.97803   \n",
-       "3                -0.178116             86.193076            4.978262   \n",
-       "4                -0.178914             86.146622             4.97868   \n",
+       "0                 0.090671            101.343943            4.212357   \n",
+       "1                 0.091437            101.387942            4.208309   \n",
+       "2                 0.092204            101.431938            4.204262   \n",
+       "3                  0.09297            101.475932            4.200214   \n",
+       "4                 0.093736            101.519925            4.196167   \n",
        "...                    ...                   ...                 ...   \n",
-       "5794              0.245555             78.631975            4.847807   \n",
-       "5795              0.245595             78.653403             4.84875   \n",
-       "5796              0.245635             78.674921            4.849697   \n",
-       "5797              0.245675             78.696529            4.850647   \n",
-       "5798              0.245715             78.718226            4.851602   \n",
+       "6386             -0.184981             80.420236            4.913187   \n",
+       "6387             -0.185037             80.555707            4.917116   \n",
+       "6388             -0.185094             80.611251            4.918726   \n",
+       "6389              -0.18515             80.576614            4.917722   \n",
+       "6390             -0.185206             80.447889            4.913989   \n",
        "\n",
        "     general/altitude  \n",
-       "0          319.083996  \n",
-       "1          319.251988  \n",
-       "2          319.419979  \n",
-       "3          319.692081  \n",
-       "4          320.692955  \n",
+       "0          319.625548  \n",
+       "1          320.876645  \n",
+       "2          322.127741  \n",
+       "3          323.378837  \n",
+       "4          324.629934  \n",
        "...               ...  \n",
-       "5794     -2747.465778  \n",
-       "5795     -2748.066515  \n",
-       "5796     -2748.667252  \n",
-       "5797     -2749.267989  \n",
-       "5798     -2749.868726  \n",
+       "6386          2.63791  \n",
+       "6387          2.04426  \n",
+       "6388          1.45061  \n",
+       "6389         0.856961  \n",
+       "6390         0.263311  \n",
        "\n",
-       "[5799 rows x 12 columns]"
+       "[6391 rows x 12 columns]"
       ]
      },
-     "execution_count": 39,
+     "execution_count": 67,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -407,19 +405,19 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 32,
+   "execution_count": 68,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "128.19324355144363\n"
+      "130.43368058102035\n"
      ]
     },
     {
      "data": {
-      "image/png": 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8movBiWGYfEs87kgKb1f/R0RE0jGZRZwvr2nombGGmmpbqCmvMV7z630VMsSGWObMXNlLE6VW4tCurbjnrtugUHh+7zPDjhepNZqw7nAhAODePh0lrsZzqeQ+eHhALB66OQY7fyvBsl/OYOOxIuw4dRE7Tl1ElMYX9/eLxv39YhAb6i91uUQkIetS7bOlNTh3qRrnLtXgbGnDx0uW3plrTQYGgA5BKkuQCbH2zFgCTWyoPzoEqprtnTEajTjetqbVuBXDjhfZfLwYlYZ6RGl80T9Oulnx3kIQBNySGIZbEsNwtrQa/9mVi6/2nEVBeS0+2HQKH2w6hdROoZh4czRG9YhkTxuRBxJFEeU1RpwttYSXK4OM9XNDvfma11D6yBAd4tco0Fjn0MSE+MFfyT/l18MW8iLfZhUAAMb1ieLy6FYWE+KPOaO7YdaIrsg4WoT/ZZ7FjlMXsfN0CXaeLsFc1RHc2VOHMT3DcZ3/iSOiNqbSUH85xJRalmZf2UNTaai/5tfLBCBS44foYD9EB/sjJsQPMcH+iA72Q0yIPyLUvhz6biGGHS+hrzViU7bl3jp3J0dJXI338lX4YFxyFMYlR+HcpWp8szcfX+89i3OXarBy7zms3HsOgXIfZJqP4p4+0bg5PoTBlEhiNXUm5JdV4+ylGpy7VINzDYHGOvR0qfra82YAy1BTzFVhJibEEmgiNX5tbqm2p2HY8RIbjhShrt6MxPBAdI9US10OAYgO9sfMEV0w445E7D5TijUHC/DDwfO4VG3E8t3nsHz3OejUvkjrEYER3SIwqFMofyESuZgoirhUbUT+pRrklzU8LtUgv6waBWW1yC+rQWlV3XWvo/VXNASYhkAT7IfoEH9bwPFVcJhaSgw7XmL9EcvE5LG9Ij1mKaGnkMkEDOoUikGdQvHXUV3xwVfrUewXgw1Hi1Gor8XnO3Px+c5cBKrkuO2mDhjZLQK33xQOjb/nr6AgaimTCBSU1aCosgIFDWHmXEOwKWgINjXG5rc3uFKA0qehJ+by8FJMw8foYD8E8X5abRrDjheoqTNh+8kLAIA7e+gkroauRe4jQ5JWxOwxPfHWeBl+PnURGUeLsfFYES5UGPDDwfP44eB5+MgE9I3VYnBiBwzuEobkaA3kPuz1Ie9jGWJqHF6u7J05X+YD86/br3udsEAVOgb7IVrrhyitLzpq/dAx2N/yUesHtZ+c/6PYjjHseIFtJy+g1mhGdLAfukXyxnbthUrugzuSInBHUgTeNPfEwfxybDxahIyjRcguqsCeM5ew58wlvLfxBIJ85UjtFIohXcJwa2IYEsIC+IuZ2j1DvQmF5bU4X16L8+U1lo9ljZ9ff4hJgFwmINIaYLT+6Kj1Rcfghs+D/RCp8eUwk4dj2PECGUeLAABp3XX8A9hOyWQC+sRo0SdGiz/eeRPOllZj+8mL2HHqAn4+VYLyGiM2HC3ChoZ/6w5BKtwcH4z+cSG4OT4E3SKD2PNDbYqh3oRivQEFZTUo1NeioOyKQFNeg8LyWlysvP5cGcAyxGQJL362EBOl9YUuSInje3/Bg/eMhq9K6eZ3RG0Zw46HqzeZ8dOxhrDTI0LiashVYkL8MWlgLCYNjIXJLOJwfjl2nLqI7ScvYF9uGS5UGLD2UCHWHrLM1QpQ+qBvXDD6xQUjOUaL5GgtQgL4y5/cwxpkLCHGEmAKy2sbBZuLldfeaNJKJZchSusHndoXkVpfRGp8EamxDDXp1NceYjIajSg8DC7bJoYdT5eZewmXqo0I9lfwRoIeykcmWAJMjBbTbk9ErdGEg+fKsedMKTLPlCIz9xIqauux/eRFbD950fZ1HbV+SI7RoHe0Fr07atAzWsNNS+maTGYRJZUGFOkNKNLXolBfi2J9LYoagk2RvhbFFQaHVi8BgFIuQ5TGFzqNL6I0ftBpfBGp9UNkQ7CJ0vhB60H7M5F0GHY83OaGe+vcnhTOYQwv4avwwYCEEAxICAFg+QN1oqgCmWdKsTf3Eg7ml+P0hSrbpE5r7w8AxIT44aYINZJ0QeiqC0KSLggJYQFQ8GfHo4miCH1NvS2wXH4YGn1+odIA07V2lryCUi5DpMYXOrWvpWdG49sQbCxzZKK0fh610SS1bQw7Hm7bCcv/yd/WtYPElZBUfGQCukWq0S1SjcdS4wFYbjJ5OL8cB8+V49C5chw4V9Zwx1fLY2PD0CdguVV9pw4BuKkh+Fgf8WEB7Alq42qNJlyosISUCxUGXGz42OjzSgOK9YbrbllgJRMsc8Ii1L4ID/KFTqNCRJAvItS+iND4IkKtgk7tC40fgwy1HQw7Hqy4ohbHzushCMCQLgw7dJnaV4FbOofhls5htmOXqupwvLAC2YV6ZBdV4HhhBU4UVqCqzoTjhZbnVwsLVCI+1BJ+YkMsK1uiGpbq6jS+7BFyg7p6M0qqLgeWwrJq/HxOQOYPx1FaZWwUZCqus03B1bT+CujUvghX+yIiSAWdpvHnEWpfhAYo2UtM7Q7Djgfb3tCr06ujhpNR6bqCA5RI7RyK1M6htmNms4j8shocL6zAqeJKnLlYhZyLVcgpqWr4o1qHi5V1yMy91OR6MgGIaBjCiNL6IUrji7BAFToEqWwfOwSpoPVTePWWGLVGE0qr6lBaVYeSqjqUVhlQUll31bGGzysN0Nc2F2B8gLN5zV5fKZehQzPt3iFQaTsWHuSLcLWKy6/JYzHseLBtDTcSHNIl7DqvJGqeTCZY7hQb4o+R3Ruv5quoNSK3pBqnL1Yh50IVzl2qtt3YraCsFnUmc8My4lrsbSYMWcllAkIDlQgNUEHrr4DG7/JD3fDQ+CkQqBCQUwEcO18Btb8Kfkofy0PhI0kPkiiKMJpE1JnMqK6rR7XBhEpDPaoM9aiqq0elwWT53FBvO36p2tgo1JRW1qGq7vp3772aXCYgLFCFsCAlQgOUqL1UjJRunRGh8WsSaoJUvBkeEcOOhzKbRdvKm6EcwiI3CPJVoGdHDXp21DQ5ZzaLuFhlQP6lmob9haotE1wbhliswyyXqo2oN4sNE2EdWYosxz8P72xyVOEjwFfhA3+lD5RyGeQyGeQyAT4yAXIfAT4yGRRXPJcJAkQRECHCbG74KAIQAbMowiyKEAHUm0TU1ZthqDehrt6MOpMZhnrLo87BOS6OUPgICPZXIiRAidBAJUICVAgNsDwPCVDaPreeu7I3zGg0Yu3atRgzsgsUCs6hImoOw46HOlKgR2lVHQJVcvTlknNqZTKZYBkaCfJFSqz91xlNZpRU1lnCT6UB+hoj9DVGlDfzKKs24sIlPWQKFWqMlt4U68Igo0mE0VSPimaHeNxPEIAApRz+Sh8EquQIUMkRoLryczkCVXJo/RUNwUWFkABFw0cl1L7sfSFyJ4YdD/Xzb5ZenUGdQjlJlNoshY8Muob7rFyPrQdjzDAoFAqIomUIqbbOjGpjParrTKipM6HOZIbJLKLeJKLebEZ9w+emRp+LkMkAmSBAEAQIsHwuEyzBxXpM4SODUi6DSm75qJTLoLQd87l8zkfm1fOOiNo6hh0Ptet0CQBgUKcQiSshcg9BEKCS+0Al94EGHL4hIvv4v/weyGQWkXnGMiF0UKfQ67yaiIjIszHseKCjBXpUGOoR5CtHt0i11OUQERFJimHHA+3KsQxh3Rwfwg3wiIjI6zHseKBfT5cCAAYmcL4OERERw46HMZtF7DnTEHY4X4eIiIhhx9McL6xAeY0RAUof9IzifB0iIiKGHQ+zN8+yCqtvXDA36yMiIgLDjsfZ3xB2UmK00hZCRETURjDseJiss2UAgJRYbhFBREQEMOx4lLLqOpy+UAUA6MOeHSIiIgAMOx7F2quTEBaA4ACltMUQERG1EQw7HsQadtirQ0REdBnDjgfZn1cGAEiJ1UpaBxERUVvCsOMhRFG8PDk5hpOTiYiIrBh2PMSZkmqU1xihksuQFBkkdTlERERtBsOOhzhSUA4ASIpUQ8GbCRIREdnwr6KHOFKgBwD04BYRREREjTDseIjD+ZaeHYYdIiKixhh2PIAoijhq69nRSFwNERFR28Kw4wGK9AaUVNXBRyYgScfJyURERFdi2PEA1snJnTsEwFfhI3E1REREbQvDjgc4wiEsIiIiuyQNO9u2bcO4ceMQFRUFQRCwevVq2zmj0YgXXngBvXr1QkBAAKKiovC73/0OBQUFja4RHx8PQRAaPd5+++1WfifSsvbscHIyERFRU5KGnaqqKiQnJ2PRokVNzlVXV2Pfvn14+eWXsW/fPqSnpyM7Oxt33313k9e+9tprOH/+vO0xY8aM1ii/zbD27HRn2CEiImpCLuU3Hz16NEaPHt3sOY1Gg4yMjEbHFi5ciAEDBiAvLw+xsbG240FBQdDpdG6tta2qqDXi3KUaAED3SIYdIiKiq0kadpxVXl4OQRCg1WobHX/77bfx+uuvIzY2FpMmTcKsWbMgl9t/awaDAQaDwfZcr7f0jBiNRhiNRpfVa72WK695tWMFZQCA8CAVAhSCW7+XK7VG27RHbBf72DbNY7vYx7axz1PaxtH6BVEURTfX4hBBELBq1Srce++9zZ6vra3FrbfeiqSkJHz55Ze24++++y769u2LkJAQ/PLLL5gzZw4ef/xxvPvuu3a/17x58/Dqq682Ob58+XL4+/u3+L20pp1FAlac9kFXjRnTupulLoeIiKjVVFdXY9KkSSgvL4dabX90o12EHaPRiAkTJuDcuXPYsmXLNd/QZ599hmeeeQaVlZVQqVTNvqa5np2YmBhcvHjxmtd2ltFoREZGBkaOHAmFQuGy617prR+zsfSXXExOjcVLY5Lc8j3coTXapj1iu9jHtmke28U+to19ntI2er0eYWFh1w07bX4Yy2g0YuLEicjNzcWmTZuuG0YGDhyI+vp6nDlzBjfddFOzr1GpVM0GIYVC4ZZ/dHddFwBOXagCACRFatrlD6w726Y9Y7vYx7ZpHtvFPraNfe29bRytvU2HHWvQOXnyJDZv3ozQ0NDrfk1WVhZkMhnCw8NboULpnSyqBAB0jQiUuBIiIqK2SdKwU1lZiVOnTtme5+TkICsrCyEhIYiMjMT999+Pffv2Yc2aNTCZTCgsLAQAhISEQKlUYufOndi1axduv/12BAUFYefOnZg1axYeffRRBAcHS/W2Wk15jRGF+loAQGI4t4kgIiJqjqRhJzMzE7fffrvt+ezZswEAkydPxrx58/Ddd98BAPr06dPo6zZv3oxhw4ZBpVJhxYoVmDdvHgwGAxISEjBr1izbdTzdqeIKAIBO7QuNX/vthiQiInInScPOsGHDcK350debO923b1/8+uuvri6r3TjRMITVhUNYREREdnFvrHbsRJGlZ6drBIewiIiI7GHYacdOFTf07ISzZ4eIiMgehp12LOeiZdl5Z4YdIiIiuxyas3Pw4EGnL9y9e/drbtlALWOoNyG/zLInVnxogMTVEBERtV0OpZE+ffpAEITrThi2kslkOHHiBDp16tSi4si+vJJqiCIQqJIjLFApdTlERERtlsNdL7t27UKHDh2u+zpRFNGzZ88WFUXXZx3CSggLgCAIEldDRETUdjkUdm677TYkJiY22W3cnqFDh8LPz68lddF1nCmxhJ34MA5hERERXYtDYWfz5s1OXXTt2rU3VAw5ztazE9q+dmknIiJqbVyN1U5Zww57doiIiK7NqbBz8uRJfPPNN8jJyQEA/PDDDxg6dChuvvlmvPnmmw5PYKaWO3OxGoBlzg4RERHZ5/AE5VWrVmHixImQyWQQBAFLlizBM888g2HDhkGtVmPevHmQy+V44YUX3FkvAaiuq7dtAMqwQ0REdG0O9+y8+eab+POf/4za2losXrwYU6dOxfz58/Hjjz9izZo1WLRoEZYtW+bGUsnK2quj9VdA689l50RERNficNjJzs7GE088AUEQMHnyZNTV1WHEiBG282lpacjNzXVLkdSYdSUWe3WIiIiuz+GwU1VVhaAgy4aTMpkMfn5+8Pe/vBLIz88PBoPB9RVSE7awwzsnExERXZfDYUcQhEY3r7v6ObWes6WWYayYEC47JyIiuh6HJyiLooiuXbvaAk5lZSVSUlIgk8ls56l1nC217InFsENERHR9DoedpUuXurMOcsK5Sw09O8G8SzUREdH1OBx2Jk+e7M46yEEms2jb7TyaPTtERETXxTsotzNF+loYTSIUPgJ0al+pyyEiImrzHOrZCQ4OdngycmlpaYsKomuzTk6O0vrBR8YJ4kRERNfjUNj55z//afu8pKQEb7zxBu68806kpqYCAHbu3In169fj5ZdfdkuRdNm5Sw1DWJyvQ0RE5BCHws6V83UmTJiA1157DdOnT7cde/bZZ7Fw4UJs3LgRs2bNcn2VZHPWNjmZ83WIiIgc4fScnfXr12PUqFFNjo8aNQobN250SVFkH5edExEROcfpsBMaGopvv/22yfFvv/0WoaGhLimK7LMuO+cwFhERkWMcXnpu9eqrr+L//b//hy1btmDgwIEAgF27dmHdunX4+OOPXV4gNXZ5zg57doiIiBzhdNiZMmUKunXrhg8++ADp6ekAgG7dumHHjh228EPuYTSZcb7cOozFnh0iIiJHOB12AGDgwIH48ssvXV0LXcf5slqYRUAll6FDoErqcoiIiNoFh+bs6PV6py5aUVFxQ8XQtVnn63QM9uMmrERERA5yKOwEBwejuLjY4Yt27NgRp0+fvuGiqHkF5bUAgI5aDmERERE5yqFhLFEU8cknnyAwMNChixqNxhYVRc0737AnVqSG20QQERE5yqGwExsb69RKK51OB4VCccNFUfPO6y09OzoNe3aIiIgc5VDYOXPmjJvLIEdYe3ai2LNDRETkMO563o6cb5izE8k5O0RERA5j2GlHbGGHPTtEREQOY9hpJ6rr6lFeY5n4zbBDRETkOIaddqKgzNKrE6iSI8iXk7+JiIgcxbDTThRyCIuIiOiGOB121q1bhx07dtieL1q0CH369MGkSZNw6dIllxZHlxU07ImlY9ghIiJyitNh509/+pNt+4hDhw7h+eefx5gxY5CTk4PZs2e7vECysPbsRPEeO0RERE5xeiPQnJwcdO/eHQDwzTff4K677sJbb72Fffv2YcyYMS4vkCysu51HatmzQ0RE5Ayne3aUSiWqqy0bUm7cuBFpaWkAgJCQEKc3DCXHWScoc84OERGRc5zu2Rk8eDBmz56NW2+9Fbt378ZXX30FADhx4gSio6NdXiBZXJ6gzGEsIiIiZzjds7Nw4ULI5XKsXLkSixcvRseOHQEAP/74I0aNGuXyAsnCNozFnh0iIiKnON2zExsbizVr1jQ5/t5777mkIGqq1miCvrYeABCuZtghIiJyhtM9O/v27cOhQ4dsz7/99lvce++9ePHFF1FXV+fS4siiWG8AAKjkMqh9nc6nREREXs3psPPMM8/gxIkTAIDTp0/joYcegr+/P77++mv8+c9/dnmBBFyotMzX6RCkgiAIEldDRETUvjgddk6cOIE+ffoAAL7++msMHToUy5cvx7Jly/DNN9+4uj7C5Z6d8CCVxJUQERG1P06HHVEUYTabAViWnlvvrRMTE4OLFy+6tjoCABRXWMMO5+sQERE5y+mw079/f7zxxhv44osvsHXrVowdOxaA5WaDERERLi+QgAvWsKNmzw4REZGznA47//znP7Fv3z5Mnz4df/3rX5GYmAgAWLlyJW655RaXF0hAcUXDnJ1Ahh0iIiJnOb20p3fv3o1WY1n9/e9/h4+Pj0uKosaK2bNDRER0w254HfPevXtx7NgxAED37t3Rt29flxVFjV2eoMw5O0RERM5yOuwUFxfjwQcfxNatW6HVagEAZWVluP3227FixQp06NDB1TV6vQuVlrDTgauxiIiInOb0nJ0ZM2agsrISR44cQWlpKUpLS3H48GHo9Xo8++yz7qjRq5nMIkoqufSciIjoRjnds7Nu3Tps3LgR3bp1sx3r3r07Fi1aZNsBnVynpNIAswjIBCCUE5SJiIic5nTPjtlshkKhaHJcoVDY7r9DrmOdnBwaqIKPjHdPJiIicpbTYeeOO+7AzJkzUVBQYDuWn5+PWbNmYfjw4S4tjq64xw6HsIiIiG6I02Fn4cKF0Ov1iI+PR+fOndG5c2ckJCRAr9fjww8/dEeNXs12jx2GHSIiohvi9JydmJgY7Nu3Dxs3bsTx48cBAN26dcOIESNcXhyxZ4eIiKilbug+O4IgYOTIkRg5cqSr66GrWMMOe3aIiIhujENh54MPPnD4glx+7loXq+oAAKEBDDtEREQ3wqGw89577zl0MUEQGHZcrLSyIewEKiWuhIiIqH1yKOzk5OS4uw6yo5Q9O0RERC3i9GosV9q2bRvGjRuHqKgoCIKA1atX284ZjUa88MIL6NWrFwICAhAVFYXf/e53jZa8A0BpaSkeeeQRqNVqaLVaPPnkk6isrGzld+I+JVWWOTshAezZISIiuhFOT1A2mUxYtmwZfvrpJxQXFze5keCmTZscvlZVVRWSk5PxxBNPYPz48Y3OVVdXY9++fXj55ZeRnJyMS5cuYebMmbj77ruRmZlpe90jjzyC8+fPIyMjA0ajEY8//jiefvppLF++3Nm31uaYzSIuVRsBcBiLiIjoRjkddmbOnIlly5Zh7Nix6NmzJwThxu/qO3r0aIwePbrZcxqNBhkZGY2OLVy4EAMGDEBeXh5iY2Nx7NgxrFu3Dnv27EH//v0BAB9++CHGjBmDd955B1FRUTdcW1tQXmOEySwCAIL9GXaIiIhuhNNhZ8WKFfjf//6HMWPGuKOeayovL4cgCLbd1nfu3AmtVmsLOgAwYsQIyGQy7Nq1C/fdd1+z1zEYDDAYDLbner0egGXozGg0uqxe67Vu9JqFZVUAALWvHIJogtFoclltUmtp23gqtot9bJvmsV3sY9vY5ylt42j9TocdpVKJxMREpwtqqdraWrzwwgt4+OGHoVarAQCFhYUIDw9v9Dq5XI6QkBAUFhbavdb8+fPx6quvNjm+YcMG+Pv7u7ZwoEkPlaNO6QFADhWMWLt2rUtraitutG08HdvFPrZN89gu9rFt7GvvbVNdXe3Q65wOO88//zzef/99LFy4sEVDWM4wGo2YOHEiRFHE4sWLW3y9OXPmYPbs2bbner0eMTExSEtLswUpVzAajcjIyMDIkSOb3Tz1etYdKQKOHEBMeDDGjBngsrragpa2jadiu9jHtmke28U+to19ntI21pGZ63Eo7Fw9eXjTpk348ccf0aNHjyaNlJ6e7mCJjrEGndzcXGzatKlRGNHpdCguLm70+vr6epSWlkKn09m9pkqlgkrVdCm3QqFwyz/6jV63rNYybBUWqGrXP4zX4q42b+/YLvaxbZrHdrGPbWNfe28bR2t3KOxoNJpGz+3NhXE1a9A5efIkNm/ejNDQ0EbnU1NTUVZWhr1796Jfv34ALEHMbDZj4MCBrVKjO/GGgkRERC3nUNhZunSpW755ZWUlTp06ZXuek5ODrKwshISEIDIyEvfffz/27duHNWvWwGQy2ebhhISEQKlUolu3bhg1ahSeeuopfPTRRzAajZg+fToeeuihdr8SCwBKeY8dIiKiFnP6poJ33HEHysrKmhzX6/W44447nLpWZmYmUlJSkJKSAgCYPXs2UlJSMHfuXOTn5+O7777DuXPn0KdPH0RGRtoev/zyi+0aX375JZKSkjB8+HCMGTMGgwcPxpIlS5x9W21SScPdk0N492QiIqIb5vQE5S1btqCurq7J8draWmzfvt2paw0bNgyiKNo9f61zViEhIR5xA8HmlDQMY4VxGIuIiOiGORx2Dh48aPv86NGjjZZ2m0wmrFu3Dh07dnRtdV6u1Nazw7BDRER0oxwOO3369IEgCBAEodnhKj8/P3z44YcuLc7blTDsEBERtZjDYScnJweiKKJTp07YvXs3OnToYDunVCoRHh4OHx8ftxTpjSz7YnHHcyIiopZyOOzExcUBQJONP8k9rtwXiz07REREN87pCcpWR48eRV5eXpPJynfffXeLiyLYenWCVHIo5U4vmiMiIqIGToed06dP47777sOhQ4cgCIJtxZR16wiTyXM2q5TSpWrL5mbagPZ7Z0siIqK2wOkug5kzZyIhIQHFxcXw9/fHkSNHsG3bNvTv3x9btmxxQ4neqbzG0rOj9eMQFhERUUs43bOzc+dObNq0CWFhYZDJZJDJZBg8eDDmz5+PZ599Fvv373dHnV6nzNqz48+eHSIiopZwumfHZDIhKCgIABAWFoaCggIAlgnM2dnZrq3Oi1nDjsaPYYeIiKglnO7Z6dmzJw4cOICEhAQMHDgQCxYsgFKpxJIlS9CpUyd31OiVymrYs0NEROQKToedl156CVVVVQCA1157DXfddReGDBmC0NBQfPXVVy4v0FuVV3PODhERkSs4HXbuvPNO2+eJiYk4fvw4SktLERwcbFuRRS3Hnh0iIiLXuOH77ADA2bNnAQAxMTEuKYYu45wdIiIi13B6gnJ9fT1efvllaDQaxMfHIz4+HhqNBi+99BKMRqM7avRKl3t2OIxFRETUEk737MyYMQPp6elYsGABUlNTAViWo8+bNw8lJSVYvHixy4v0RrY5OxzGIiIiahGnw87y5cuxYsUKjB492nasd+/eiImJwcMPP8yw4yLWnp1ghh0iIqIWcXoYS6VSIT4+vsnxhIQEKJUccnEFs1lEeY11zg7blIiIqCWcDjvTp0/H66+/DoPBYDtmMBjw5ptvYvr06S4tzlvpa41o2HKME5SJiIhayOlhrP379+Onn35CdHQ0kpOTAQAHDhxAXV0dhg8fjvHjx9tem56e7rpKvYh1JVaA0oc7nhMREbWQ02FHq9ViwoQJjY5x6blrcSUWERGR6zgddpYuXeqOOugKZQ0rsTiERURE1HIcI2mDynn3ZCIiIpdh2GmDrHN2GHaIiIhajmGnDbq8VQTn7BAREbUUw04bVFbDuycTERG5SovCTm1travqoCuUV/PuyURERK7idNgxm814/fXX0bFjRwQGBuL06dMAgJdffhmffvqpywv0Rral5xzGIiIiajGnw84bb7yBZcuWYcGCBY22h+jZsyc++eQTlxbnrWxLz9mzQ0RE1GJOh53PP/8cS5YswSOPPAIfHx/b8eTkZBw/ftylxXmryz07DDtEREQt5XTYyc/PR2JiYpPjZrMZRqPRJUV5u/Jq3kGZiIjIVZwOO927d8f27dubHF+5ciVSUlJcUpQ3E0Xxiu0i2LNDRETUUk5vFzF37lxMnjwZ+fn5MJvNSE9PR3Z2Nj7//HOsWbPGHTV6lQpDPUxmy5bn3C6CiIio5Zzu2bnnnnvw/fffY+PGjQgICMDcuXNx7NgxfP/99xg5cqQ7avQq1iEslVwGX4XPdV5NRERE1+N0zw4ADBkyBBkZGa6uhQDoa613T2avDhERkSs43bOzZ88e7Nq1q8nxXbt2ITMz0yVFeTN9TT0AQM2wQ0RE5BJOh51p06bh7NmzTY7n5+dj2rRpLinKm1l7dtS+N9TpRkRERFdxOuwcPXoUffv2bXI8JSUFR48edUlR3qy8YSUWe3aIiIhcw+mwo1KpUFRU1OT4+fPnIZezN6Kl9Naw48uwQ0RE5ApOh520tDTMmTMH5eXltmNlZWV48cUXuRrLBfS11jk7DI5ERESu4PRf1HfeeQdDhw5FXFyc7SaCWVlZiIiIwBdffOHyAr2NtWeHq7GIiIhcw+mw07FjRxw8eBBffvklDhw4AD8/Pzz++ON4+OGHoVDwD3RLXZ6gzLYkIiJyhRsaKwkICMDTTz/t6loIV8zZYc8OERGRS9zwxJCjR48iLy8PdXV1jY7ffffdLS7Km9nus8OeHSIiIpdwOuycPn0a9913Hw4dOgRBECCKln2cBEEAAJhMJtdW6GVsw1icoExEROQSTq/GmjlzJhISElBcXAx/f38cOXIE27ZtQ//+/bFlyxY3lOhduPSciIjItZzuPti5cyc2bdqEsLAwyGQyyGQyDB48GPPnz8ezzz6L/fv3u6NOr2Fdes7VWERERK7hdM+OyWRCUFAQACAsLAwFBQUAgLi4OGRnZ7u2Oi9TbzKj0sC9sYiIiFzJ6Z6dnj174sCBA0hISMDAgQOxYMECKJVKLFmyBJ06dXJHjV6joqFXBwCCuDcWERGRSzj9F/Wll15CVVUVAOC1117DXXfdhSFDhiA0NBRfffWVywv0JtbJyf5KHyh8nO50IyIiomY4HXbuvPNO2+eJiYk4fvw4SktLERwcbFuRRTeGy86JiIhcr0VjJWfPngUAxMTEuKQYb8dl50RERK7n9FhJfX09Xn75ZWg0GsTHxyM+Ph4ajQYvvfQSjEajO2r0GtwXi4iIyPWc7kKYMWMG0tPTsWDBAqSmpgKwLEefN28eSkpKsHjxYpcX6S3KeY8dIiIil3M67CxfvhwrVqzA6NGjbcd69+6NmJgYPPzwwww7LXB5GIthh4iIyFWcHsZSqVSIj49vcjwhIQFKpdIVNXmtyxOUOWeHiIjIVZwOO9OnT8frr78Og8FgO2YwGPDmm29i+vTpLi3O27Bnh4iIyPWc7kLYv38/fvrpJ0RHRyM5ORkAcODAAdTV1WH48OEYP3687bXp6emuq9QLcF8sIiIi13M67Gi1WkyYMKHRMS49dw3ui0VEROR6ToedpUuXuqMOwhWrsXifHSIiIpdxes5OTU0Nqqurbc9zc3Pxz3/+Exs2bHBpYd6Iw1hERESu53TYueeee/D5558DAMrKyjBgwAD84x//wD333MNl5y3ECcpERESu53TY2bdvH4YMGQIAWLlyJXQ6HXJzc/H555/jgw8+cHmB3oR7YxEREbme02GnuroaQUFBAIANGzZg/PjxkMlkGDRoEHJzc11eoLeoqzejxmgCwDk7REREruR02ElMTMTq1atx9uxZrF+/HmlpaQCA4uJiqNVqlxfoLaxDWAAQxJ4dIiIil3E67MydOxd//OMfER8fjwEDBtj2x9qwYQNSUlKcuta2bdswbtw4REVFQRAErF69utH59PR0pKWlITQ0FIIgICsrq8k1hg0bBkEQGj2mTp3q7NuSnHVycpBKDh+ZIHE1REREnsPpsHP//fcjLy8PmZmZWL9+ve348OHD8d577zl1raqqKiQnJ2PRokV2zw8ePBh/+9vfrnmdp556CufPn7c9FixY4FQdbYH1HjucnExERORaNzQ5RKfTobKyEhkZGRg6dCj8/Pxw8803QxCc65EYPXp0ow1Fr/bYY48BAM6cOXPN6/j7+0On0zn8fQ0GQ6PtLvR6PQDAaDTCaDTa+zKnWa/lyDVLK2sAAEEqH5fW0FY50zbehO1iH9umeWwX+9g29nlK2zhavyCKoujMhUtKSjBx4kRs3rwZgiDg5MmT6NSpE5544gkEBwfjH//4xw0VLAgCVq1ahXvvvbfJuTNnziAhIQH79+9Hnz59Gp0bNmwYjhw5AlEUodPpMG7cOLz88svw9/e3+73mzZuHV199tcnx5cuXX/Pr3Gn/RQHLTvqgc5CIZ3uaJKmBiIioPamursakSZNQXl5+zXnDTvfszJo1CwqFAnl5eejWrZvt+IMPPojZs2ffcNi5UZMmTUJcXByioqJw8OBBvPDCC8jOzr7mvlxz5szB7Nmzbc/1ej1iYmKQlpbm0knWRqMRGRkZGDlyJBSKaw9P6fecA04eRXzHcIwZ49zcp/bImbbxJmwX+9g2zWO72Me2sc9T2sY6MnM9ToedDRs2YP369YiOjm50vEuXLpIsPX/66adtn/fq1QuRkZEYPnw4fvvtN3Tu3LnZr1GpVFCpVE2OKxQKt/yjO3LdyjozAEDjr2zXP3jOclebt3dsF/vYNs1ju9jHtrGvvbeNo7U7PUG5qqqq2aGe0tLSZgNEaxs4cCAA4NSpUxJX4hzr0nNuAkpERORaToedIUOG2LaLACxzbcxmMxYsWIDbb7/dpcXdCOvy9MjISGkLcZJt6TnvsUNERORSTg9jLViwAMOHD0dmZibq6urw5z//GUeOHEFpaSl+/vlnp65VWVnZqAcmJycHWVlZCAkJQWxsLEpLS5GXl4eCggIAQHZ2NgDLajCdTofffvsNy5cvx5gxYxAaGoqDBw9i1qxZGDp0KHr37u3sW5NUhXXpuS/vnkxERORKTvfs9OzZEydOnMDgwYNxzz33oKqqCuPHj8f+/fvtzpGxJzMzEykpKbabEc6ePRspKSmYO3cuAOC7775DSkoKxo4dCwB46KGHkJKSgo8++ggAoFQqsXHjRqSlpSEpKQnPP/88JkyYgO+//97ZtyU52yag7NkhIiJyKae6EYxGI0aNGoWPPvoIf/3rX1v8zYcNG4ZrrXyfMmUKpkyZYvd8TEwMtm7d2uI62gJrz04Qe3aIiIhcyqmeHYVCgYMHD7qrFq9WUcs5O0RERO7g9DDWo48+ik8//dQdtXg125wd7nhORETkUk7/Za2vr8dnn32GjRs3ol+/fggICGh0/t1333VZcd6Eq7GIiIjcw+mwc/jwYfTt2xcAcOLEiUbnnN0biyxMZhFVdZYtIjhnh4iIyLUc/st6+vRpJCQkYPPmze6sxytVNgxhAQw7RERErubwnJ0uXbrgwoULtucPPvggioqK3FKUt7EuO1fJZVDJfSSuhoiIyLM4HHauXiK+du1aVFVVubwgb6TnSiwiIiK3cXo1FrkeV2IRERG5j8NhRxCEJhOQOSHZNbgSi4iIyH0c7koQRRFTpkyx7WxeW1uLqVOnNll6np6e7toKvQD3xSIiInIfh/+6Tp48udHzRx991OXFeKvLd09m2CEiInI1h/+6Ll261J11eLXLPTscxiIiInI1TlBuA/Ts2SEiInIbhp024PKO5+zZISIicjWGnTaAE5SJiIjch2GnDeBNBYmIiNyHYacN0NuGsdizQ0RE5GoMO22Adem52o89O0RERK7GsNMGVLBnh4iIyG0YdtoA63YRvM8OERGR6zHsSKyu3gxDvRkAe3aIiIjcgWFHYtb5OgAQqGLYISIicjWGHYlZV2IFKH0g9+E/BxERkavxr6vEKniPHSIiIrdi2JGY7e7JfhzCIiIicgeGHYlZV2KxZ4eIiMg9GHYkxnvsEBERuRfDjsS4LxYREZF7MexIjDueExERuRfDjsTYs0NEROReDDsS45wdIiIi92LYkRh3PCciInIvhh2J6Ws4Z4eIiMidGHYkVmGwztlh2CEiInIHhh2JXV6NxWEsIiIid2DYkdjlCcoMO0RERO7AsCMhURSv2C6Cw1hERETuwLAjoVqjGfVmEQDDDhERkbsw7EjIuuxcJgABSoYdIiIid2DYkZD17smBKjlkMkHiaoiIiDwTw46E9JycTERE5HYMOxKyLTvn3ZOJiIjchmFHQlyJRURE5H4MOxK6fENBhh0iIiJ3YdiRkHU1FufsEBERuQ/DjoTYs0NEROR+DDsS0rNnh4iIyO0YdiRknaCs9mPPDhERkbsw7EiovCHsaLj0nIiIyG0YdiTEsENEROR+DDsSKrcNYzHsEBERuQvDjoTKayyrsdizQ0RE5D4MOxIRRdE2QZlhh4iIyH0YdiRSazSjzmQGwLBDRETkTgw7ErHeY8dHJiBQxaXnRERE7sKwIxHb5GRfOQRBkLgaIiIiz8WwIxEuOyciImodDDsSKa/msnMiIqLWwLAjEfbsEBERtQ6GHYnwhoJEREStg2FHIuzZISIiah0MOxJh2CEiImodDDsS4d2TiYiIWoekYWfbtm0YN24coqKiIAgCVq9e3eh8eno60tLSEBoaCkEQkJWV1eQatbW1mDZtGkJDQxEYGIgJEyagqKiodd5AC7Bnh4iIqHVIGnaqqqqQnJyMRYsW2T0/ePBg/O1vf7N7jVmzZuH777/H119/ja1bt6KgoADjx493V8kuw7BDRETUOiTdp2D06NEYPXq03fOPPfYYAODMmTPNni8vL8enn36K5cuX44477gAALF26FN26dcOvv/6KQYMGNft1BoMBBoPB9lyv1wMAjEYjjEbjjbyVZlmv1dw1y6rrAAABCsGl37O9uFbbeDO2i31sm+axXexj29jnKW3jaP3telOmvXv3wmg0YsSIEbZjSUlJiI2Nxc6dO+2Gnfnz5+PVV19tcnzDhg3w9/d3eZ0ZGRlNjhWX+QAQcGjvLpRlu/xbthvNtQ2xXa6FbdM8tot9bBv72nvbVFdXO/S6dh12CgsLoVQqodVqGx2PiIhAYWGh3a+bM2cOZs+ebXuu1+sRExODtLQ0qNVql9VnNBqRkZGBkSNHQqG4PFwliiL+uHsjABF333kHIjW+Lvue7YW9tvF2bBf72DbNY7vYx7axz1Paxjoycz3tOuzcKJVKBZVK1eS4QqFwyz/61dfV1xphNIkAgHCNPxQKH5d/z/bCXW3e3rFd7GPbNI/tYh/bxr723jaO1t6ul57rdDrU1dWhrKys0fGioiLodDppinLApSrLfB1/pQ98vTjoEBERtYZ2HXb69esHhUKBn376yXYsOzsbeXl5SE1NlbCyayttCDvB/kqJKyEiIvJ8kg5jVVZW4tSpU7bnOTk5yMrKQkhICGJjY1FaWoq8vDwUFBQAsAQZwNKjo9PpoNFo8OSTT2L27NkICQmBWq3GjBkzkJqaandycltwqWElVkgAww4REZG7Sdqzk5mZiZSUFKSkpAAAZs+ejZSUFMydOxcA8N133yElJQVjx44FADz00ENISUnBRx99ZLvGe++9h7vuugsTJkzA0KFDodPpkJ6e3vpvxgkllQw7RERErUXSnp1hw4ZBFEW756dMmYIpU6Zc8xq+vr5YtGiR3RsTtkXs2SEiImo97XrOTntVWmW5CRLn7BAREbkfw44ErKuxQgLa73I/IiKi9oJhRwIltrDT9F4/RERE5FoMOxKwztkJ9mfPDhERkbsx7EjgQoVlE9IOQezZISIicjeGnVYmiiKK9LUAgAi19+2JRURE1NoYdlqZvqYehnozAPbsEBERtQaGnVZWXGHp1dH4KbgvFhERUStg2GllRXrLfJ0INXt1iIiIWgPDTiuzztcJD+J8HSIiotbAsNPKihtWYoWzZ4eIiKhVMOy0MvbsEBERtS6GnVZ2trQaABAT4idxJURERN6BYaeV5TWEndgQf4krISIi8g4MO61IFEWGHSIiolbGsNOKLlQYYKg3QyYAUVoOYxEREbUGhp1WlHOxCoAl6Ch82PREREStgX9xW9HxwgoAQJIuSOJKiIiIvAfDTis6XqgHACTp1BJXQkRE5D0YdlrRofxyAEBSJHt2iIiIWgvDTisprzHiaIGlZ2dAfIjE1RAREXkPhp1W8supizCLQKcOAQhX8+7JRERErYVhp5V8vfccAGBktwiJKyEiIvIuDDtuVGs0oagGWPpLLjYdL4ZMACbeHCN1WURERF5FLnUBnuzRzzJx4JwcyMoGADw5OAGdOwRKXBUREZF3Ydhxo2itH44XlCG+QxAm9IvG/xvcSeqSiIiIvA7Djhv9bXwPbAw8h7Fjb4FCoZC6HCIiIq/EOTtupFL4QBCkroKIiMi7MewQERGRR2PYISIiIo/GsENEREQejWGHiIiIPBrDDhEREXk0hh0iIiLyaAw7RERE5NEYdoiIiMijMewQERGRR2PYISIiIo/GsENEREQejWGHiIiIPBrDDhEREXk0udQFtAWiKAIA9Hq9S69rNBpRXV0NvV4PhULh0mu3d2yb5rFd7GPbNI/tYh/bxj5PaRvr323r33F7GHYAVFRUAABiYmIkroSIiIicVVFRAY1GY/e8IF4vDnkBs9mMgoICBAUFQRAEl11Xr9cjJiYGZ8+ehVqtdtl1PQHbpnlsF/vYNs1ju9jHtrHPU9pGFEVUVFQgKioKMpn9mTns2QEgk8kQHR3ttuur1ep2/cPkTmyb5rFd7GPbNI/tYh/bxj5PaJtr9ehYcYIyEREReTSGHSIiIvJoDDtupFKp8Morr0ClUkldSpvDtmke28U+tk3z2C72sW3s87a24QRlIiIi8mjs2SEiIiKPxrBDREREHo1hh4iIiDwaww4RERF5NIYdN1q0aBHi4+Ph6+uLgQMHYvfu3VKX5Fbbtm3DuHHjEBUVBUEQsHr16kbnRVHE3LlzERkZCT8/P4wYMQInT55s9JrS0lI88sgjUKvV0Gq1ePLJJ1FZWdmK78L15s+fj5tvvhlBQUEIDw/Hvffei+zs7Eavqa2txbRp0xAaGorAwEBMmDABRUVFjV6Tl5eHsWPHwt/fH+Hh4fjTn/6E+vr61nwrLrd48WL07t3bdmOz1NRU/Pjjj7bz3touV3v77bchCAKee+452zFvbZt58+ZBEIRGj6SkJNt5b20XAMjPz8ejjz6K0NBQ+Pn5oVevXsjMzLSd99bfwQAAkdxixYoVolKpFD/77DPxyJEj4lNPPSVqtVqxqKhI6tLcZu3ateJf//pXMT09XQQgrlq1qtH5t99+W9RoNOLq1avFAwcOiHfffbeYkJAg1tTU2F4zatQoMTk5Wfz111/F7du3i4mJieLDDz/cyu/Ete68805x6dKl4uHDh8WsrCxxzJgxYmxsrFhZWWl7zdSpU8WYmBjxp59+EjMzM8VBgwaJt9xyi+18fX292LNnT3HEiBHi/v37xbVr14phYWHinDlzpHhLLvPdd9+JP/zwg3jixAkxOztbfPHFF0WFQiEePnxYFEXvbZcr7d69W4yPjxd79+4tzpw503bcW9vmlVdeEXv06CGeP3/e9rhw4YLtvLe2S2lpqRgXFydOmTJF3LVrl3j69Glx/fr14qlTp2yv8dbfwaIoigw7bjJgwABx2rRptucmk0mMiooS58+fL2FVrefqsGM2m0WdTif+/e9/tx0rKysTVSqV+N///lcURVE8evSoCEDcs2eP7TU//vijKAiCmJ+f32q1u1txcbEIQNy6dasoipZ2UCgU4tdff217zbFjx0QA4s6dO0VRtARJmUwmFhYW2l6zePFiUa1WiwaDoXXfgJsFBweLn3zyCdtFFMWKigqxS5cuYkZGhnjbbbfZwo43t80rr7wiJicnN3vOm9vlhRdeEAcPHmz3vLf/DuYwlhvU1dVh7969GDFihO2YTCbDiBEjsHPnTgkrk05OTg4KCwsbtYlGo8HAgQNtbbJz505otVr079/f9poRI0ZAJpNh165drV6zu5SXlwMAQkJCAAB79+6F0Whs1DZJSUmIjY1t1Da9evVCRESE7TV33nkn9Ho9jhw50orVu4/JZMKKFStQVVWF1NRUtguAadOmYezYsY3aAODPzMmTJxEVFYVOnTrhkUceQV5eHgDvbpfvvvsO/fv3xwMPPIDw8HCkpKTg448/tp339t/BDDtucPHiRZhMpkb/MQFAREQECgsLJapKWtb3fa02KSwsRHh4eKPzcrkcISEhHtNuZrMZzz33HG699Vb07NkTgOV9K5VKaLXaRq+9um2aazvrufbs0KFDCAwMhEqlwtSpU7Fq1Sp0797d69tlxYoV2LdvH+bPn9/knDe3zcCBA7Fs2TKsW7cOixcvRk5ODoYMGYKKigqvbpfTp09j8eLF6NKlC9avX4/f//73ePbZZ/Hvf/8bAH8Hc9dzolY0bdo0HD58GDt27JC6lDbjpptuQlZWFsrLy7Fy5UpMnjwZW7dulbosSZ09exYzZ85ERkYGfH19pS6nTRk9erTt8969e2PgwIGIi4vD//73P/j5+UlYmbTMZjP69++Pt956CwCQkpKCw4cP46OPPsLkyZMlrk567Nlxg7CwMPj4+DRZAVBUVASdTidRVdKyvu9rtYlOp0NxcXGj8/X19SgtLfWIdps+fTrWrFmDzZs3Izo62nZcp9Ohrq4OZWVljV5/dds013bWc+2ZUqlEYmIi+vXrh/nz5yM5ORnvv/++V7fL3r17UVxcjL59+0Iul0Mul2Pr1q344IMPIJfLERER4bVtczWtVouuXbvi1KlTXv0zExkZie7duzc61q1bN9sQn7f/DmbYcQOlUol+/frhp59+sh0zm8346aefkJqaKmFl0klISIBOp2vUJnq9Hrt27bK1SWpqKsrKyrB3717bazZt2gSz2YyBAwe2es2uIooipk+fjlWrVmHTpk1ISEhodL5fv35QKBSN2iY7Oxt5eXmN2ubQoUONfhFlZGRArVY3+QXX3pnNZhgMBq9ul+HDh+PQoUPIysqyPfr3749HHnnE9rm3ts3VKisr8dtvvyEyMtKrf2ZuvfXWJre0OHHiBOLi4gB49+9gAFx67i4rVqwQVSqVuGzZMvHo0aPi008/LWq12kYrADxNRUWFuH//fnH//v0iAPHdd98V9+/fL+bm5oqiaFn2qNVqxW+//VY8ePCgeM899zS77DElJUXctWuXuGPHDrFLly7tftnj73//e1Gj0YhbtmxptFy2urra9pqpU6eKsbGx4qZNm8TMzEwxNTVVTE1NtZ23LpdNS0sTs7KyxHXr1okdOnRo98tl//KXv4hbt24Vc3JyxIMHD4p/+ctfREEQxA0bNoii6L3t0pwrV2OJove2zfPPPy9u2bJFzMnJEX/++WdxxIgRYlhYmFhcXCyKove2y+7du0W5XC6++eab4smTJ8Uvv/xS9Pf3F//zn//YXuOtv4NFkUvP3erDDz8UY2NjRaVSKQ4YMED89ddfpS7JrTZv3iwCaPKYPHmyKIqWpY8vv/yyGBERIapUKnH48OFidnZ2o2uUlJSIDz/8sBgYGCiq1Wrx8ccfFysqKiR4N67TXJsAEJcuXWp7TU1NjfiHP/xBDA4OFv39/cX77rtPPH/+fKPrnDlzRhw9erTo5+cnhoWFic8//7xoNBpb+d241hNPPCHGxcWJSqVS7NChgzh8+HBb0BFF722X5lwddry1bR588EExMjJSVCqVYseOHcUHH3yw0b1kvLVdRFEUv//+e7Fnz56iSqUSk5KSxCVLljQ6762/g0VRFAVRFEVp+pSIiIiI3I9zdoiIiMijMewQERGRR2PYISIiIo/GsENEREQejWGHiIiIPBrDDhEREXk0hh0iIiLyaAw7RERE5NEYdoioTZoyZQruvffeVv++y5YtgyAIEAQBzz33nENfM2XKFNvXrF692q31EZHz5FIXQETeRxCEa55/5ZVX8P7770OqG7yr1WpkZ2cjICDAode///77ePvttxEZGenmyojoRjDsEFGrO3/+vO3zr776CnPnzm20Y3NgYCACAwOlKA2AJYzpdDqHX6/RaKDRaNxYERG1BIexiKjV6XQ620Oj0djChfURGBjYZBhr2LBhmDFjBp577jkEBwcjIiICH3/8MaqqqvD4448jKCgIiYmJ+PHHHxt9r8OHD2P06NEIDAxEREQEHnvsMVy8eNHpmv/1r3+hS5cu8PX1RUREBO6///6WNgMRtRKGHSJqN/79738jLCwMu3fvxowZM/D73/8eDzzwAG655Rbs27cPaWlpeOyxx1BdXQ0AKCsrwx133IGUlBRkZmZi3bp1KCoqwsSJE536vpmZmXj22Wfx2muvITs7G+vWrcPQoUPd8RaJyA04jEVE7UZycjJeeuklAMCcOXPw9ttvIywsDE899RQAYO7cuVi8eDEOHjyIQYMGYeHChUhJScFbb71lu8Znn32GmJgYnDhxAl27dnXo++bl5SEgIAB33XUXgoKCEBcXh5SUFNe/QSJyC/bsEFG70bt3b9vnPj4+CA0NRa9evWzHIiIiAADFxcUAgAMHDmDz5s22OUCBgYFISkoCAPz2228Of9+RI0ciLi4OnTp1wmOPPYYvv/zS1ntERG0fww4RtRsKhaLRc0EQGh2zrvIym80AgMrKSowbNw5ZWVmNHidPnnRqGCooKAj79u3Df//7X0RGRmLu3LlITk5GWVlZy98UEbkdh7GIyGP17dsX33zzDeLj4yGXt+zXnVwux4gRIzBixAi88sor0Gq12LRpE8aPH++iaonIXdizQ0Qea9q0aSgtLcXDDz+MPXv24LfffsP69evx+OOPw2QyOXydNWvW4IMPPkBWVhZyc3Px+eefw2w246abbnJj9UTkKgw7ROSxoqKi8PPPP8NkMiEtLQ29evXCc889B61WC5nM8V9/Wq0W6enpuOOOO9CtWzd89NFH+O9//4sePXq4sXoichVBlOoWpUREbdCyZcvw3HPP3dB8HEEQsGrVKkm2uSAi+9izQ0R0lfLycgQGBuKFF15w6PVTp06V9I7PRHRt7NkhIrpCRUUFioqKAFiGr8LCwq77NcXFxdDr9QCAyMhIh/fUIqLWwbBDREREHo3DWEREROTRGHaIiIjIozHsEBERkUdj2CEiIiKPxrBDREREHo1hh4iIiDwaww4RERF5NIYdIiIi8mj/H899oF0bsakBAAAAAElFTkSuQmCC",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -439,19 +437,19 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 38,
+   "execution_count": 69,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "23299.139680366974\n"
+      "32368.96280616025\n"
      ]
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -463,7 +461,6 @@
    "source": [
     "plt.grid()\n",
     "plt.plot(df['time'][1:], df['antenna/pathloss/distance'][1:], label='Dist to GS')\n",
-    "plt.plot(df['time'][1:], df['antenna/pathloss/distance'][1:], label='Dist to Pad')\n",
     "plt.ylabel(\"Frespace pathloss [dB]\")\n",
     "plt.xlabel(\"Time [s]\")\n",
     "\n",
@@ -472,19 +469,19 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 34,
+   "execution_count": 70,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "0.9391183839865815\n"
+      "-7.360621740783089\n"
      ]
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -504,19 +501,19 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 35,
+   "execution_count": 71,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "-94.78810957233904\n"
+      "-107.75182721480577\n"
      ]
     },
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -533,7 +530,7 @@
     "#               -6 dB on reciever side\n",
     "\n",
     "\n",
-    "df[\"antenna/power_rx\"] = 25+df[\"antenna/tx_gain/out\"] - df[\"antenna/pathloss/out\"] - 3 + 16 - 6 \n",
+    "df[\"antenna/power_rx\"] = 20+df[\"antenna/tx_gain/out\"] - df[\"antenna/pathloss/out\"] - 3 + 10 - 6 \n",
     "plt.grid()\n",
     "plt.plot(df['time'][1:], df['antenna/power_rx'][1:], label='FSPL')\n",
     "plt.ylabel(\"Recieved Power [dBm]\")\n",
diff --git a/conversion.ipynb b/conversion.ipynb
index 3fe78b8..4c2ab0e 100644
--- a/conversion.ipynb
+++ b/conversion.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 492,
+   "execution_count": 13,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -12,16 +12,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 497,
+   "execution_count": 14,
    "metadata": {},
    "outputs": [],
    "source": [
-    "df = pd.read_csv('data/simulations/raw/Resultmin20.txt', sep='\\t')"
+    "df = pd.read_csv('data/simulations/raw/40km.txt', sep='\\t')"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 498,
+   "execution_count": 15,
    "metadata": {},
    "outputs": [
     {
@@ -33,15 +33,15 @@
        "3                                    9.67852498145304E+00\n",
        "4                                    9.67852498145304E+00\n",
        "                              ...                        \n",
-       "1715                                 9.79985543156082E+00\n",
-       "1716                                 9.81624939319664E+00\n",
-       "1717                                 9.82432436318236E+00\n",
-       "1718                                 9.82407348573446E+00\n",
-       "1719                                 9.82407348573446E+00\n",
-       "Name: acceleration_without_gravity_x~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket, Length: 1720, dtype: object"
+       "1813                                -2.41121388692535E+01\n",
+       "1814                                -2.41078024059658E+01\n",
+       "1815                                -2.41034666363313E+01\n",
+       "1816                                -2.40991315104000E+01\n",
+       "1817                                -2.40991315104000E+01\n",
+       "Name: acceleration_without_gravity_x~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket, Length: 1818, dtype: object"
       ]
      },
-     "execution_count": 498,
+     "execution_count": 15,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -52,7 +52,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 499,
+   "execution_count": 16,
    "metadata": {},
    "outputs": [
     {
@@ -108,7 +108,7 @@
       "('angle_body_and_local_vertical~STAHR_Rocket#L~STAHR_Rocket:Earth', 'Degree')\n",
       "('angle_of_attack_rate~STAHR_Rocket#A~STAHR_Rocket:Earth', 'Degree/Second')\n",
       "('ANGLE_OF_ATTACK~Esrange#A~Esrange:Earth', 'Radian')\n",
-      "('angle_of_attack~STAHR_Rocket#A~STAHR_Rocket:Earth', 'Degree')\n",
+      "('ANGLE_OF_ATTACK~STAHR_Rocket#A~STAHR_Rocket:Earth', 'Radian')\n",
       "('angular_velocity~STAHR_Rocket#B~STAHR_Rocket', 'Degree/Second')\n",
       "('arc_length~STAHR_Rocket', 'Kilo-Meter')\n",
       "('ascending_node_rel~STAHR_Rocket#TOD~Earth', 'Degree')\n",
@@ -398,16 +398,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 500,
+   "execution_count": 17,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "2.16807271758589"
+       "2.66315457975832"
       ]
      },
-     "execution_count": 500,
+     "execution_count": 17,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -418,7 +418,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 501,
+   "execution_count": 18,
    "metadata": {},
    "outputs": [
     {
@@ -430,15 +430,15 @@
        "5       67.885478\n",
        "6       67.885478\n",
        "          ...    \n",
-       "1715    68.072499\n",
-       "1716    68.072499\n",
-       "1717    68.072499\n",
-       "1718    68.072499\n",
-       "1719    68.072499\n",
-       "Name: latitude~STAHR_Rocket#PCPF~Earth@Earth, Length: 1718, dtype: float64"
+       "1813    68.225985\n",
+       "1814    68.225990\n",
+       "1815    68.225996\n",
+       "1816    68.226002\n",
+       "1817    68.226002\n",
+       "Name: latitude~STAHR_Rocket#PCPF~Earth@Earth, Length: 1816, dtype: float64"
       ]
      },
-     "execution_count": 501,
+     "execution_count": 18,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -449,7 +449,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 502,
+   "execution_count": 19,
    "metadata": {},
    "outputs": [
     {
@@ -461,15 +461,15 @@
        "5       67.750938\n",
        "6       67.750938\n",
        "          ...    \n",
-       "1715    67.938856\n",
-       "1716    67.938856\n",
-       "1717    67.938856\n",
-       "1718    67.938856\n",
-       "1719    67.938856\n",
-       "Name: declination~STAHR_Rocket#PCPF~Earth@Earth, Length: 1718, dtype: float64"
+       "1813    68.093087\n",
+       "1814    68.093093\n",
+       "1815    68.093098\n",
+       "1816    68.093104\n",
+       "1817    68.093104\n",
+       "Name: declination~STAHR_Rocket#PCPF~Earth@Earth, Length: 1816, dtype: float64"
       ]
      },
-     "execution_count": 502,
+     "execution_count": 19,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -480,7 +480,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 503,
+   "execution_count": 20,
    "metadata": {},
    "outputs": [
     {
@@ -492,15 +492,15 @@
        "5       21.079909\n",
        "6       21.079909\n",
        "          ...    \n",
-       "1715    21.080786\n",
-       "1716    21.080786\n",
-       "1717    21.080786\n",
-       "1718    21.080786\n",
-       "1719    21.080786\n",
-       "Name: longitude~STAHR_Rocket#PCPF~Earth@Earth, Length: 1718, dtype: float64"
+       "1813    21.084484\n",
+       "1814    21.084484\n",
+       "1815    21.084485\n",
+       "1816    21.084485\n",
+       "1817    21.084485\n",
+       "Name: longitude~STAHR_Rocket#PCPF~Earth@Earth, Length: 1816, dtype: float64"
       ]
      },
-     "execution_count": 503,
+     "execution_count": 20,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -511,22 +511,22 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 504,
+   "execution_count": 21,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x1a034d71a90>]"
+       "[<matplotlib.lines.Line2D at 0x1f8fdb8c4d0>]"
       ]
      },
-     "execution_count": 504,
+     "execution_count": 21,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -543,7 +543,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 505,
+   "execution_count": 22,
    "metadata": {},
    "outputs": [
     {
@@ -552,7 +552,7 @@
        "318.99999999906896"
       ]
      },
-     "execution_count": 505,
+     "execution_count": 22,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -563,12 +563,12 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 506,
+   "execution_count": 23,
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -578,7 +578,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -588,7 +588,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -598,7 +598,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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xq+cUEcnJUanAm490w8T+Vy/+f2NTJuZvOgz+vwIRUdPDUERNnkIh4eUHOmD2/SEAgGU7j+PFL9NRwYc8EhE1KQxFRL+bdE9rLHqkK5QKCV+mnMWkT1NQXFYpd1tERFRPGIqIrjO8lz+WjekJtYMCWzLzMPbjJJiulN96RSIisnsMRUR/EtHRB589YYBW44C9py5hxPJEnC+U/ynrRERUtxiKiKrQu5U71k4Oh1czNTKNhRixLBHZBcVyt0VERHWIoYjoL4TotYifFI4Wbk44fqEIw2MTcfJCkdxtERFRHWEoIrqJVp4uiJ8cjuDfXwsyfFkisox8XxoRUWPEUER0C35uTlgzKRwh+mY4X1iKEcsTsf9MgdxtERFRLWMoIqoGr2ZqrJ7YB9393VBwpRyjP0pC0vGLcrdFRES1iKGIqJrcnFX47AkD+gS743JpBcat2IPtWXlyt0VERLWEoYioBlzVDoiLDsN9Id4orbDgyU/24vsDOXK3RUREtYChiKiGNI5KxI7piSFdfVFeKTD1f/vwZcpZudsiIqI7xFBEdBtUDgosHhmKR3u1hEUAL8Tvxxd7TsvdFhER3QGGIqLbpFRIWPBQV4wPDwQAzF53AJ8mnpS3KSIium0MRUR3QKGQ8MrQTojpFwQAmLP+IFb+ekLmroiI6HYwFBHdIUmS8K8hHTDpnmAAwL+/O4QPdx6XuSsiIqophiKiWiBJEmYNDsG0+9oAAF7fdBgfbD8qc1dERFQTDEVEtUSSJMwY1B7PR7QDACzcnIXFW47I3BUREVUXQxFRLXs2oi1ejGwPAHg74Te8/WMWhBAyd0VERLfCUERUB6YOaIOXHwgBACzeehQLf2AwIiJq6BiKiOrIxP6tMefvHQEAS7cfwxubDjMYERE1YAxFRHUopl8QXh3WCQDw4c8nGIyIiBowhiKiOjYuvBVef7AzgKvBaMHmTAYjIqIGiKGIqB6MNgTiP1FXg9GyHcexiNcYERE1OAxFRPVkbJ9A66/SPth+DG8n/MZgRETUgDAUEdWjceGtMO8fVy++XrL1KN79ic8xIiJqKBiKiOpZ9F1B+NeQDgCA/245gv8yGBERNQgMRUQyeOLuYOtzjN756Te8t5XBiIhIbgxFRDKZ2L81Zg6+Goze/PE3viuNiEhmDEVEMnrq3tbWV4Is3JyFZTuOydwREVHTxVBEJLOpA9pg+t+uvkR2/veZ+Ojn4zJ3RETUNDEUETUAzwxsi2cHtgUAvLbxMOJ+PSFzR0RETQ9DEVED8VxEW0y7rw0A4JXvDmFN8mmZOyIialrqLBS9/vrr6Nu3L5ydneHm5lZlzenTpzFkyBA4OzvD29sbL774IioqKmxqtm/fjh49ekCtVqNNmzaIi4u7YTvvv/8+WrVqBY1GA4PBgD179tgsLykpwdSpU+Hh4QFXV1c8/PDDyM3Nra2hEtUKSZIw/W/t8ES/IADArHUHsD7tnMxdERE1HXUWisrKyjB8+HA89dRTVS6vrKzEkCFDUFZWhl27dmHVqlWIi4vD3LlzrTUnTpzAkCFDMGDAAKSlpeG5557DE088gR9++MFas2bNGkyfPh3z5s3Dvn370K1bN0RGRiIvL89a8/zzz+O7775DfHw8duzYgezsbDz00EN1NXSi2yZJEv45pANGGwIgBDB97X5szjDK3RYRUdMg6tjKlSuFTqe7Yf6mTZuEQqEQRqPROm/p0qVCq9WK0tJSIYQQL730kujUqZPNeiNGjBCRkZHWz2FhYWLq1KnWz5WVlcLPz0/Mnz9fCCFEQUGBcHR0FPHx8daaw4cPCwAiMTGx2uMwmUwCgDCZTNVeh+h2VVZaxPQ1aSJw5gbR5uWNYmtmrtwtERHZpZocv2W7pigxMRFdunSBj4+PdV5kZCTMZjMOHjxorYmIiLBZLzIyEomJiQCuno1KSUmxqVEoFIiIiLDWpKSkoLy83KYmJCQEAQEB1pqqlJaWwmw220xE9UWhkLDwka4Y0tUX5ZUCkz9Nwa6jF+Rui4ioUZMtFBmNRptABMD62Wg03rTGbDajuLgYFy5cQGVlZZU1129DpVLdcF3T9TVVmT9/PnQ6nXXy9/e/rXES3S6lQsK7I7ojooMPSisseOKTvUg5lS93W0REjVaNQtGsWbMgSdJNp8zMzLrqtV7Nnj0bJpPJOp05c0bulqgJclQq8N5jobi7rSeulFViwopkHDhrkrstIqJGyaEmxTNmzMCECRNuWhMcHFytben1+hvuErt2R5her7f+9893ieXm5kKr1cLJyQlKpRJKpbLKmuu3UVZWhoKCApuzRdfXVEWtVkOtVldrLER1SeOoxPKxvTB+5R7sOZGPsSuSsHpiH4TotXK3RkTUqNToTJGXlxdCQkJuOqlUqmptKzw8HAcOHLC5SywhIQFarRYdO3a01mzZssVmvYSEBISHhwMAVCoVevbsaVNjsViwZcsWa03Pnj3h6OhoU5OVlYXTp09ba4gaOieVEism9EY3fzcUXCnHmI/24Nj5y3K3RUTUqNTZNUWnT59GWloaTp8+jcrKSqSlpSEtLQ2XL1/9QT5o0CB07NgRY8eOxf79+/HDDz/gX//6F6ZOnWo9QzN58mQcP34cL730EjIzM/HBBx9g7dq1eP75561/z/Tp0/Hhhx9i1apVOHz4MJ566ikUFRUhOjoaAKDT6RATE4Pp06dj27ZtSElJQXR0NMLDw9GnT5+6Gj5RrXNVO+CT6DB09NXiwuVSjP4wCWfyr8jdFhFR41FXt8CNHz9eALhh2rZtm7Xm5MmT4v777xdOTk7C09NTzJgxQ5SXl9tsZ9u2baJ79+5CpVKJ4OBgsXLlyhv+riVLloiAgAChUqlEWFiY2L17t83y4uJiMWXKFNG8eXPh7OwsHnzwQZGTk1Oj8fCWfGooLhSWiIFvbReBMzeIuxZsETkFxXK3RETUYNXk+C0JIYSMmcxumM1m6HQ6mEwmaLW8loPklWsuwaPLEnHq4hW08XbF2knhcHep3q+uiYiakpocv/nuMyI75KPV4LMYA/RaDY7mXcaElXtQWFIud1tERHaNoYjITvm7O+OzJ8LQ3NkR6WdNePKTvSgpr5S7LSIiu8VQRGTH2ng3w6rHw+CqdsDu4/l4+n/7UF5pkbstIiK7xFBEZOe6tnTDh+N6QeWgwE+H8/DSl+mwWHipIBFRTTEUETUC4a098MFjPaBUSPg69Rxe+e4geA8FEVHNMBQRNRIRHX3w1vBukCTgk8RTeDvhN7lbIiKyKwxFRI1IVGgLvDq0EwBgydaj+Ojn4zJ3RERkPxiKiBqZseGt8GJkewDAaxsPY20yX2ZMRFQdDEVEjdCUe1tjYv+rL2eetS4dmw7kyNwREVHDx1BE1AhJkoTZ94dgZG9/WATw7OpU7PztvNxtERE1aAxFRI2UJEl4/cEuGNLFF+WVApM+TUHKqXy52yIiarAYiogaMaVCwjsjuqN/Oy8Ul1ciemUysoyFcrdFRNQgMRQRNXIqBwVix/RAjwA3mEsqMG5FEs5euiJ3W0REDQ5DEVET4KxywIoJvdHW2xW55lKM+3gPLl4ulbstIqIGhaGIqIlwc1bhk5gw+Ok0OH6hCNFxybhcWiF3W0REDQZDEVET4qtzwicxBjR3dkT6WRMmf5qCsgq+QJaICGAoImpy2ni7YmV0GJxVSvxy9AKmr03jC2SJiMBQRNQkdfd3Q+yYnnBUStiQnoN/8wWyREQMRURNVf92Xnjz9xfIrko8hSVbj8rdEhGRrBiKiJqwYd1bYN7fOwIA3k74DZ8nnZK5IyIi+TAUETVxE+4KwrT72gAA/vVNBr7ne9KIqIliKCIiTP9bO4wKC4AQwLOr07Dr2AW5WyIiqncMRUQESZLwWlRnDO6kR1mlBRM/SUHGOZPcbRER1SuGIiICcPU9ae+O7I4+we64XFqBCSv34OSFIrnbIiKqNwxFRGSlcVTiw3G90NFXiwuXyzB2RRLyzCVyt0VEVC8YiojIRjONI1Y9HoZAD2ecyS/GuBV7YC4pl7stIqI6x1BERDfwaqbGp48b4OmqRqaxEJM+SUFpRaXcbRER1SmGIiKqUoCHM+Kie8NFpUTi8YuYsXY/XwdCRI0aQxER/aXOLXSIHdsTDoqrrwN5fdNhuVsiIqozDEVEdFN3t736OhAA+PiXE/hw53GZOyIiqhsMRUR0S1GhLTD7/hAAwOubDmN92jmZOyIiqn0MRURULRP7ByP6rlYAgBfi9+PXo3zqNRE1LgxFRFQtkiRhzpCOGNLVF+WVApM+TcHBbD71mogaD4YiIqo2hULC2492u+6p18k4k39F7raIiGpFnYWi119/HX379oWzszPc3NyqrJEk6YZp9erVNjXbt29Hjx49oFar0aZNG8TFxd2wnffffx+tWrWCRqOBwWDAnj17bJaXlJRg6tSp8PDwgKurKx5++GHk5ubW1lCJmhS1gxLLx/VCiL4ZzheWYvyKPcgvKpO7LSKiO1ZnoaisrAzDhw/HU089ddO6lStXIicnxzpFRUVZl504cQJDhgzBgAEDkJaWhueeew5PPPEEfvjhB2vNmjVrMH36dMybNw/79u1Dt27dEBkZiby8PGvN888/j++++w7x8fHYsWMHsrOz8dBDD9X6mImaCq3GEXHRYWjh5oTjF4oQsyoZxWV8uCMR2TdJCFGnT2OLi4vDc889h4KCghv/cknC119/bROErjdz5kxs3LgRGRkZ1nkjR45EQUEBNm/eDAAwGAzo3bs33nvvPQCAxWKBv78/pk2bhlmzZsFkMsHLywv/+9//8MgjjwAAMjMz0aFDByQmJqJPnz7VGofZbIZOp4PJZIJWq63BV4Co8TqaV4iHlybCVFyOiA7eiB3TEw5K/laeiBqOmhy/Zf/pNXXqVHh6eiIsLAwrVqzA9RktMTERERERNvWRkZFITEwEcPVsVEpKik2NQqFARESEtSYlJQXl5eU2NSEhIQgICLDWVKW0tBRms9lmIiJbbbyb4ePxvaB2UOCnw3mYsz4Ddfz/WUREdUbWUPTqq69i7dq1SEhIwMMPP4wpU6ZgyZIl1uVGoxE+Pj426/j4+MBsNqO4uBgXLlxAZWVllTVGo9G6DZVKdcN1TdfXVGX+/PnQ6XTWyd/f/w5HS9Q49WrljsWjQqGQgC/2nMF/txyRuyUiottSo1A0a9asKi+Ovn7KzMys9vbmzJmDu+66C6GhoZg5cyZeeuklLFq0qMaDqAuzZ8+GyWSyTmfOnJG7JaIGK7KTHq8O6wwAePenI/hiz2mZOyIiqjmHmhTPmDEDEyZMuGlNcHDwbTdjMBjwn//8B6WlpVCr1dDr9TfcJZabmwutVgsnJycolUoolcoqa/R6PQBAr9ejrKwMBQUFNmeLrq+pilqthlqtvu2xEDU1Y/oEItdcgiVbj+KfXx+Al6saER19br0iEVEDUaMzRV5eXggJCbnppFKpbruZtLQ0NG/e3BpGwsPDsWXLFpuahIQEhIeHAwBUKhV69uxpU2OxWLBlyxZrTc+ePeHo6GhTk5WVhdOnT1triKh2TP9bOzzaqyUsAnj6i33Yd/qS3C0REVVbjc4U1cTp06eRn5+P06dPo7KyEmlpaQCANm3awNXVFd999x1yc3PRp08faDQaJCQk4I033sALL7xg3cbkyZPx3nvv4aWXXsLjjz+OrVu3Yu3atdi4caO1Zvr06Rg/fjx69eqFsLAwvPvuuygqKkJ0dDQAQKfTISYmBtOnT4e7uzu0Wi2mTZuG8PDwat95RkTVI0kSXn+wC84XlmJb1nnExCXjy6f6orWXq9ytERHdmqgj48ePFwBumLZt2yaEEOL7778X3bt3F66ursLFxUV069ZNxMbGisrKSpvtbNu2TXTv3l2oVCoRHBwsVq5cecPftWTJEhEQECBUKpUICwsTu3fvtlleXFwspkyZIpo3by6cnZ3Fgw8+KHJycmo0HpPJJAAIk8lUo/WImqKi0nIx9L1fRODMDaLv/C0i11Qsd0tE1ETV5Phd588paiz4nCKimrl4uRSPxCbixIUidG6hxeqJ4XBV19nJaSKiKtnVc4qIqHHycFUjLro3PFxUyDhnxtTP96G80iJ3W0REf4mhiIjqTKCHC1ZM6A0nRyV2/HYe//z6AB/uSEQNFkMREdWpbv5ueO+xqw93XLv3LB/uSEQNFkMREdW5gR188J+oPx7uuDaZD0MlooaHoYiI6sVoQyCeHtAGADD76wPYnpUnc0dERLYYioio3swY1A4PhbZApUVgyuf7kHHOJHdLRERWDEVEVG8kScKCh7virjYeuFJWiQkrk3Em/4rcbRERAWAoIqJ6pnJQYOmYngjRN8OFy6UYv3IPCq6Uyd0WERFDERHVP63GEXHRYfDVaXD8fBGeWLUXJeWVcrdFRE0cQxERyUKv0yAuOgzNNA7Ye+oSpq9Ng8XCZxgRkXwYiohINu31zbB8bC+olApsOmDE65sOy90SETVhDEVEJKvw1h5YNLwrAODjX07go5+Py9wRETVVDEVEJLth3Vtg9v0hAIDXNx3GxvQcmTsioqaIoYiIGoSJ/YMxPjwQQgDPr03DnhP5crdERE0MQxERNQiSJGHuPzphUEcflFVY8OQne3E0r1DutoioCWEoIqIGQ6mQsHhUKEID3GAqLsf4FcnIM5fI3RYRNREMRUTUoGgclfh4fG8EebrgXEExouOScbm0Qu62iKgJYCgiogbH3UWFuOje8HBR4WC2GVM+34fySovcbRFRI8dQREQNUqCHC1ZM6A0nRyV2/nYeL687ACH4cEciqjsMRUTUYHXzd8N7j4VCIQHxKWfx7k9H5G6JiBoxhiIiatAGdvDBf6I6AwD+u+UI1iafkbkjImqsGIqIqMEbbQjE0wPaAABmf30A27PyZO6IiBojhiIisgszBrXDQz1aoNIiMOXzfcg4Z5K7JSJqZBiKiMguSJKEBQ91Rb82nrhSVokJK5NxJv+K3G0RUSPCUEREdkPloMDSMT0Qom+GC5dLMX7lHhRcKZO7LSJqJBiKiMiuNNM4Ii46DL46DY6fL8ITq/aipLxS7raIqBFgKCIiu6PXaRAXHYZmGgfsPXUJz69Jg8XCZxgR0Z1hKCIiu9Re3wzLx/aCSqnA9xlGvLbxsNwtEZGdYygiIrsV3toDi4Z3BQCs+PUEPvr5uMwdEZE9YygiIrs2rHsLzL4/BADw2sbD2JCeLXNHRGSvGIqIyO5N7B+M8eGBAIDpa/Zj9/GLMndERPaIoYiI7J4kSZj7j06I7OSDskoLJn6yF7/lFsrdFhHZGYYiImoUlAoJ/x0Zil6BzWEuqcD4FXtgNJXI3RYR2RGGIiJqNDSOSnw4rheCvVyQYyrBhJV7YC4pl7stIrITdRaKTp48iZiYGAQFBcHJyQmtW7fGvHnzUFZm+/TZ9PR03H333dBoNPD398fChQtv2FZ8fDxCQkKg0WjQpUsXbNq0yWa5EAJz586Fr68vnJycEBERgSNHjtjU5OfnY/To0dBqtXBzc0NMTAwuX75c+wMnIlk1d1FhVXQYvJqpkWksxORPU1BWYZG7LSKyA3UWijIzM2GxWLBs2TIcPHgQ77zzDmJjY/Hyyy9ba8xmMwYNGoTAwECkpKRg0aJFeOWVV7B8+XJrza5duzBq1CjExMQgNTUVUVFRiIqKQkZGhrVm4cKFWLx4MWJjY5GUlAQXFxdERkaipOSPU+ejR4/GwYMHkZCQgA0bNmDnzp2YOHFiXQ2fiGTk7+6MlRN6w0WlxK5jF/Hil/v5cEciujVRjxYuXCiCgoKsnz/44APRvHlzUVpaap03c+ZM0b59e+vnRx99VAwZMsRmOwaDQUyaNEkIIYTFYhF6vV4sWrTIurygoECo1WrxxRdfCCGEOHTokAAgkpOTrTXff/+9kCRJnDt3rlq9m0wmAUCYTKYajJiI5LQjK0+0nr1RBM7cIN7YdEjudohIBjU5ftfrNUUmkwnu7u7Wz4mJiejfvz9UKpV1XmRkJLKysnDp0iVrTUREhM12IiMjkZiYCAA4ceIEjEajTY1Op4PBYLDWJCYmws3NDb169bLWREREQKFQICkpqcpeS0tLYTabbSYisi/923lhwcNXH+64bMdxrNp1Ut6GiKhBq7dQdPToUSxZsgSTJk2yzjMajfDx8bGpu/bZaDTetOb65dev91c13t7eNssdHBzg7u5urfmz+fPnQ6fTWSd/f/8ajZeIGoZHerbEC4PaAQBe+e4gNmfkyNwRETVUNQ5Fs2bNgiRJN50yMzNt1jl37hwGDx6M4cOH48knn6y15uvS7NmzYTKZrNOZM2fkbomIbtPUAW0w2hAAIYBnVqch+WS+3C0RUQPkUNMVZsyYgQkTJty0Jjg42Prn7OxsDBgwAH379rW5gBoA9Ho9cnNzbeZd+6zX629ac/3ya/N8fX1tarp3726tycvLs9lGRUUF8vPzrev/mVqthlqtvuk4icg+SJKEV4d1Rq65FD8dzsUTq/biq6fC0ca7mdytEVEDUuMzRV5eXggJCbnpdO0aoXPnzuHee+9Fz549sXLlSigUtn9deHg4du7cifLyP54jkpCQgPbt26N58+bWmi1bttisl5CQgPDwcABAUFAQ9Hq9TY3ZbEZSUpK1Jjw8HAUFBUhJSbHWbN26FRaLBQaDoaZfAiKyQ0qFhCWjQhEa4AZTcTnGr0hGnpkPdySi69TV1d5nz54Vbdq0EQMHDhRnz54VOTk51umagoIC4ePjI8aOHSsyMjLE6tWrhbOzs1i2bJm15tdffxUODg7izTffFIcPHxbz5s0Tjo6O4sCBA9aaBQsWCDc3N7F+/XqRnp4uhg0bJoKCgkRxcbG1ZvDgwSI0NFQkJSWJX375RbRt21aMGjWq2uPh3WdEjcPFy6Xi3kXbRODMDeL+d3cKc3GZ3C0RUR2qyfG7zkLRypUrBYAqp+vt379f9OvXT6jVatGiRQuxYMGCG7a1du1a0a5dO6FSqUSnTp3Exo0bbZZbLBYxZ84c4ePjI9RqtRg4cKDIysqyqbl48aIYNWqUcHV1FVqtVkRHR4vCwsJqj4ehiKjxOHWhSPT8z48icOYGMeaj3aK0vFLuloiojtTk+C0JIfhEs2owm83Q6XQwmUzQarVyt0NEdyj9bAFGLt+NK2WVeKhHC7w1vBskSZK7LSKqZTU5fvPdZ0TUJHVt6Yb3R/eAUiFh3b5zePPHLLlbIiKZMRQRUZM1oL035j/YBQDw/rZj+Gz3KZk7IiI5MRQRUZP2aG9/PB9x9eGOc9dn4MeDVT/QlYgaP4YiImrynhnYBqPC/GERwDOrU5Fy6pLcLRGRDBiKiKjJkyQJ/xnWGfeFeKOk3IInViXj+PnLcrdFRPWMoYiICICDUoH3HgtFt5Y6XLpSjvEr9yCvkA93JGpKGIqIiH7nrHLAxxN6I9DDGWfyixETtxdFpRVyt0VE9YShiIjoOp6uaqyKDoO7iwoHzpkw5fN9KK+0yN0WEdUDhiIioj9p5emCj8f3gsZRgR2/ncfL6w6Az7klavwYioiIqhAa0BzvP9YDCgmITzmLd346IndLRFTHGIqIiP7CwA4+eC3q6sMdF285gv8lnZa5IyKqSwxFREQ38ZghAM/c1wYA8K9vDmBzBh/uSNRYMRQREd3C839rh5G9/3i4Y9Lxi3K3RER1gKGIiOgWJEnCa1Gd8beOPiirsOCJT/Yi02iWuy0iqmUMRURE1eCgVGDJqFD0btUchSUVGL9iD85euiJ3W0RUixiKiIiqSeOoxEfjeqOdjytyzaUYt2IP8ovK5G6LiGoJQxERUQ3onB3xyeMGtHBzwvHzRYiOS8aVMj71mqgxYCgiIqohvU6DVY+Hwc3ZEfvPFPCp10SNBEMREdFtaOPtihUTekPjqMD2rPOY+WU6LBY+9ZrInjEUERHdph4BzfHB6B5QKiSsSz2H/9ucKXdLRHQHGIqIiO7AfSE++L+HuwIAlu08jo9+Pi5zR0R0uxiKiIju0CM9W2LW/SEAgNc2HsY3qedk7oiIbgdDERFRLZjUPxiP3xUEAHghfj92/nZe5o6IqKYYioiIaoEkSfjXkA4Y2s0PFRaByZ+lYP+ZArnbIqIaYCgiIqolCoWEN4d3w91tPXGlrBLRcck4fv6y3G0RUTUxFBER1SKVgwJLx/RElxY65BeVYdyKPcgzl8jdFhFVA0MREVEtc1U7YGV0b7TycMbZS8UYt2IPTMXlcrdFRLfAUEREVAc8XdX45HEDvJqpkWksxBOrklFcVil3W0R0EwxFRER1JMDDGauiw9BM44Dkk5cw9X98HQhRQ8ZQRERUhzr6aa2vA9mamYcX4vfzdSBEDRRDERFRHevdyh1Lx/SEg0LC+rRs/Pu7gxCCwYiooWEoIiKqBwPae+OtR7tBkoBViafw7k9H5G6JiP6EoYiIqJ4M694Crw7tBAD475YjWPnrCZk7IqLr1VkoOnnyJGJiYhAUFAQnJye0bt0a8+bNQ1lZmU2NJEk3TLt377bZVnx8PEJCQqDRaNClSxds2rTJZrkQAnPnzoWvry+cnJwQERGBI0ds/y8sPz8fo0ePhlarhZubG2JiYnD5Mh+qRkT1a2x4K0z/WzsAwL+/O4SvU8/K3BERXVNnoSgzMxMWiwXLli3DwYMH8c477yA2NhYvv/zyDbU//fQTcnJyrFPPnj2ty3bt2oVRo0YhJiYGqampiIqKQlRUFDIyMqw1CxcuxOLFixEbG4ukpCS4uLggMjISJSV/PDBt9OjROHjwIBISErBhwwbs3LkTEydOrKvhExH9pWn3tUH0Xa0AAC/Ep+OnQ7nyNkREAABJ1OPVfosWLcLSpUtx/PhxAFfPFAUFBSE1NRXdu3evcp0RI0agqKgIGzZssM7r06cPunfvjtjYWAgh4OfnhxkzZuCFF14AAJhMJvj4+CAuLg4jR47E4cOH0bFjRyQnJ6NXr14AgM2bN+OBBx7A2bNn4efnd8vezWYzdDodTCYTtFrtHX4liKips1gEXojfj3Wp56B2UOCTx8NgCPaQuy2iRqcmx+96vabIZDLB3d39hvlDhw6Ft7c3+vXrh2+//dZmWWJiIiIiImzmRUZGIjExEQBw4sQJGI1GmxqdTgeDwWCtSUxMhJubmzUQAUBERAQUCgWSkpKq7LW0tBRms9lmIiKqLQqFhP97pCsiOvigtMKCJ1btRcY5k9xtETVp9RaKjh49iiVLlmDSpEnWea6urnjrrbcQHx+PjRs3ol+/foiKirIJRkajET4+Pjbb8vHxgdFotC6/Nu9mNd7e3jbLHRwc4O7ubq35s/nz50On01knf3//2xw5EVHVHJUKvPdYKAxB7igsrcD4FXv4AlkiGdU4FM2aNavKi6OvnzIzM23WOXfuHAYPHozhw4fjySeftM739PTE9OnTYTAY0Lt3byxYsABjxozBokWL7nxkd2j27NkwmUzW6cyZM3K3RESNkMZRiY/G90LnFlpcLCrD2I/3IMdULHdbRE2SQ01XmDFjBiZMmHDTmuDgYOufs7OzMWDAAPTt2xfLly+/5fYNBgMSEhKsn/V6PXJzbS9CzM3NhV6vty6/Ns/X19em5tp1Snq9Hnl5eTbbqKioQH5+vnX9P1Or1VCr1bfsl4joTjXTOCIuOgyPxibi+IUijP14D9ZOCoe7i0ru1oialBqfKfLy8kJISMhNJ5Xq6j/kc+fO4d5770XPnj2xcuVKKBS3/uvS0tJswk14eDi2bNliU5OQkIDw8HAAQFBQEPR6vU2N2WxGUlKStSY8PBwFBQVISUmx1mzduhUWiwUGg6GmXwIiolrn6arGp08Y4KvT4GjeZYxbkQRzSbncbRE1KTU+U1Rd1wJRYGAg3nzzTZw/f9667NrZmVWrVkGlUiE0NBQAsG7dOqxYsQIfffSRtfbZZ5/FPffcg7feegtDhgzB6tWrsXfvXutZJ0mS8Nxzz+G1115D27ZtERQUhDlz5sDPzw9RUVEAgA4dOmDw4MF48sknERsbi/Lycjz99NMYOXJkte48IyKqDy3cnPBpjAEjliUi45wZj69MxicxYXBW1dmPaiK6nqgjK1euFACqnK6Ji4sTHTp0EM7OzkKr1YqwsDARHx9/w7bWrl0r2rVrJ1QqlejUqZPYuHGjzXKLxSLmzJkjfHx8hFqtFgMHDhRZWVk2NRcvXhSjRo0Srq6uQqvViujoaFFYWFjt8ZhMJgFAmEymGn4liIhq5uA5k+gyb7MInLlBjP5wtyguq5C7JSK7VZPjd70+p8ie8TlFRFSfUk9fwpiPklBUVomIDt5YOqYnHJV8MxNRTTXY5xQREVH1hAY0x0fje0PtoMBPh/Pw/Jo0VFr4/7BEdYmhiIiogQpv7YHYsT3hqJSwIT0Hs9elw8JgRFRnGIqIiBqwAe29sXhkKBQSsHbvWby64RB41QNR3WAoIiJq4O7v4os3h3cDAMTtOok3f8ySuSOixomhiIjIDjzUoyVei+oMAHh/2zG8v+2ozB0RNT4MRUREdmJMn0C8/EAIAGDRD1lY+esJmTsialwYioiI7MjE/q3x7MC2AIB/f3cIa5P5Xkai2sJQRERkZ56LaIsn7w4CAMxcl471aedk7oiocWAoIiKyM5Ik4eUHOmC0IQBCAM+vScPG9By52yKyewxFRER2SJIk/GdYZwzv2RIWATyzOhWbM4xyt0Vk1xiKiIjslEIhYcHDXfFQaAtUWgSmfbEPPx3KlbstIrvFUEREZMeUCgmLhnfDP7r5obxSYMrn+7AtK0/utojsEkMREZGdUyokvPNoNzzQRY+ySgsmfZqCnb+dl7stIrvDUERE1Ag4KBX478hQDOrog7IKC578ZC9+PXpB7raI7ApDERFRI+GoVOC9x3pgYIg3SissiFmVjN3HL8rdFpHdYCgiImpEVA4KfDCmB+5t74WScgsej0tG8sl8udsisgsMRUREjYzaQYnYMT1xd1tPXCmrxIQVe7Dv9CW52yJq8BiKiIgaIY2jEsvH9kJ4sAeKyiox/uM9SDtTIHdbRA0aQxERUSPlpFLi4wm9EBbkjsLSCoz9KIlnjIhugqGIiKgRc1Y5YOWE3tZgNO7jPUg5xWuMiKrCUERE1Mi5qB0QF90b4cEeuPx7MNpzgsGI6M8YioiImgBnlQNWTOiNu9pcvcZowso9vF2f6E8YioiImggnlRIfj+/9x11pK/dgFx/wSGTFUERE1IRoHJX4cFwv3NPu6nOMouOS8fMRvhKECGAoIiJqcjSOSiwf1xP3WZ98vRc7+K40IoYiIqKmSO2gxNIxPRDR4Y93pW3LzJO7LSJZMRQRETVRagclPhjdA5GdrgajSZ+mYMvhXLnbIpINQxERUROmcrj6EtkHuuhRVmnB5M9SsOlAjtxtEcmCoYiIqIlzVCqweGQo/tHND+WVAk//bx++TDkrd1tE9Y6hiIiI4KBU4N0R3TGilz8sAnghfj8+TTwpd1tE9YqhiIiIAABKhYT5D3VB9F2tAABz1h9E7I5j8jZFVI8YioiIyEqhkDD37x0x7b42AIAF32firR+zIISQuTOiusdQRERENiRJwoxB7TFzcAgAYMnWo/jPhsMMRtToMRQREVGVnrq3NV4d1gkAsOLXE5i97gAqLQxG1HjVaSgaOnQoAgICoNFo4Ovri7FjxyI7O9umJj09HXfffTc0Gg38/f2xcOHCG7YTHx+PkJAQaDQadOnSBZs2bbJZLoTA3Llz4evrCycnJ0RERODIkSM2Nfn5+Rg9ejS0Wi3c3NwQExODy5cv1/6giYgakXHhrfDm8G5QSMDq5DN4bk0ayistcrdFVCfqNBQNGDAAa9euRVZWFr766iscO3YMjzzyiHW52WzGoEGDEBgYiJSUFCxatAivvPIKli9fbq3ZtWsXRo0ahZiYGKSmpiIqKgpRUVHIyMiw1ixcuBCLFy9GbGwskpKS4OLigsjISJSUlFhrRo8ejYMHDyIhIQEbNmzAzp07MXHixLocPhFRo/BIz5ZYMqoHHBQSvtufjac+S0FJeaXcbRHVPlGP1q9fLyRJEmVlZUIIIT744APRvHlzUVpaaq2ZOXOmaN++vfXzo48+KoYMGWKzHYPBICZNmiSEEMJisQi9Xi8WLVpkXV5QUCDUarX44osvhBBCHDp0SAAQycnJ1prvv/9eSJIkzp07V63eTSaTACBMJlMNR01E1DhsPZwr2v1zkwicuUEMj90lCq6Uyd0S0S3V5Phdb9cU5efn4/PPP0ffvn3h6OgIAEhMTET//v2hUqmsdZGRkcjKysKlS5esNRERETbbioyMRGJiIgDgxIkTMBqNNjU6nQ4Gg8Fak5iYCDc3N/Tq1ctaExERAYVCgaSkpCr7LS0thdlstpmIiJqyASHeWPV4GJqpHbDnRD5GLEtEnrnk1isS2Yk6D0UzZ86Ei4sLPDw8cPr0aaxfv966zGg0wsfHx6b+2mej0XjTmuuXX7/eX9V4e3vbLHdwcIC7u7u15s/mz58PnU5nnfz9/Ws0biKixqhPsAdWT+oDT1c1Mo2FeDh2F05eKJK7LaJaUeNQNGvWLEiSdNMpMzPTWv/iiy8iNTUVP/74I5RKJcaNG2cXt3XOnj0bJpPJOp05c0buloiIGoROfjqse6ovAj2ccSa/GI/E7kLGOZPcbRHdMYearjBjxgxMmDDhpjXBwcHWP3t6esLT0xPt2rVDhw4d4O/vj927dyM8PBx6vR65ubZvZL72Wa/XW/9bVc31y6/N8/X1tanp3r27tSYvL89mGxUVFcjPz7eu/2dqtRpqtfqm4yQiaqoCPJzx5eS+GL9iDw7lmDFy+W4sH9cTfVt7yt0a0W2r8ZkiLy8vhISE3HS6/hqh61ksV2/jLC0tBQCEh4dj586dKC8vt9YkJCSgffv2aN68ubVmy5YtNttJSEhAeHg4ACAoKAh6vd6mxmw2IykpyVoTHh6OgoICpKSkWGu2bt0Ki8UCg8FQ0y8BEREB8GqmxupJfdAn2B2XSyswYUUyNmfkyN0W0e2rq6u9d+/eLZYsWSJSU1PFyZMnxZYtW0Tfvn1F69atRUlJiRDi6l1iPj4+YuzYsSIjI0OsXr1aODs7i2XLllm38+uvvwoHBwfx5ptvisOHD4t58+YJR0dHceDAAWvNggULhJubm1i/fr1IT08Xw4YNE0FBQaK4uNhaM3jwYBEaGiqSkpLEL7/8Itq2bStGjRpV7fHw7jMioqoVl1WISZ/sFYEzN4igWRvE57tPyd0SkVVNjt91ForS09PFgAEDhLu7u1Cr1aJVq1Zi8uTJ4uzZszZ1+/fvF/369RNqtVq0aNFCLFiw4IZtrV27VrRr106oVCrRqVMnsXHjRpvlFotFzJkzR/j4+Ai1Wi0GDhwosrKybGouXrwoRo0aJVxdXYVWqxXR0dGisLCw2uNhKCIi+msVlRYx66t0EThzgwicuUG8/WOWsFgscrdFVKPjtySEHVz13ACYzWbodDqYTCZotVq52yEianCEEHg74Tcs2XoUADC8Z0u88VAXOCr5RimST02O3/xOJSKiWnHtRbKvP9gZCgmITzmLx+OSUVhSfuuViRoAhiIiIqpVow2B+Gh8LzirlPj5yAUMj02E0cSHPFLDx1BERES17r4QH6yZGG59yOODH/yKTCPfDEANG0MRERHViS4tdfh6Sl+08XZFjqkEw5cm4tejF+Rui+gvMRQREVGd8Xd3xleT+8IQ5I7C0gqMX7EHX6aclbstoioxFBERUZ3SOTvik5gwDO3mhwqLwAvx+/F2wm+wWHjzMzUsDEVERFTn1A5KvDuiO566tzUAYPGWI5i2OhXFZZUyd0b0B4YiIiKqFwqFhJmDQ7Dwka5wVErYmJ6DEcsTkWvmnWnUMDAUERFRvXq0lz8+f6IPmjs7Iv2sCUPf+wUHzprkbouIoYiIiOpfWJA71k/th7bersg1l2L4sl3YdIAvkyV5MRQREZEsAjyc8dWUvrinnRdKyi2Y8vk+LNlyBHz7FMmFoYiIiGSj1Tji4/G98PhdQQCAtxJ+w7Or03gBNsmCoYiIiGTloFRg7j864vUHO8NBIeHb/dl4eOkunMm/Indr1MQwFBERUYMw2hCIz58wwMNFhUM5ZvzjvV/w85HzcrdFTQhDERERNRiGYA98N60furXUoeBKOcav2INlO47xOiOqFwxFRETUoPi5OWHNpHAM79kSFgHM/z4TT3+RiitlFXK3Ro0cQxERETU4GkclFj7SFf+Junqd0cb0HDz0wS6culgkd2vUiDEUERFRgyRJEsb2CcQXE/vA01WNTGMh/rHkF2w5nCt3a9RIMRQREVGD1ruVOzZM64fQADeYSyoQs2ov5n9/GOWVFrlbo0aGoYiIiBo8vU6DNRPDMaFvKwDAsh3H8diHu2E08b1pVHsYioiIyC6oHBR4ZWgnfDC6B5qpHZB88hIeWPwzdv7G2/apdjAUERGRXXmgiy++m9YPHX21yC8qw/iVe/B2wm+otPC2fbozDEVERGR3Wnm6YN2UvnjMEAAhgMVbjmDsx0nINfPXaXT7GIqIiMguaRyVeOPBLvjvyO5wVimx69hFDH53J348aJS7NbJTDEVERGTXhnVvge+m9UMnPy0uXSnHxE9T8PLXB/hSWaoxhiIiIrJ7rb1csW5KX0zsHwwA+F/Safx9yc/IOGeSuTOyJwxFRETUKKgdlHj5gQ74LMYA72ZqHDtfhAc/+BUf7jwOCy/CpmpgKCIiokalX1tPbH6uP/7W0QfllQKvbzqMcSv2ILugWO7WqIFjKCIiokbH3UWF5WN74vUHO0PjqMAvRy8g8p2dWLv3DITgWSOqGkMRERE1SpIkYbQhEBufuRvd/d1QWFqBl75MR8yqvbx1n6rEUERERI1aay9XfDk5HDMHh0ClVGBrZh7+9vYOfJ16lmeNyAZDERERNXoOSgWeurc1NjzTD11a6GAuqcDza/Zj0qcpyONZI/odQxERETUZ7XyaYd2Uvpjxt3ZwVEr48VAuBr69A/9LOs071IihiIiImhZHpQLTBrbF+qlXzxoVllTg5a8P4NFliTiSWyh3eySjOg1FQ4cORUBAADQaDXx9fTF27FhkZ2dbl588eRKSJN0w7d6922Y78fHxCAkJgUajQZcuXbBp0yab5UIIzJ07F76+vnByckJERASOHDliU5Ofn4/Ro0dDq9XCzc0NMTExuHz5ct0NnoiIGrSOflp8M/UuzP17RzirlNh76hIeWPwz3k74DSXlfBp2U1SnoWjAgAFYu3YtsrKy8NVXX+HYsWN45JFHbqj76aefkJOTY5169uxpXbZr1y6MGjUKMTExSE1NRVRUFKKiopCRkWGtWbhwIRYvXozY2FgkJSXBxcUFkZGRKCn54/fEo0ePxsGDB5GQkIANGzZg586dmDhxYl0On4iIGjilQsLj/YKQMP0eDAzxRnmlwOItR/DAf3/GrmMX5G6P6pkk6vHS+2+//RZRUVEoLS2Fo6MjTp48iaCgIKSmpqJ79+5VrjNixAgUFRVhw4YN1nl9+vRB9+7dERsbCyEE/Pz8MGPGDLzwwgsAAJPJBB8fH8TFxWHkyJE4fPgwOnbsiOTkZPTq1QsAsHnzZjzwwAM4e/Ys/Pz8btm72WyGTqeDyWSCVqu98y8GERE1KEIIfJ9hxLxvD+J8YSkAYEhXX/zzgQ7wc3OSuTu6XTU5ftfbNUX5+fn4/PPP0bdvXzg6OtosGzp0KLy9vdGvXz98++23NssSExMRERFhMy8yMhKJiYkAgBMnTsBoNNrU6HQ6GAwGa01iYiLc3NysgQgAIiIioFAokJSUVGW/paWlMJvNNhMRETVekiThgS6++Gn6PRgXHgiFBGxMz8F9b23Hki1H+Cu1JqDOQ9HMmTPh4uICDw8PnD59GuvXr7cuc3V1xVtvvYX4+Hhs3LgR/fr1Q1RUlE0wMhqN8PHxsdmmj48PjEajdfm1eTer8fb2tlnu4OAAd3d3a82fzZ8/Hzqdzjr5+/vf5leAiIjsic7JEa8O64wN0+5GWJA7SsoteCvhNwx6ZycSDuXy2UaNWI1D0axZs6q8OPr6KTMz01r/4osvIjU1FT/++COUSiXGjRtn/Yby9PTE9OnTYTAY0Lt3byxYsABjxozBokWLam+Et2n27NkwmUzW6cyZM3K3RERE9aijnxZrJvbB4lGh0Gs1OJ1/BU9+shdjP96DjHMmudujOuBQ0xVmzJiBCRMm3LQmODjY+mdPT094enqiXbt26NChA/z9/bF7926Eh4dXua7BYEBCQoL1s16vR25urk1Nbm4u9Hq9dfm1eb6+vjY1165T0uv1yMvLs9lGRUUF8vPzrev/mVqthlqtvuk4iYiocZMkCUO7+WFgiDfe33YUH/18Ar8cvYC/L/kFD4a2wIxB7dCyubPcbVItqfGZIi8vL4SEhNx0UqlUVa5rsVgAXL1e56+kpaXZhJvw8HBs2bLFpiYhIcEaqoKCgqDX621qzGYzkpKSrDXh4eEoKChASkqKtWbr1q2wWCwwGAw1/AoQEVFT46J2wEuDQ7Blxj2I6n715pyvU8/hvjd34I1Nh2G6Ui5zh1Qb6uzus6SkJCQnJ6Nfv35o3rw5jh07hjlz5iA3NxcHDx6EWq3GqlWroFKpEBoaCgBYt24d5syZg48++gjR0dEArt6Sf88992DBggUYMmQIVq9ejTfeeAP79u1D586dAQD/93//hwULFmDVqlUICgrCnDlzkJ6ejkOHDkGj0QAA7r//fuTm5iI2Nhbl5eWIjo5Gr1698L///a9a4+HdZ0REdE3GORPe2HQYu45dBABoNQ6Y2D8YE+4Kgqu6xr+EoTpUo+O3qCPp6eliwIABwt3dXajVatGqVSsxefJkcfbsWWtNXFyc6NChg3B2dhZarVaEhYWJ+Pj4G7a1du1a0a5dO6FSqUSnTp3Exo0bbZZbLBYxZ84c4ePjI9RqtRg4cKDIysqyqbl48aIYNWqUcHV1FVqtVkRHR4vCwsJqj8dkMgkAwmQy1fArQUREjZHFYhHbMnNF5Ds7RODMDSJw5gbR7d8/iPe2HhGFJeVyt0e/q8nxu16fU2TPeKaIiIiqUmkR2JCejf9uOYLj54sAAM2dHfFk/2CMD28FF545klVNjt8MRdXEUERERDdTaRH4bn82Fm85guMX/ghH48JbYVx4IDxcefOOHBiK6gBDERERVUdFpQXf/h6OTl68AgBQOygwvFdLPNEvGK08XWTusGlhKKoDDEVERFQTFZUWbD5oxPKdx5F+9upzjSQJGNxJjyf7ByPU3w2SJMncZePHUFQHGIqIiOh2CCGw+3g+lu08hu1Z563zO7fQYowhEEO7+8FZxeuO6gpDUR1gKCIiojuVZSzEhz8fx7f7s1FWcfXZfc00Dni4R0uM6ROANt7NZO6w8WEoqgMMRUREVFvyi8rwZcoZfLb7NE7nX7HO7xHghod6tMQ/uvpB5+x4ky1QdTEU1QGGIiIiqm0Wi8DPRy/g08RT2JqZC8vvR2SVUoGIjt54KLQl+rfzgsqhzt/f3mgxFNUBhiIiIqpLeeYSrE/Lxlf7ziLTWGidr9U4IKKDDwZ31qN/Oy9oHJUydml/GIrqAEMRERHVl0PZZqzbdxbr92fjfOEf7wt1VikxoL03BnXywd1tveDuUvW7RukPDEV1gKGIiIjqW6VFIOXUJXyfkYMfMozINpVYl0kS0KWFDve080L/dl4I9XeDg5K/ZvszhqI6wFBERERyEkIg/awJ32cYsT0rz+ZXbADgqnZAj8Dm6B3YHL1auaO7vxucVPxVG0NRHWAoIiKihiTXXIKdv53HziMX8POR8yi4Um6z3EEhoVMLHbq20KGTnxad/HRop3eF2qFpBSWGojrAUERERA1VpUUg02jG3pOXkHwyH8kn85FrLr2hzkEhoY23K9rrmyHY0xVBXi4I9nRBsJdLo32AJENRHWAoIiIieyGEwNlLxdh3+hIOZptxMNuEg9nmG84mXc+rmRp+Og18dU7Q6zTw1Wng6+YET1cVmjtfndycHe3u7jeGojrAUERERPZMCIFsUwkOZZtxNO8yjp+/jBMXinD8QhHyi8qqvR2NowLNnVVwUTvAyVEJjaMCGkclnByVcFIpoVIqIEmABAkKBQBIUEhXLwwHgIpKgbJKC8orBcorLCivtKCs0oKKSoGuLXWY/UCHWh13TY7fjfNcGREREdmQJAkt3JzQws0Jf+voY7Os4EoZzuQXI8dUDKO5BNkFJTCaipFtKsHFy6UouFKOguJyVFoESsotyLnuLrja5KCU9wW5DEVERERNnJuzCm7OKnRpqfvLGiEECksrUFBUjktXynClrBIl5ZUoLq9EcdnV/5aUV6L093e6CSEgBGARgIC47mndEhyVit+n6/7soIBPM3V9DPcvMRQRERHRLUmSBK3GEVqNIwI8nOVup07wKU9EREREYCgiIiIiAsBQRERERASAoYiIiIgIAEMREREREQCGIiIiIiIADEVEREREABiKiIiIiAAwFBEREREBYCgiIiIiAsBQRERERASAoYiIiIgIAEMREREREQDAQe4G7IUQAgBgNptl7oSIiIiq69px+9px/GYYiqqpsLAQAODv7y9zJ0RERFRThYWF0Ol0N62RRHWiE8FisSA7OxvNmjWDJEm1um2z2Qx/f3+cOXMGWq22VrfdUHCMjQPHaP8a+/gAjrGxqK0xCiFQWFgIPz8/KBQ3v2qIZ4qqSaFQoGXLlnX6d2i12kb7zX0Nx9g4cIz2r7GPD+AYG4vaGOOtzhBdwwutiYiIiMBQRERERASAoahBUKvVmDdvHtRqtdyt1BmOsXHgGO1fYx8fwDE2FnKMkRdaExEREYFnioiIiIgAMBQRERERAWAoIiIiIgLAUEREREQEgKFIdu+//z5atWoFjUYDg8GAPXv2yN3SbZs/fz569+6NZs2awdvbG1FRUcjKyrKpuffeeyFJks00efJkmTquuVdeeeWG/kNCQqzLS0pKMHXqVHh4eMDV1RUPP/wwcnNzZey45lq1anXDGCVJwtSpUwHY5z7cuXMn/vGPf8DPzw+SJOGbb76xWS6EwNy5c+Hr6wsnJydERETgyJEjNjX5+fkYPXo0tFot3NzcEBMTg8uXL9fjKG7uZmMsLy/HzJkz0aVLF7i4uMDPzw/jxo1Ddna2zTaq2vcLFiyo55H8tVvtxwkTJtzQ/+DBg21q7Hk/Aqjy36YkSVi0aJG1piHvx+ocJ6rzc/T06dMYMmQInJ2d4e3tjRdffBEVFRV33B9DkYzWrFmD6dOnY968edi3bx+6deuGyMhI5OXlyd3abdmxYwemTp2K3bt3IyEhAeXl5Rg0aBCKiops6p588knk5ORYp4ULF8rU8e3p1KmTTf+//PKLddnzzz+P7777DvHx8dixYweys7Px0EMPydhtzSUnJ9uMLyEhAQAwfPhwa4297cOioiJ069YN77//fpXLFy5ciMWLFyM2NhZJSUlwcXFBZGQkSkpKrDWjR4/GwYMHkZCQgA0bNmDnzp2YOHFifQ3hlm42xitXrmDfvn2YM2cO9u3bh3Xr1iErKwtDhw69ofbVV1+12bfTpk2rj/ar5Vb7EQAGDx5s0/8XX3xhs9ye9yMAm7Hl5ORgxYoVkCQJDz/8sE1dQ92P1TlO3OrnaGVlJYYMGYKysjLs2rULq1atQlxcHObOnXvnDQqSTVhYmJg6dar1c2VlpfDz8xPz58+Xsavak5eXJwCIHTt2WOfdc8894tlnn5WvqTs0b9480a1btyqXFRQUCEdHRxEfH2+dd/jwYQFAJCYm1lOHte/ZZ58VrVu3FhaLRQhh//sQgPj666+tny0Wi9Dr9WLRokXWeQUFBUKtVosvvvhCCCHEoUOHBACRnJxsrfn++++FJEni3Llz9dZ7df15jFXZs2ePACBOnTplnRcYGCjeeeedum2ullQ1xvHjx4thw4b95TqNcT8OGzZM3HfffTbz7Gk//vk4UZ2fo5s2bRIKhUIYjUZrzdKlS4VWqxWlpaV31A/PFMmkrKwMKSkpiIiIsM5TKBSIiIhAYmKijJ3VHpPJBABwd3e3mf/555/D09MTnTt3xuzZs3HlyhU52rttR44cgZ+fH4KDgzF69GicPn0aAJCSkoLy8nKbfRoSEoKAgAC73adlZWX47LPP8Pjjj9u8CNne9+H1Tpw4AaPRaLPfdDodDAaDdb8lJibCzc0NvXr1stZERERAoVAgKSmp3nuuDSaTCZIkwc3NzWb+ggUL4OHhgdDQUCxatKhWfiVRn7Zv3w5vb2+0b98eTz31FC5evGhd1tj2Y25uLjZu3IiYmJgbltnLfvzzcaI6P0cTExPRpUsX+Pj4WGsiIyNhNptx8ODBO+qHL4SVyYULF1BZWWmzUwHAx8cHmZmZMnVVeywWC5577jncdddd6Ny5s3X+Y489hsDAQPj5+SE9PR0zZ85EVlYW1q1bJ2O31WcwGBAXF4f27dsjJycH//73v3H33XcjIyMDRqMRKpXqhoOMj48PjEajPA3foW+++QYFBQWYMGGCdZ6978M/u7Zvqvq3eG2Z0WiEt7e3zXIHBwe4u7vb5b4tKSnBzJkzMWrUKJsXbT7zzDPo0aMH3N3dsWvXLsyePRs5OTl4++23Zey2+gYPHoyHHnoIQUFBOHbsGF5++WXcf//9SExMhFKpbHT7cdWqVWjWrNkNv6K3l/1Y1XGiOj9HjUZjlf9ery27EwxFVCemTp2KjIwMm+ttANj87r5Lly7w9fXFwIEDcezYMbRu3bq+26yx+++/3/rnrl27wmAwIDAwEGvXroWTk5OMndWNjz/+GPfffz/8/Pys8+x9HzZ15eXlePTRRyGEwNKlS22WTZ8+3frnrl27QqVSYdKkSZg/f75dvE5i5MiR1j936dIFXbt2RevWrbF9+3YMHDhQxs7qxooVKzB69GhoNBqb+fayH//qOCEn/vpMJp6enlAqlTdcUZ+bmwu9Xi9TV7Xj6aefxoYNG7Bt2za0bNnyprUGgwEAcPTo0fporda5ubmhXbt2OHr0KPR6PcrKylBQUGBTY6/79NSpU/jpp5/wxBNP3LTO3vfhtX1zs3+Ler3+hhsgKioqkJ+fb1f79logOnXqFBISEmzOElXFYDCgoqICJ0+erJ8Ga1lwcDA8PT2t35uNZT8CwM8//4ysrKxb/vsEGuZ+/KvjRHV+jur1+ir/vV5bdicYimSiUqnQs2dPbNmyxTrPYrFgy5YtCA8Pl7Gz2yeEwNNPP42vv/4aW7duRVBQ0C3XSUtLAwD4+vrWcXd14/Llyzh27Bh8fX3Rs2dPODo62uzTrKwsnD592i736cqVK+Ht7Y0hQ4bctM7e92FQUBD0er3NfjObzUhKSrLut/DwcBQUFCAlJcVas3XrVlgsFmsobOiuBaIjR47gp59+goeHxy3XSUtLg0KhuOFXTvbi7NmzuHjxovV7szHsx2s+/vhj9OzZE926dbtlbUPaj7c6TlTn52h4eDgOHDhgE3CvhfyOHTvecYMkk9WrVwu1Wi3i4uLEoUOHxMSJE4Wbm5vNFfX25KmnnhI6nU5s375d5OTkWKcrV64IIYQ4evSoePXVV8XevXvFiRMnxPr160VwcLDo37+/zJ1X34wZM8T27dvFiRMnxK+//ioiIiKEp6enyMvLE0IIMXnyZBEQECC2bt0q9u7dK8LDw0V4eLjMXddcZWWlCAgIEDNnzrSZb6/7sLCwUKSmporU1FQBQLz99tsiNTXVeufVggULhJubm1i/fr1IT08Xw4YNE0FBQaK4uNi6jcGDB4vQ0FCRlJQkfvnlF9G2bVsxatQouYZ0g5uNsaysTAwdOlS0bNlSpKWl2fz7vHa3zq5du8Q777wj0tLSxLFjx8Rnn30mvLy8xLhx42Qe2R9uNsbCwkLxwgsviMTERHHixAnx008/iR49eoi2bduKkpIS6zbseT9eYzKZhLOzs1i6dOkN6zf0/Xir44QQt/45WlFRITp37iwGDRok0tLSxObNm4WXl5eYPXv2HffHUCSzJUuWiICAAKFSqURYWJjYvXu33C3dNgBVTitXrhRCCHH69GnRv39/4e7uLtRqtWjTpo148cUXhclkkrfxGhgxYoTw9fUVKpVKtGjRQowYMUIcPXrUury4uFhMmTJFNG/eXDg7O4sHH3xQ5OTkyNjx7fnhhx8EAJGVlWUz31734bZt26r83hw/frwQ4upt+XPmzBE+Pj5CrVaLgQMH3jD2ixcvilGjRglXV1eh1WpFdHS0KCwslGE0VbvZGE+cOPGX/z63bdsmhBAiJSVFGAwGodPphEajER06dBBvvPGGTaCQ283GeOXKFTFo0CDh5eUlHB0dRWBgoHjyySdv+J9Me96P1yxbtkw4OTmJgoKCG9Zv6PvxVscJIar3c/TkyZPi/vvvF05OTsLT01PMmDFDlJeX33F/0u9NEhERETVpvKaIiIiICAxFRERERAAYioiIiIgAMBQRERERAWAoIiIiIgLAUEREREQEgKGIiIiICABDEREREREAhiIiIiIiAAxFRERERAAYioiIiIgAMBQRERERAQD+H5ecez2ZtZzwAAAAAElFTkSuQmCC",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -608,7 +608,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -618,7 +618,7 @@
     },
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -628,7 +628,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -638,7 +638,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -648,7 +648,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -783,16 +783,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 507,
+   "execution_count": 24,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "7.766996294563251"
+       "6.334810700868975"
       ]
      },
-     "execution_count": 507,
+     "execution_count": 24,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -803,7 +803,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 508,
+   "execution_count": 25,
    "metadata": {},
    "outputs": [
     {
@@ -815,15 +815,15 @@
        "5       319.000000\n",
        "6       319.000000\n",
        "           ...    \n",
-       "1715      9.558576\n",
-       "1716      6.360338\n",
-       "1717      3.162590\n",
-       "1718     -0.034668\n",
-       "1719     -0.034668\n",
-       "Name: altitude, Length: 1718, dtype: float64"
+       "1813      9.461549\n",
+       "1814      6.304071\n",
+       "1815      3.147342\n",
+       "1816     -0.008641\n",
+       "1817     -0.008641\n",
+       "Name: altitude, Length: 1816, dtype: float64"
       ]
      },
-     "execution_count": 508,
+     "execution_count": 25,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -834,16 +834,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 509,
+   "execution_count": 26,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       "28850.044718887697"
+       "39697.291405349"
       ]
      },
-     "execution_count": 509,
+     "execution_count": 26,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -854,7 +854,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 510,
+   "execution_count": 27,
    "metadata": {},
    "outputs": [
     {
@@ -866,15 +866,15 @@
        "5         0.050000\n",
        "6         0.050000\n",
        "           ...    \n",
-       "1715    637.534465\n",
-       "1716    638.073041\n",
-       "1717    638.611618\n",
-       "1718    639.150194\n",
-       "1719    639.150194\n",
-       "Name: Time, Length: 1718, dtype: float64"
+       "1813    197.943024\n",
+       "1814    197.950359\n",
+       "1815    197.957695\n",
+       "1816    197.965031\n",
+       "1817    197.965031\n",
+       "Name: Time, Length: 1816, dtype: float64"
       ]
      },
-     "execution_count": 510,
+     "execution_count": 27,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -885,7 +885,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 511,
+   "execution_count": 28,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -958,7 +958,7 @@
     "}, dtype=str)\n",
     "\n",
     "df_new = pd.concat([descriptions, df_new], axis=0)\n",
-    "df_new.to_csv('data/simulations/28km.txt', sep='\\t')"
+    "df_new.to_csv('data/simulations/40km.txt', sep='\\t')"
    ]
   },
   {
diff --git a/data/simulations/40km.txt b/data/simulations/40km.txt
index 6198c06..2f3ffea 100644
--- a/data/simulations/40km.txt
+++ b/data/simulations/40km.txt
@@ -1,1819 +1,1818 @@
-Phase	acceleration_without_gravity_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acceleration_without_gravity_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acceleration_without_gravity_radial~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acceleration_without_gravity_x~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	acceleration_without_gravity_y~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	acceleration_without_gravity_z~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	acceleration_without_gravity~STAHR_Rocket	acceleration_x~STAHR_Rocket#J2000@Earth	acceleration_y~STAHR_Rocket#J2000@Earth	acceleration_z~STAHR_Rocket#J2000@Earth	acceleration~STAHR_Rocket#J2000@Earth	acc_aero_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_aero_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_aero_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_aero~STAHR_Rocket	acc_normal~STAHR_Rocket	acc_thrust_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_thrust_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_thrust_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_thrust~STAHR_Rocket	aero_area_ref~STAHR_Rocket	aero_bank_angle~STAHR_Rocket	aero_roll_angle~STAHR_Rocket	airpath_angle~STAHR_Rocket#LD~STAHR_Rocket:Earth	airpath_angle~STAHR_Rocket#L~STAHR_Rocket:Earth	AIRPATH_BANK_ANGLE~Esrange#A~Esrange:Earth	AIRPATH_BANK_ANGLE~STAHR_Rocket#A~STAHR_Rocket:Earth	airpath_heading~STAHR_Rocket#LD~STAHR_Rocket:Earth	airpath_heading~STAHR_Rocket#L~STAHR_Rocket:Earth	airpath_speed~STAHR_Rocket	altitude_apoapsis~STAHR_Rocket@Earth	altitude_periapsis~STAHR_Rocket@Earth	altitude~STAHR_Rocket@Earth	angle1~IB3:STAHR_Rocket#B~STAHR_Rocket	angle1~IB3:STAHR_Rocket#J2000	angle1~STAHR:STAHR_Rocket#B~STAHR_Rocket	angle1~STAHR:STAHR_Rocket#J2000	angle2~IB3:STAHR_Rocket#B~STAHR_Rocket	angle2~IB3:STAHR_Rocket#J2000	angle2~STAHR:STAHR_Rocket#B~STAHR_Rocket	angle2~STAHR:STAHR_Rocket#J2000	angle3~IB3:STAHR_Rocket#B~STAHR_Rocket	angle3~IB3:STAHR_Rocket#J2000	angle3~STAHR:STAHR_Rocket#B~STAHR_Rocket	angle3~STAHR:STAHR_Rocket#J2000	angle_body_and_local_vertical~STAHR_Rocket#L~STAHR_Rocket:Earth	angle_of_attack_rate~STAHR_Rocket#A~STAHR_Rocket:Earth	ANGLE_OF_ATTACK~Esrange#A~Esrange:Earth	ANGLE_OF_ATTACK~STAHR_Rocket#A~STAHR_Rocket:Earth	angular_velocity~STAHR_Rocket#B~STAHR_Rocket	arc_length~STAHR_Rocket	ascending_node_rel~STAHR_Rocket#TOD~Earth	ascending_node~STAHR_Rocket#J2000	ascending_node~STAHR_Rocket#TOD~Earth	asymptote_decl~STAHR_Rocket#J2000	asymptote_decl~STAHR_Rocket#TOD~Earth	asymptote_right_ascension~STAHR_Rocket#J2000	asymptote_right_ascension~STAHR_Rocket#TOD~Earth	atmos_density~STAHR_Rocket	atmos_pressure~STAHR_Rocket	atmos_temperature~STAHR_Rocket	bank_angle_rate~STAHR_Rocket#A~STAHR_Rocket:Earth	bank_angle~STAHR_Rocket#A~STAHR_Rocket:Earth	bending_moment~STAHR_Rocket	burn_time~IB3:STAHR_Rocket	cross_range~STAHR_Rocket	declination~STAHR_Rocket#J2000@Earth	declination~STAHR_Rocket#PCPF~Earth@Earth	declination~STAHR_Rocket#TOD~Earth@Earth	DECL~STAHR_Rocket	dimension_x~STAHR_Rocket	dimension_y~STAHR_Rocket	dimension_z~STAHR_Rocket	down_range~STAHR_Rocket	drag_acc~STAHR_Rocket	drag_coeff~STAHR_Rocket	drag~STAHR_Rocket	dummy_altitude	dummy_declination	dummy_latitude	dummy_longitude	dummy_radius	dynamic_pressure~STAHR_Rocket	dyn_viscosity~STAHR_Rocket	eccentricity~STAHR_Rocket@Earth	eccentric_anomaly~STAHR_Rocket@Earth	energy_total~STAHR_Rocket@Earth	equinoctial_f~STAHR_Rocket#TOD~Earth	equinoctial_g~STAHR_Rocket#TOD~Earth	equinoctial_h~STAHR_Rocket#TOD~Earth	equinoctial_k~STAHR_Rocket#TOD~Earth	equinoctial_l~STAHR_Rocket#TOD~Earth	equinoctial_p~STAHR_Rocket@Earth	excess_velocity~STAHR_Rocket@Earth	flightpath_angle~STAHR_Rocket#LD~STAHR_Rocket:Earth	flightpath_angle~STAHR_Rocket#L~STAHR_Rocket:Earth	flightpath_heading~STAHR_Rocket#LD~STAHR_Rocket:Earth	flightpath_heading~STAHR_Rocket#L~STAHR_Rocket:Earth	flightpath_speed~STAHR_Rocket	flightpath_vertical~STAHR_Rocket#L~STAHR_Rocket:Earth	flight_time	flight_time~STAHR_Rocket	force_aero_axial~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	force_aero_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	force_aero_lateral~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	force_aero_normal~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	force_aero_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	force_aero_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	gps_time	gravity_force_x~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	gravity_force_y~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	gravity_force_z~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	gravity_potential~Esrange	gravity_potential~STAHR_Rocket@Earth	gravity~STAHR_Rocket	great_circle_distance~STAHR_Rocket	heat_flux_density~STAHR_Rocket	hload_lift~STAHR_Rocket	inclination~STAHR_Rocket#J2000	inclination~STAHR_Rocket#TOD~Earth	inertial_flightpath_vertical~STAHR_Rocket#L~STAHR_Rocket:Earth	inertial_flightpath~STAHR_Rocket#L~STAHR_Rocket:Earth	inertial_heading~STAHR_Rocket#L~STAHR_Rocket:Earth	inertial_speed~STAHR_Rocket	inertia_xx~STAHR_Rocket	inertia_xy~STAHR_Rocket	inertia_xz~STAHR_Rocket	inertia_yy~STAHR_Rocket	inertia_yz~STAHR_Rocket	inertia_zz~STAHR_Rocket	isp_vacuum~IB3:STAHR_Rocket	isp~IB3:STAHR_Rocket	julian_date_tt	julian_date_utc	knudsen_number~STAHR_Rocket	latitude~STAHR_Rocket#PCPF~Earth@Earth	lift_acc~STAHR_Rocket	lift_coeff~STAHR_Rocket	lift_drag_ratio~STAHR_Rocket	lift~STAHR_Rocket	load_factor_axial~STAHR_Rocket	load_factor_cross~STAHR_Rocket	load_factor_normal~STAHR_Rocket	load_factor~STAHR_Rocket	local_central_body_radius~STAHR_Rocket	longitude~STAHR_Rocket#PCPF~Earth@Earth	LONG~STAHR_Rocket	mach~STAHR_Rocket	magnetic_flux_density_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	magnetic_flux_density_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	magnetic_flux_density_radial~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	magnetic_flux_density_x~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	magnetic_flux_density_y~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	magnetic_flux_density_z~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	magnetic_flux_density~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	mass_flow~IB3:STAHR_Rocket	mass_total~STAHR_Rocket	mean_anomaly~STAHR_Rocket@Earth	mean_local_time_of_the_ascending_node~STAHR_Rocket	mean_motion~STAHR_Rocket@Earth	mission_time	moment_aero_x~STAHR_Rocket#B~STAHR_Rocket	moment_aero_y~STAHR_Rocket#B~STAHR_Rocket	moment_aero_z~STAHR_Rocket#B~STAHR_Rocket	Norm_Indep_Var	nozzle_area~IB3:STAHR_Rocket	OMEGA_X~STAHR_Rocket	omega_x~STAHR_Rocket#B~STAHR_Rocket	OMEGA_Y~STAHR_Rocket	omega_y~STAHR_Rocket#B~STAHR_Rocket	OMEGA_Z~STAHR_Rocket	omega_z~STAHR_Rocket#B~STAHR_Rocket	orbital_period~STAHR_Rocket@Earth	periapsis_argument~STAHR_Rocket#J2000	periapsis_argument~STAHR_Rocket#TOD~Earth	pitch_rate~STAHR_Rocket#J2000	pitch_rate~STAHR_Rocket#LO~STAHR_Rocket:Earth	pitch_rate~STAHR_Rocket#L~STAHR_Rocket:Earth	PITCH~Esrange#L~Esrange:Earth	PITCH~STAHR_Rocket	pitch~STAHR_Rocket#J2000	pitch~STAHR_Rocket#LD~STAHR_Rocket:Earth	pitch~STAHR_Rocket#LO~STAHR_Rocket:Earth	pitch~STAHR_Rocket#L~STAHR_Rocket:Earth	pitch~STAHR_Rocket#N~STAHR_Rocket	pitch~STAHR_Rocket#TOD~Earth	PROP_MASS~STAHR:STAHR_Rocket	quaternion_w~Earth#J2000	quaternion_w~IB3:STAHR_Rocket#B~STAHR_Rocket	quaternion_w~STAHR:STAHR_Rocket#B~STAHR_Rocket	quaternion_w~STAHR_Rocket#J2000	quaternion_w~STAHR_Rocket#L~STAHR_Rocket:Earth	quaternion_x~Earth#J2000	quaternion_x~IB3:STAHR_Rocket#B~STAHR_Rocket	quaternion_x~STAHR:STAHR_Rocket#B~STAHR_Rocket	quaternion_x~STAHR_Rocket#J2000	quaternion_x~STAHR_Rocket#L~STAHR_Rocket:Earth	quaternion_y~Earth#J2000	quaternion_y~IB3:STAHR_Rocket#B~STAHR_Rocket	quaternion_y~STAHR:STAHR_Rocket#B~STAHR_Rocket	quaternion_y~STAHR_Rocket#J2000	quaternion_y~STAHR_Rocket#L~STAHR_Rocket:Earth	quaternion_z~Earth#J2000	quaternion_z~IB3:STAHR_Rocket#B~STAHR_Rocket	quaternion_z~STAHR:STAHR_Rocket#B~STAHR_Rocket	quaternion_z~STAHR_Rocket#J2000	quaternion_z~STAHR_Rocket#L~STAHR_Rocket:Earth	radius_apoapsis~STAHR_Rocket@Earth	radius_periapsis~STAHR_Rocket@Earth	radius~STAHR_Rocket@Earth	reynolds_number~STAHR_Rocket	right_ascension~STAHR_Rocket#J2000@Earth	right_ascension~STAHR_Rocket#TOD~Earth@Earth	roll_rate~STAHR_Rocket#J2000	roll_rate~STAHR_Rocket#LO~STAHR_Rocket:Earth	roll_rate~STAHR_Rocket#L~STAHR_Rocket:Earth	ROLL~Esrange#L~Esrange:Earth	ROLL~STAHR_Rocket	roll~STAHR_Rocket#J2000	roll~STAHR_Rocket#LD~STAHR_Rocket:Earth	roll~STAHR_Rocket#LO~STAHR_Rocket:Earth	roll~STAHR_Rocket#L~STAHR_Rocket:Earth	roll~STAHR_Rocket#N~STAHR_Rocket	roll~STAHR_Rocket#TOD~Earth	R~STAHR_Rocket	semimajor~STAHR_Rocket@Earth	sideslip_rate~STAHR_Rocket#A~STAHR_Rocket:Earth	sideslip~STAHR_Rocket#A~STAHR_Rocket:Earth	side_force~STAHR_Rocket	SIDE_SLIP_ANGLE~Esrange#A~Esrange:Earth	SIDE_SLIP_ANGLE~STAHR_Rocket#A~STAHR_Rocket:Earth	solar_beta_angle~STAHR_Rocket#PF~STAHR_Rocket:Earth	sonic_velocity~STAHR_Rocket	static_stability_x~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	thrust_to_ew~STAHR_Rocket	thrust_vacuum~IB3:STAHR_Rocket	thrust_x~STAHR_Rocket#J2000	thrust_y~STAHR_Rocket#J2000	thrust_z~STAHR_Rocket#J2000	thrust~IB3:STAHR_Rocket	thrust~STAHR_Rocket	Time	torque_x~IB3:STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	torque_x~STAHR_Rocket#B~STAHR_Rocket	torque_y~IB3:STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	torque_y~STAHR_Rocket#B~STAHR_Rocket	torque_z~IB3:STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	torque_z~STAHR_Rocket#B~STAHR_Rocket	total_angle_of_attack_slope_normal_coefficient~STAHR_Rocket#TA~STAHR_Rocket@STAHR_Rocket	total_angle_of_attack~STAHR_Rocket#A~STAHR_Rocket:Earth	total_lift~STAHR_Rocket	total_solar_irradiance_at_earth~STAHR_Rocket	TRAJ_SMOOTHNESS~STAHR_Rocket	true_anomaly~STAHR_Rocket@Earth	u_length~STAHR_Rocket#LO~STAHR_Rocket:Earth	u_length~STAHR_Rocket#L~STAHR_Rocket:Earth	u_n~STAHR_Rocket#LO~STAHR_Rocket:Earth	u_r~STAHR_Rocket#LO~STAHR_Rocket:Earth	u_t~STAHR_Rocket#LO~STAHR_Rocket:Earth	u_x~STAHR_Rocket#L~STAHR_Rocket:Earth	u_y~STAHR_Rocket#L~STAHR_Rocket:Earth	u_z~STAHR_Rocket#L~STAHR_Rocket:Earth	velocity_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	velocity_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	velocity_rel_apoapsis~STAHR_Rocket@Earth	velocity_rel_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	velocity_rel_periapsis~STAHR_Rocket@Earth	velocity_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	VI_EAST~STAHR_Rocket	VI_NORTH~STAHR_Rocket	VI_RADIAL~STAHR_Rocket	vload_lift~STAHR_Rocket	vx~STAHR_Rocket#J2000@Earth	vx~STAHR_Rocket#TOD~Earth@Earth	vy~STAHR_Rocket#J2000@Earth	vy~STAHR_Rocket#TOD~Earth@Earth	vz~STAHR_Rocket#J2000@Earth	vz~STAHR_Rocket#TOD~Earth@Earth	wind_gust_p~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	wind_gust_q~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	wind_gust_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	wind_velocity_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	wind_velocity_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	wind_velocity_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	x_offset_CoM~Esrange	x_offset_CoM~Main_Stage:STAHR_Rocket	x_offset_CoM~STAHR_Rocket	x_offset_CoP~STAHR_Rocket	x_offset~IB3:STAHR_Rocket	x_offset~STAHR:STAHR_Rocket	x~Earth#J2000@SSB	x~STAHR_Rocket#J2000@Earth	x~STAHR_Rocket#TOD~Earth@Earth	x~Sun#L~STAHR_Rocket:Earth@STAHR_Rocket	yaw_rate~STAHR_Rocket#J2000	yaw_rate~STAHR_Rocket#LO~STAHR_Rocket:Earth	yaw_rate~STAHR_Rocket#L~STAHR_Rocket:Earth	YAW~Esrange#L~Esrange:Earth	YAW~STAHR_Rocket	yaw~STAHR_Rocket#J2000	yaw~STAHR_Rocket#LD~STAHR_Rocket:Earth	yaw~STAHR_Rocket#LO~STAHR_Rocket:Earth	yaw~STAHR_Rocket#L~STAHR_Rocket:Earth	yaw~STAHR_Rocket#N~STAHR_Rocket	yaw~STAHR_Rocket#TOD~Earth	y_offset_CoM~Esrange	y_offset_CoM~Main_Stage:STAHR_Rocket	y_offset_CoM~STAHR_Rocket	y_offset_CoP~STAHR_Rocket	y_offset~IB3:STAHR_Rocket	y_offset~STAHR:STAHR_Rocket	y~Earth#J2000@SSB	y~STAHR_Rocket#J2000@Earth	y~STAHR_Rocket#TOD~Earth@Earth	y~Sun#L~STAHR_Rocket:Earth@STAHR_Rocket	z_offset_CoM~Esrange	z_offset_CoM~Main_Stage:STAHR_Rocket	z_offset_CoM~STAHR_Rocket	z_offset_CoP~STAHR_Rocket	z_offset~IB3:STAHR_Rocket	z_offset~STAHR:STAHR_Rocket	z~Earth#J2000@SSB	z~STAHR_Rocket#J2000@Earth	z~STAHR_Rocket#TOD~Earth@Earth	z~Sun#L~STAHR_Rocket:Earth@STAHR_Rocket	z~Sun#L~STAHR_Rocket:Earth@STAHR_Rocket
-Phase Index	East Acceleration w/o Gravity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	North Acceleration w/o Gravity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Radial Acceleration w/o Gravity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	X-Acceleration w/o Gravity of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Y-Acceleration w/o Gravity of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Z-Acceleration w/o Gravity of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Norm of the Total Acceleration w/o Gravity of STAHR_Rocket	Acceleration X of STAHR_Rocket in J2000 at Earth	Acceleration Y of STAHR_Rocket in J2000 at Earth	Acceleration Z of STAHR_Rocket in J2000 at Earth	Acceleration of STAHR_Rocket in J2000 at Earth	East Aerodynamic Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	North Aerodynamic Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Radial Aerodynamic Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Aerodynamic Acceleration of STAHR_Rocket	Total Normal Acceleration w/o Gravity of STAHR_Rocket	East Thrust Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	North Thrust Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Radial Thrust Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Thrust Acceleration of STAHR_Rocket	Aerodynamic Reference Area of STAHR_Rocket	Aerodynamic Bank Angle of STAHR_Rocket	Aerodynamic Roll Angle of STAHR_Rocket	Air Path Angle of STAHR_Rocket in LD of STAHR_Rocket of Earth	Air Path Angle of STAHR_Rocket in L of STAHR_Rocket of Earth	Airpath Bank Angle of Esrange in A of Esrange of Earth	Airpath Bank Angle of STAHR_Rocket in A of STAHR_Rocket of Earth	Air Path Heading of STAHR_Rocket in LD of STAHR_Rocket of Earth	Air Path Heading of STAHR_Rocket in L of STAHR_Rocket of Earth	Air Path Speed of STAHR_Rocket	Apoapsis Altitude of STAHR_Rocket at Earth	Periapsis Altitude of STAHR_Rocket at Earth	Altitude of STAHR_Rocket at Earth	Angle 1 of IB3 of STAHR_Rocket in B of STAHR_Rocket	Angle 1 of IB3 of STAHR_Rocket in J2000	Angle 1 of STAHR of STAHR_Rocket in B of STAHR_Rocket	Angle 1 of STAHR of STAHR_Rocket in J2000	Angle 2 of IB3 of STAHR_Rocket in B of STAHR_Rocket	Angle 2 of IB3 of STAHR_Rocket in J2000	Angle 2 of STAHR of STAHR_Rocket in B of STAHR_Rocket	Angle 2 of STAHR of STAHR_Rocket in J2000	Angle 3 of IB3 of STAHR_Rocket in B of STAHR_Rocket	Angle 3 of IB3 of STAHR_Rocket in J2000	Angle 3 of STAHR of STAHR_Rocket in B of STAHR_Rocket	Angle 3 of STAHR of STAHR_Rocket in J2000	Angle Body Axis and Local Vertical Axis of STAHR_Rocket in L of STAHR_Rocket of Earth	Angle of Attack Rate of STAHR_Rocket in A of STAHR_Rocket of Earth	Angle of Attack of Esrange in A of Esrange of Earth	Angle of Attack of STAHR_Rocket in A of STAHR_Rocket of Earth	Angular velocity of STAHR_Rocket in B of STAHR_Rocket	Distance along Trajectory of STAHR_Rocket	Relative Ascending Node of STAHR_Rocket in TOD of Earth	Osculating Ascending Node of STAHR_Rocket in J2000	Osculating Ascending Node of STAHR_Rocket in TOD of Earth	Asymptote Declination of STAHR_Rocket in J2000	Asymptote Declination of STAHR_Rocket in TOD of Earth	Asymptote Right_Ascension of STAHR_Rocket in J2000	Asymptote Right Ascension of STAHR_Rocket in TOD of Earth	Atmospheric Density of STAHR_Rocket	Atmospheric Pressure of STAHR_Rocket	Atmospheric Temperature of STAHR_Rocket	Airpath Bank Angle Rate of STAHR_Rocket in A of STAHR_Rocket of Earth	Airpath Bank Angle of STAHR_Rocket in A of STAHR_Rocket of Earth	Bending Moment of STAHR_Rocket	Burn Time of IB3 of STAHR_Rocket	Cross Range of STAHR_Rocket	Declination of STAHR_Rocket in J2000 at Earth	Declination of STAHR_Rocket in PCPF~Earth at Earth	Declination of STAHR_Rocket in TOD~Earth at Earth	Declination of STAHR_Rocket	X Dimension of STAHR_Rocket	Y Dimension of STAHR_Rocket	Z Dimension of STAHR_Rocket	Down Range of STAHR_Rocket	Drag Acceleration of STAHR_Rocket	Drag Coefficient of STAHR_Rocket	Drag Force of STAHR_Rocket	Dummy Altitude	Dummy Declination	Dummy Latitude	Dummy Longitude	Dummy Radius	Dynamic Pressure of STAHR_Rocket	Dynamic Viscosity of STAHR_Rocket	Osculating Eccentricity of STAHR_Rocket at Earth	Osculating Eccentric Anomaly of STAHR_Rocket at Earth	Total Energy of STAHR_Rocket at Earth	Equinoctial Element f of STAHR_Rocket in TOD of Earth	Equinoctial Element g of STAHR_Rocket in TOD of Earth	Equinoctial Element h of STAHR_Rocket in TOD of Earth	Equinoctial Element k of STAHR_Rocket in TOD of Earth	Equinoctial Element L of STAHR_Rocket in TOD of Earth	Equinoctial Element p of STAHR_Rocket at Earth	Excess Velocity of STAHR_Rocket at Earth	Flight Path Angle of STAHR_Rocket in LD of STAHR_Rocket of Earth	Flight Path Angle of STAHR_Rocket in L of STAHR_Rocket of Earth	Flight Path Heading of STAHR_Rocket in LD of STAHR_Rocket of Earth	Flight Path Heading of STAHR_Rocket in L of STAHR_Rocket of Earth	Flight Path Speed of STAHR_Rocket	Angle Relative Velocity and Local Vertical of STAHR_Rocket in L of STAHR_Rocket of Earth	Flight Time	Flight time of STAHR_Rocket	Axial Aerodynamic Force of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	East Aerodynamic Force of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Lateral Aerodynamic Force of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Normal Aerodynamic Force of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	North Aerodynamic Force of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Radial Aerodynamic Force of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	GPS Time	Gravity Force x-Component of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Gravity Force y-Component of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Gravity Force z-Component of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Gravity Potential Energy of Esrange	Gravity Potential Energy of STAHR_Rocket at Earth	Gravity Acceleration of STAHR_Rocket	Distance along Great Circle of STAHR_Rocket	Heat Flux Density of STAHR_Rocket	Horizontal Lift Load Factor of STAHR_Rocket	Osculating Inclination of STAHR_Rocket in J2000	Osculating Inclination of STAHR_Rocket in TOD of Earth	Angle Inertial Velocity and Local Vertical of STAHR_Rocket in L of STAHR_Rocket of Earth	Inertial Flight Path Angle of STAHR_Rocket in L of STAHR_Rocket of Earth	Inertial Heading of STAHR_Rocket in L of STAHR_Rocket of Earth	Inertial Speed of STAHR_Rocket	Moment of Inertia Ixx of STAHR_Rocket	Moment of Inertia Ixy of STAHR_Rocket	Moment of Inertia Ixz of STAHR_Rocket	Moment of Inertia Iyy of STAHR_Rocket	Moment of Inertia Iyz of STAHR_Rocket	Moment of Inertia Izz of STAHR_Rocket	Vacuum Specific Impulse of IB3 of STAHR_Rocket	Specific Impulse of IB3 of STAHR_Rocket	Julian Date (TT)	Julian Date (UTC)	Knudsen Number of STAHR_Rocket	Geodetic Latitude of STAHR_Rocket in PCPF~Earth at Earth	Lift Acceleration of STAHR_Rocket	Lift Coefficient of STAHR_Rocket	Lift to Drag Ratio of STAHR_Rocket	Lift Force of STAHR_Rocket	Axial Load Factor of STAHR_Rocket	Side Load Factor of STAHR_Rocket	Normal Load Factor of STAHR_Rocket	Total Load Factor of STAHR_Rocket	Local Central Body Radius of STAHR_Rocket	Longitude of STAHR_Rocket in PCPF~Earth at Earth	Longitude of STAHR_Rocket	Mach Number of STAHR_Rocket	Magnetic Flux Density East of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Magnetic Flux Density North of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Magnetic Flux Density Radial of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Magnetic Flux Density X of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Magnetic Flux Density Y of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Magnetic Flux Density Z of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Magnetic Flux Density of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Total Mass Flow of IB3 of STAHR_Rocket	Total Mass of STAHR_Rocket	Osculating Mean Anomaly of STAHR_Rocket at Earth	Mean Local Time of the Ascending Node of STAHR_Rocket	Mean Motion of STAHR_Rocket at Earth	Mission Time	Aerodynamic Moment x of STAHR_Rocket in B of STAHR_Rocket	Aerodynamic Moment y of STAHR_Rocket in B of STAHR_Rocket	Aerodynamic Moment z of STAHR_Rocket in B of STAHR_Rocket	Normalized Independent Variable	Total Exit Area of IB3 of STAHR_Rocket	Angular Velocity about Body x-axis of STAHR_Rocket	Angular Velocity x of STAHR_Rocket in B of STAHR_Rocket	Angular Velocity about Body y-axis of STAHR_Rocket	Angular Velocity y of STAHR_Rocket in B of STAHR_Rocket	Angular Velocity about Body z-axis of STAHR_Rocket	Angular Velocity z of STAHR_Rocket in B of STAHR_Rocket	Orbital Period of STAHR_Rocket at Earth	Osculating Periapsis Argument of STAHR_Rocket in J2000	Osculating Periapsis Argument of STAHR_Rocket in TOD of Earth	Pitch Rate of STAHR_Rocket in J2000	Pitch Rate of STAHR_Rocket in LO of STAHR_Rocket of Earth	Pitch Rate of STAHR_Rocket in L of STAHR_Rocket of Earth	Pitch Angle of Esrange in L of Esrange of Earth	Pitch Angle of STAHR_Rocket	Pitch of STAHR_Rocket in J2000	Pitch of STAHR_Rocket in LD of STAHR_Rocket of Earth	Pitch of STAHR_Rocket in LO of STAHR_Rocket of Earth	Pitch of STAHR_Rocket in L of STAHR_Rocket of Earth	Pitch of STAHR_Rocket in N of STAHR_Rocket	Pitch of STAHR_Rocket in TOD of Earth	Propellant Mass of STAHR of STAHR_Rocket	Quaternion w of Earth in J2000	Quaternion w of IB3 of STAHR_Rocket in B of STAHR_Rocket	Quaternion w of STAHR of STAHR_Rocket in B of STAHR_Rocket	Quaternion w of STAHR_Rocket in J2000	Quaternion w of STAHR_Rocket in L of STAHR_Rocket of Earth	Quaternion x of Earth in J2000	Quaternion x of IB3 of STAHR_Rocket in B of STAHR_Rocket	Quaternion x of STAHR of STAHR_Rocket in B of STAHR_Rocket	Quaternion x of STAHR_Rocket in J2000	Quaternion x of STAHR_Rocket in L of STAHR_Rocket of Earth	Quaternion y of Earth in J2000	Quaternion y of IB3 of STAHR_Rocket in B of STAHR_Rocket	Quaternion y of STAHR of STAHR_Rocket in B of STAHR_Rocket	Quaternion y of STAHR_Rocket in J2000	Quaternion y of STAHR_Rocket in L of STAHR_Rocket of Earth	Quaternion z of Earth in J2000	Quaternion z of IB3 of STAHR_Rocket in B of STAHR_Rocket	Quaternion z of STAHR of STAHR_Rocket in B of STAHR_Rocket	Quaternion z of STAHR_Rocket in J2000	Quaternion z of STAHR_Rocket in L of STAHR_Rocket of Earth	Apoapsis Radius of STAHR_Rocket at Earth	Periapsis Radius of STAHR_Rocket at Earth	Radial Position of STAHR_Rocket at Earth	Reynolds Number of STAHR_Rocket	Right Ascension of STAHR_Rocket in J2000 at Earth	Right Ascension of STAHR_Rocket in TOD~Earth at Earth	Roll Rate of STAHR_Rocket in J2000	Roll Rate of STAHR_Rocket in LO of STAHR_Rocket of Earth	Roll Rate of STAHR_Rocket in L of STAHR_Rocket of Earth	Roll Angle of Esrange in L of Esrange of Earth	Roll Angle of STAHR_Rocket	Roll of STAHR_Rocket in J2000	Roll of STAHR_Rocket in LD of STAHR_Rocket of Earth	Roll of STAHR_Rocket in LO of STAHR_Rocket of Earth	Roll of STAHR_Rocket in L of STAHR_Rocket of Earth	Roll of STAHR_Rocket in N of STAHR_Rocket	Roll of STAHR_Rocket in TOD of Earth	Radial Position of STAHR_Rocket	Osculating Semimajor of STAHR_Rocket at Earth	Sideslip Angle Rate of STAHR_Rocket in A of STAHR_Rocket of Earth	Sideslip Angle of STAHR_Rocket in A of STAHR_Rocket of Earth	Side Force of STAHR_Rocket	Side Slip Angle of Esrange in A of Esrange of Earth	Side Slip Angle of STAHR_Rocket in A of STAHR_Rocket of Earth	Solar beta angle of STAHR_Rocket in PF of STAHR_Rocket of Earth	Speed of Sound of STAHR_Rocket	Static Stability along x-axis of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Thrust to Effective Weight Ratio of STAHR_Rocket	Vacuum Thrust of IB3 of STAHR_Rocket	Total Thrust x of STAHR_Rocket in J2000	Total Thrust y of STAHR_Rocket in J2000	Total Thrust z of STAHR_Rocket in J2000	Thrust of IB3 of STAHR_Rocket	Total Thrust of STAHR_Rocket	Time	Torque x of IB3 of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Torque x of STAHR_Rocket in B of STAHR_Rocket	Torque y of IB3 of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Torque y of STAHR_Rocket in B of STAHR_Rocket	Torque z of IB3 of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Torque z of STAHR_Rocket in B of STAHR_Rocket	Total Angle of Attack Slope Normal Coefficient of STAHR_Rocket in TA~STAHR_Rocket at STAHR_Rocket	Total Angle of Attack of STAHR_Rocket in A of STAHR_Rocket of Earth	Total Lift Force of STAHR_Rocket	Total Solar Irradiance At Earth of STAHR_Rocket	Integral of Gamma-Dot Squared of STAHR_Rocket	Osculating True Anomaly of STAHR_Rocket at Earth	Control Vector Length of STAHR_Rocket in LO of STAHR_Rocket of Earth	Control Vector Length of STAHR_Rocket in L of STAHR_Rocket of Earth	Normal Control Portion of STAHR_Rocket in LO of STAHR_Rocket of Earth	Radial Control Portion of STAHR_Rocket in LO of STAHR_Rocket of Earth	Transverse Control Portion of STAHR_Rocket in LO of STAHR_Rocket of Earth	Control Vector x of STAHR_Rocket in L of STAHR_Rocket of Earth	Control Vector y of STAHR_Rocket in L of STAHR_Rocket of Earth	Control Vector z of STAHR_Rocket in L of STAHR_Rocket of Earth	East Inertial Velocity Component of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	North Velocity Component of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Relative Velocity at Apoapsis of STAHR_Rocket at Earth	East Relative Velocity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Relative Velocity at Periapsis of STAHR_Rocket at Earth	Radial Velocity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Inertial Longitudinal Velocity of STAHR_Rocket	Inertial Latitudinal Velocity of STAHR_Rocket	Inertial Radial Velocity of STAHR_Rocket	Vertical Lift Load Factor of STAHR_Rocket	vx of STAHR_Rocket in J2000 at Earth	vx of STAHR_Rocket in TOD~Earth at Earth	vy of STAHR_Rocket in J2000 at Earth	vy of STAHR_Rocket in TOD~Earth at Earth	vz of STAHR_Rocket in J2000 at Earth	vz of STAHR_Rocket in TOD~Earth at Earth	Wind turbolence p of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Wind turbolence q of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Wind turbolence r of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	East Wind Velocity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	North Wind Velocity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Radial Wind Velocity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	x-Offset Center of Mass wrt Global Node of Esrange	x-Offset Center of Mass wrt Global Node of Main_Stage of STAHR_Rocket	x-Offset Center of Mass wrt Global Node of STAHR_Rocket	x-Offset of Static Center of Pressure  of STAHR_Rocket	x-Offset of Bottom Node wrt Global Node of IB3 of STAHR_Rocket	x-Offset of Bottom Node wrt Global Node of STAHR of STAHR_Rocket	x-Position of Earth in J2000 at SSB	x of STAHR_Rocket in J2000 at Earth	x of STAHR_Rocket in TOD~Earth at Earth	x of Sun in L~STAHR_Rocket:Earth at STAHR_Rocket	Yaw Rate of STAHR_Rocket in J2000	Yaw Rate of STAHR_Rocket in LO of STAHR_Rocket of Earth	Yaw Rate of STAHR_Rocket in L of STAHR_Rocket of Earth	Yaw Angle of Esrange in L of Esrange of Earth	Yaw Angle of STAHR_Rocket	Yaw of STAHR_Rocket in J2000	Yaw of STAHR_Rocket in LD of STAHR_Rocket of Earth	Yaw of STAHR_Rocket in LO of STAHR_Rocket of Earth	Yaw of STAHR_Rocket in L of STAHR_Rocket of Earth	Yaw of STAHR_Rocket in N of STAHR_Rocket	Yaw of STAHR_Rocket in TOD of Earth	y-Offset Center of Mass wrt Global Node of Esrange	y-Offset Center of Mass wrt Global Node of Main_Stage of STAHR_Rocket	y-Offset Center of Mass wrt Global Node of STAHR_Rocket	y-Offset of Static Center of Pressure  of STAHR_Rocket	y-Offset of Bottom Node wrt Global Node of IB3 of STAHR_Rocket	y-Offset of Bottom Node wrt Global Node of STAHR of STAHR_Rocket	y-Position of Earth in J2000 at SSB	y of STAHR_Rocket in J2000 at Earth	y of STAHR_Rocket in TOD~Earth at Earth	y of Sun in L~STAHR_Rocket:Earth at STAHR_Rocket	z-Offset Center of Mass wrt Global Node of Esrange	z-Offset Center of Mass wrt Global Node of Main_Stage of STAHR_Rocket	z-Offset Center of Mass wrt Global Node of STAHR_Rocket	z-Offset of Static Center of Pressure  of STAHR_Rocket	z-Offset of Bottom Node wrt Global Node of IB3 of STAHR_Rocket	z-Offset of Bottom Node wrt Global Node of STAHR of STAHR_Rocket	z-Position of Earth in J2000 at SSB	z of STAHR_Rocket in J2000 at Earth	z of STAHR_Rocket in TOD~Earth at Earth	z of Sun in L~STAHR_Rocket:Earth at STAHR_Rocket	z of Sun in L~STAHR_Rocket:Earth at STAHR_Rocket
-None	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter^2	Degree	Degree	Degree	Degree	Radian	Radian	Degree	Degree	Kilo-Meter/Second	Kilo-Meter	Kilo-Meter	Kilo-Meter	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Degree	Degree/Second	Radian	Radian	Degree/Second	Kilo-Meter	Degree	Degree	Degree	Degree	Degree	Degree	Degree	Kilogram/Meter**3	Pascal	Kelvin	Degree/Second	Degree	Pascal*Radian	Second	Kilo-Meter	Degree	Degree	Degree	Radian	Meter	Meter	Meter	Kilo-Meter	Meter/Second**2	None	Kilo-Newton	Meter	Degree	Degree	Degree	Meter	Pascal	Pascal*Second	None	Degree	Kilo-Joule/Kilogram	None	None	None	None	Degree	Kilo-Meter	Kilo-Meter/Second	Degree	Degree	Degree	Degree	Kilo-Meter/Second	Degree	Second	Second	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Second	Newton	Newton	Newton	Kilo-Joule/Kilogram	Kilo-Joule/Kilogram	Meter/Second**2	Kilo-Meter	Kilo-Watt/Meter**2	None	Degree	Degree	Degree	Degree	Degree	Kilo-Meter/Second	Kilogram*Meter**2	Kilogram*Meter**2	Kilogram*Meter**2	Kilogram*Meter**2	Kilogram*Meter**2	Kilogram*Meter**2	Second	Second	Day	Day	None	Degree	Meter/Second**2	None	None	Kilo-Newton	None	None	None	None	Kilo-Meter	Degree	Radian	None	Nano-Tesla	Nano-Tesla	Nano-Tesla	Nano-Tesla	Nano-Tesla	Nano-Tesla	Nano-Tesla	Kilogram/Second	Mega-Gram	Degree	Hour	Radian/Second	Second	Newton*Meter	Newton*Meter	Newton*Meter	None	Meter^2	Radian/Second	Degree/Second	Radian/Second	Degree/Second	Radian/Second	Degree/Second	Second	Degree	Degree	Degree/Second	Degree/Second	Degree/Second	Radian	Radian	Degree	Degree	Degree	Degree	Degree	Degree	Kilogram	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	Kilo-Meter	Kilo-Meter	Kilo-Meter	None	Degree	Degree	Degree/Second	Degree/Second	Degree/Second	Radian	Radian	Degree	Degree	Degree	Degree	Degree	Degree	Meter	Kilo-Meter	Degree/Second	Degree	Kilo-Newton	Radian	Radian	Degree	Meter/Second	Meter	None	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Second	Newton*Meter	Newton*Meter	Newton*Meter	Newton*Meter	Newton*Meter	Newton*Meter	None/Degree	Degree	Kilo-Newton	Watt/Meter**2	Radian^2/Second	Degree	None	None	None	None	None	None	None	None	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Meter/Second	Meter/Second	Meter/Second	None	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Degree/Second	Degree/Second	Degree/Second	Meter/Second	Meter/Second	Meter/Second	Meter	Meter	Meter	Meter	Meter	Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Degree/Second	Degree/Second	Degree/Second	Radian	Radian	Degree	Degree	Degree	Degree	Degree	Degree	Meter	Meter	Meter	Meter	Meter	Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Meter	Meter	Meter	Meter	Meter	Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter
- 1.00000000000000E+00	 2.32452945780892E-16	 2.31312154733763E-02	 9.82375317258386E+00	 9.67852498145304E+00	 2.32452945780892E-16	-1.68309703593414E+00	 9.82378040516892E+00	 5.78199798200330E-03	 1.14256473865165E-02	-1.38389956524775E-05	 1.28053547542698E-02	 0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 0.00000000000000E+00	 1.68309703593414E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.60000000000000E-02	 1.80000000000000E+02	 1.80000000000000E+02	 9.00000000000000E+01	 9.00000000000000E+01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-1.80133791602449E+01	-6.37657188456225E+03	 3.18999999999069E-01	 0.00000000000000E+00	-1.33325809036622E+00	 0.00000000000000E+00	-1.33325809036622E+00	 0.00000000000000E+00	 4.57560680649396E-01	 0.00000000000000E+00	 4.57560680649396E-01	 0.00000000000000E+00	-1.67514571821638E+00	 0.00000000000000E+00	-1.67514571821638E+00	 1.00000000000000E+01	 0.00000000000000E+00	 0.00000000000000E+00	-1.74532925199433E-01	 0.00000000000000E+00	 0.00000000000000E+00	-6.89200910000000E+01	 1.53107732789806E+02	 1.53316731347789E+02	 6.78125340718248E+01	 6.77509380596025E+01	-1.16539924395040E+02	 6.33167313477887E+01	 1.18792264439825E+00	 9.75512192455169E+04	 2.86076604048717E+02	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.33490075280391E-12	 6.78125340718248E+01	 6.77509380596025E+01	 6.77509380596025E+01	 1.18247694045480E+00	 5.58000000000000E+00	 1.82000000000000E-01	 1.82000000000000E-01	 4.48038164661604E-13	-0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.77935855920258E-05	 9.99507955983817E-01	 1.79999905720810E+02	-6.26563876291183E+04	 4.48837143382616E-01	 8.93062916481857E-01	-5.99853673489987E-01	 3.01475522371311E-01	 2.43316729869009E+02	 3.12946076982098E+00	-1.11943188831763E+01	 9.00000000000000E+01	 9.00000000000000E+01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 9.00000000000000E+01	 0.00000000000000E+00	-5.00000000000000E-02	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 1.41199914881601E+09	-8.82929250968647E+02	 0.00000000000000E+00	 1.54639711472696E+02	-6.26182448103343E+04	-6.26182448103343E+04	 9.82860818042826E+00	 0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 6.78129129006505E+01	 6.77509380596025E+01	 9.00000000000000E+01	-2.01161269442419E-16	 9.00000000000000E+01	 1.75605487556363E-01	 4.70000000000000E-01	 0.00000000000000E+00	 0.00000000000000E+00	 3.31000000000000E+02	 0.00000000000000E+00	 3.31000000000000E+02	 0.00000000000000E+00	 0.00000000000000E+00	 2.46058708333333E+06	 2.46058708253259E+06	 0.00000000000000E+00	 6.78854780000000E+01	-0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 9.84729964180067E-01	 2.36506473260147E-17	-1.71244697625213E-01	 9.99508803772547E-01	 6.35980462171966E+03	 2.10799090000000E+01	 3.67913818070785E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 9.12000000000000E-02	 1.79999811488010E+02	 9.38610948866941E+00	 3.51929160549484E-03	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 5.12700000000000E-03	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.78535512583537E+03	-8.98669426007161E+01	-9.00000000000000E+01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 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2.44155138546843E+07	-2.14873315982205E+03	-2.15169716885970E+03	-1.19409677354064E+08	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.06137932501074E+07	 5.88917692372081E+03	 5.88659144931010E+03	-8.54068013915766E+07	-8.54068013915766E+07
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4.18740372721088E-01	 1.75338208645569E-01	 2.16413476222372E-01	 2.15472644411006E-01	-4.19993844755915E-04	 4.47742428236086E+02	 4.64996388159213E-01	 1.75338208645569E+02	 2.16413476222372E+02	 4.64996388159213E+02	 3.72433681316705E-03	 1.69175349144165E-01	 1.68098084625038E-01	-5.62440488375649E-02	-5.57752892854833E-02	 5.11875208732665E-01	 5.12281243218328E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.79000000000000E+00	 2.49601996500000E+00	 1.87798428869493E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.46209976948956E+08	-1.06591641020528E+03	-1.07418645170587E+03	 2.27895981822808E+07	 2.90382921097624E-01	 2.74705738655811E-01	 9.52185672790626E-04	 0.00000000000000E+00	-1.94324543832016E-03	 6.17174729843207E+01	-1.11905711536460E-01	 1.53215513329053E+01	-1.11339762173795E-01	-5.64176670653446E-02	-1.11339762173795E-01	 0.00000000000000E+00	 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4.28468858737991E-01	 1.75341593112603E-01	 2.16005902448649E-01	 2.15104536019336E-01	-4.13890865342410E-04	 4.48205341556596E+02	 4.51129485027364E-01	 1.75341593112603E+02	 2.16005902448649E+02	 4.51129485027364E+02	 3.40138398568483E-03	 1.71337945371434E-01	 1.70279840584486E-01	-5.18686448605698E-02	-5.13939126158265E-02	 4.98872717820086E-01	 4.99283965359928E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.79000000000000E+00	 2.49601996500000E+00	 1.86757605573548E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.46209968913730E+08	-1.06568497884128E+03	-1.07395647164171E+03	 2.27812158044093E+07	 2.00347325348521E-01	 2.85909108690501E-01	 1.13980722805641E-03	 0.00000000000000E+00	-1.91839762326963E-03	 6.20454140756907E+01	-1.10459206295143E-01	 1.57045002589259E+01	-1.09916087241278E-01	-5.95429828256235E-02	-1.09916087241278E-01	 0.00000000000000E+00	 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5.17330923073232E-01	 1.75380525000566E-01	 2.13856155438394E-01	 2.13221606405923E-01	-3.39157428088040E-04	 4.50580186255771E+02	 3.49206819453579E-01	 1.75380525000566E+02	 2.13856155438394E+02	 3.49206819453579E+02	 1.93392838423146E-03	 1.87555230724462E-01	 1.86635335760148E-01	-1.90297575809354E-02	-1.85102362854160E-02	 4.03607594422545E-01	 4.04057927925692E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.79000000000000E+00	 2.49601996500000E+00	 1.69585612610619E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.46209908649659E+08	-1.06385555897180E+03	-1.07213712792673E+03	 2.27185608044523E+07	 3.85394138314594E-02	 3.99055950183066E-01	 2.63230007728413E-03	 0.00000000000000E+00	-1.57770266458248E-03	 6.29461195025929E+01	-9.07452962104175E-02	 1.91887222501031E+01	-9.03957040071203E-02	-8.82585929207859E-02	-9.03957040071203E-02	 0.00000000000000E+00	 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5.31492799477973E-01	 1.75387605761072E-01	 2.13652129136036E-01	 2.13049790278412E-01	-3.25246888110826E-04	 4.50797409889484E+02	 3.35796758818879E-01	 1.75387605761072E+02	 2.13652129136036E+02	 3.35796758818879E+02	 1.87094178346067E-03	 1.89717719186466E-01	 1.88815769194867E-01	-1.46468478506285E-02	-1.41213541895219E-02	 3.91101220462111E-01	 3.91556765273481E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.79000000000000E+00	 2.49601996500000E+00	 1.67940265969199E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.46209900614340E+08	-1.06359914376606E+03	-1.07188195095139E+03	 2.27102289526364E+07	 3.33010465117084E-02	 4.16824879854170E-01	 2.81427454855338E-03	 0.00000000000000E+00	-1.51313128783695E-03	 6.29948113962340E+01	-8.70189699484201E-02	 1.97460614670894E+01	-8.66960366422520E-02	-9.29117632660236E-02	-8.66960366422520E-02	 0.00000000000000E+00	 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2.10871916924926E-01	 2.10881923138337E-01	 3.71363559951234E-04	 4.53544067647618E+02	-8.02981958279999E-03	 1.75736609880371E+02	 2.10871916924926E+02	-8.02981958279999E+00	 1.15526825468097E-03	 2.45853102957758E-01	 2.45404499642734E-01	 9.94983749623856E-02	 1.00178902040925E-01	 7.12118287102483E-02	 7.18026360473301E-02	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.79000000000000E+00	 2.49601996500000E+00	 1.64848122643275E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.46209691693445E+08	-1.05590149133587E+03	-1.06420811883430E+03	 2.24945168191961E+07	 4.77888170152070E-03	 2.01677563029328E-02	 8.47502226630970E-03	 0.00000000000000E+00	 1.92801083447392E-03	 6.34070902357973E+01	 1.10467180754917E-01	 3.96967096943789E+01	 1.10466883670852E-01	-2.77128982041546E-01	 1.10466883670852E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 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2.10871916924926E-01	 2.10881923138337E-01	 3.71363559951234E-04	 4.53544067647618E+02	-8.02981958279999E-03	 1.75736609880371E+02	 2.10871916924926E+02	-8.02981958279999E+00	 1.15526825468097E-03	 2.45853102957758E-01	 2.45404499642734E-01	 9.94983749623856E-02	 1.00178902040925E-01	 7.12118287102483E-02	 7.18026360473301E-02	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.79000000000000E+00	 2.49601996500000E+00	 1.64848122643275E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.46209691693445E+08	-1.05590149133587E+03	-1.06420811883430E+03	 2.24945168191961E+07	 4.77888170152070E-03	 2.01677563029328E-02	 8.47502226630970E-03	 0.00000000000000E+00	 1.92801083447392E-03	 6.34070902357973E+01	 1.10467180754917E-01	 3.96967096943789E+01	 1.10466883670852E-01	-2.77128982041546E-01	 1.10466883670852E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 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0.00000000000000E+00	-1.30395238898322E+00	 1.68369087180979E+02	 3.99489807332501E-04	 0.00000000000000E+00	 0.00000000000000E+00	 1.92737516394893E-01	 0.00000000000000E+00	-4.00504082248821E+02	-1.77647564970427E+02	-1.77440147283305E+02	 6.81185417333839E+01	 6.80583494571510E+01	-1.15886607572745E+02	-1.16036349679823E+02	 1.22500017211685E+00	 1.01325103807480E+05	 2.88150056167535E+02	-1.75528630989160E-02	-1.36407050094270E+00	 1.39795627361743E+02	 0.00000000000000E+00	 3.83218018048400E+01	 6.81528949799991E+01	 6.80931041940351E+01	 6.80931041940351E+01	 1.18844886608947E+00	 5.58000000000000E+00	 1.82000000000000E-01	 1.82000000000000E-01	 3.45423085994778E+01	 2.40997524796717E+01	 3.78009740035014E-01	 1.16164503583401E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.18194455043001E+05	 1.78938054909219E-05	 9.99386541068633E-01	-1.75592064562711E+02	-6.25639619485908E+04	 1.34643284340406E-01	 9.90275034751031E-01	-7.06302686961282E-01	-3.15771046108150E-02	 2.62334476930804E+02	 3.90720131094350E+00	-1.11860593551609E+01	-7.83040021012160E+01	-7.84368532052662E+01	 1.51347992516939E+00	 1.53063182676253E+00	 4.39284090006313E-01	 1.68436853205266E+02	 1.97965031113410E+02	 1.97915031113410E+02	 1.16161510416262E+00	-5.71669049265912E-03	 4.69648930171935E-04	 2.59893583819738E-02	-2.08651345335245E-01	 1.14300361026445E+00	 1.41199934678104E+09	 4.63967507295606E+02	-2.26895661835027E+00	 9.60211845318588E+01	-6.26182448103343E+04	-6.26218258374501E+04	 9.82966394050333E+00	 5.15918328726910E+01	 5.19209436273570E+04	-1.23675876365549E-03	 7.05151481859404E+01	 7.05212481987168E+01	 1.55489071472333E+02	-6.54890714723334E+01	 6.33481912035157E+01	 4.72993722403989E-01	 4.70000000000000E-01	 0.00000000000000E+00	 0.00000000000000E+00	 3.31000000000000E+02	 0.00000000000000E+00	 3.31000000000000E+02	 0.00000000000000E+00	 0.00000000000000E+00	 2.46058708562460E+06	 2.46058708482385E+06	 1.15737302940165E-08	 6.82260021864017E+01	 5.10681951213439E-01	 8.01015494999786E-03	 2.11903400935010E-02	 2.46156533772499E-02	-2.45167399987085E+00	 9.91228563612502E-04	-5.48524498261780E-02	 2.45228774319587E+00	 6.35971597739103E+03	 2.10844851013064E+01	 3.67993686105486E-01	 1.29089524955195E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 4.82015338876972E-02	-1.71191177456007E+02	 1.13355003636768E+01	 3.51150741260708E-03	 1.97965031113410E+02	 0.00000000000000E+00	-4.35084689299661E-02	-1.36196930212420E-01	 7.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-3.36359788700600E-03	-1.92719962904565E-01	-4.53991109590309E-05	-2.60117745159860E-03	 1.78931284172193E+03	-1.00156503880867E+02	-1.00302624952367E+02	 1.92724442050992E-01	-2.91178166918985E-01	-1.91892460255579E-01	 1.57079632679490E+00	-1.36779860309057E+00	 5.65260977473493E+01	-7.82362359619683E+01	-8.44480199694209E+01	-7.83690871809793E+01	-1.68579791240984E+02	-7.83690871809793E+01	-1.29846611230277E+00	-3.65731519329010E-01	 1.00000000000000E+00	 1.00000000000000E+00	 2.50281369429778E-01	-1.01292435995597E-01	 1.11873045085838E-03	 0.00000000000000E+00	 0.00000000000000E+00	 7.48264511959663E-01	 2.55592011424244E-03	-4.43192193031198E-04	 0.00000000000000E+00	 0.00000000000000E+00	 4.64627053651146E-01	 9.94852360732915E-01	 9.30719618248241E-01	 0.00000000000000E+00	 0.00000000000000E+00	-4.01971587644671E-01	-1.44569242697674E-03	 6.36913265283385E+03	 1.95420006621390E+00	 6.35971596874990E+03	 1.65402321700889E+08	-1.15700816618379E+02	-1.15851579933178E+02	 3.39506186243953E-03	-1.14620935099214E+00	-1.73535693511057E-02	 0.00000000000000E+00	-2.37745545978765E-02	 1.79894085433484E+02	-1.34479166754204E+00	-1.52684008210867E+02	-1.36218163826167E+00	-5.58111421297927E-01	-1.36218163826167E+00	 6.35971596874990E+06	 3.18554342644998E+03	 4.15200800142493E-06	-1.22440754727052E-03	 4.44824641973403E-04	 0.00000000000000E+00	 0.00000000000000E+00	-8.07910650608704E+00	 3.40294140952787E+02	 8.24364789016490E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.97965031113410E+02	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-4.35084689299661E-02	 0.00000000000000E+00	-1.36196930212420E-01	 1.24817904999922E-01	 6.77671337398812E-02	 2.46196722185943E-02	 1.38388659498824E+03	 2.51617787594349E+02	-1.79922750833524E+02	 1.00000000000000E+00	 1.00000000000000E+00	 1.77708812727719E-01	-9.79466619364914E-01	 9.52088201206760E-02	-9.79466619364895E-01	 5.37840173425540E-03	 2.01534648000508E-01	 1.75379821403733E-01	 8.80221139642542E-02	 8.84251993007704E-02	 2.35203203600715E-03	 6.38605599724339E+02	-4.30368548027432E-01	 1.75379821403733E+02	 8.80221139642542E+01	-4.30368548027432E+02	 5.19384217370015E-02	 2.62962352670890E-01	 2.63454081347308E-01	 1.40794379232848E-01	 1.41522133376089E-01	-3.67084193731914E-01	-3.66451216698360E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.79000000000000E+00	 2.49601996500000E+00	 1.67165517598351E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.46209113878444E+08	-1.02634871320575E+03	-1.03464193964778E+03	 2.19243302595971E+07	 4.07014830878273E-03	-6.19357826305862E-02	 2.13256899604415E-02	 0.00000000000000E+00	 2.66808982251553E-02	 6.36186243550774E+01	 1.51167403066817E+00	 1.02363329781248E+01	 1.52870286191949E+00	-1.51298734942429E-01	 1.52870286191949E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.44208124679364E+07	-2.13251732323398E+03	-2.13535169483538E+03	-1.20667710891187E+08	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.06160903239375E+07	 5.90296242476439E+03	 5.90048950505447E+03	-8.39317033185696E+07	-8.39317033185696E+07
- 7.00000000000000E+00	-1.18599762944851E-01	-4.32872833095671E+00	 2.37130132191951E+01	-2.40991315104000E+01	 9.74344366853872E-03	-5.39181148104650E-01	 2.41051644010308E+01	-4.11676167207970E+00	-8.22197134947957E+00	 1.12715386135346E+01	 1.45463439479743E+01	-1.18599762944851E-01	-4.32872833095670E+00	 2.37130132191951E+01	 2.41051644010308E+01	 5.39269176910724E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.60000000000000E-02	-1.03526836310533E+00	-1.03526908707711E+00	-7.83040021012160E+01	-7.84368532052662E+01	 0.00000000000000E+00	 0.00000000000000E+00	 1.51347992516939E+00	 1.53063182676253E+00	 4.39284090006313E-01	-9.00434716614615E+00	-6.37618279993379E+03	-8.64115916192532E-06	 0.00000000000000E+00	 2.20611244972095E+00	 0.00000000000000E+00	 2.20611244972095E+00	 0.00000000000000E+00	-3.77919043706901E-01	 0.00000000000000E+00	-3.77919043706901E-01	 0.00000000000000E+00	-1.30395238898322E+00	 0.00000000000000E+00	-1.30395238898322E+00	 1.68369087180979E+02	 3.99489807332501E-04	 0.00000000000000E+00	 0.00000000000000E+00	 1.92737516394893E-01	 0.00000000000000E+00	-4.00504082248821E+02	-1.77647564970427E+02	-1.77440147283305E+02	 6.81185417333839E+01	 6.80583494571510E+01	-1.15886607572745E+02	-1.16036349679823E+02	 1.22500017211685E+00	 1.01325103807480E+05	 2.88150056167535E+02	-1.75528630989160E-02	-1.36407050094270E+00	 1.39795627361743E+02	 0.00000000000000E+00	 3.83218018048400E+01	 6.81528949799991E+01	 6.80931041940351E+01	 6.80931041940351E+01	 1.18844886608947E+00	 5.58000000000000E+00	 1.82000000000000E-01	 1.82000000000000E-01	 3.45423085994778E+01	 2.40997524796717E+01	 3.78009740035014E-01	 1.16164503583401E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.18194455043001E+05	 1.78938054909219E-05	 9.99386541068633E-01	-1.75592064562711E+02	-6.25639619485908E+04	 1.34643284340406E-01	 9.90275034751031E-01	-7.06302686961282E-01	-3.15771046108150E-02	 2.62334476930804E+02	 3.90720131094350E+00	-1.11860593551609E+01	-7.83040021012160E+01	-7.84368532052662E+01	 1.51347992516939E+00	 1.53063182676253E+00	 4.39284090006313E-01	 1.68436853205266E+02	 1.97965031113410E+02	 1.97915031113410E+02	 1.16161510416262E+00	-5.71669049265912E-03	 4.69648930171935E-04	 2.59893583819738E-02	-2.08651345335245E-01	 1.14300361026445E+00	 1.41199934678104E+09	 4.63967507295606E+02	-2.26895661835027E+00	 9.60211845318588E+01	-6.26182448103343E+04	-6.26218258374501E+04	 9.82966394050333E+00	 5.15918328726910E+01	 5.19209436273570E+04	-1.23675876365549E-03	 7.05151481859404E+01	 7.05212481987168E+01	 1.55489071472333E+02	-6.54890714723334E+01	 6.33481912035157E+01	 4.72993722403989E-01	 4.70000000000000E-01	 0.00000000000000E+00	 0.00000000000000E+00	 3.31000000000000E+02	 0.00000000000000E+00	 3.31000000000000E+02	 0.00000000000000E+00	 0.00000000000000E+00	 2.46058708562460E+06	 2.46058708482385E+06	 1.15737302940165E-08	 6.82260021864017E+01	 5.10681951213439E-01	 8.01015494999786E-03	 2.11903400935010E-02	 2.46156533772499E-02	-2.45167399987085E+00	 9.91228563612502E-04	-5.48524498261780E-02	 2.45228774319587E+00	 6.35971597739103E+03	 2.10844851013064E+01	 3.67993686105486E-01	 1.29089524955195E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 4.82015338876972E-02	-1.71191177456007E+02	 1.13355003636768E+01	 3.51150741260708E-03	 1.97965031113410E+02	 0.00000000000000E+00	-4.35084689299661E-02	-1.36196930212420E-01	 7.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-3.36359788700600E-03	-1.92719962904565E-01	-4.53991109590309E-05	-2.60117745159860E-03	 1.78931284172193E+03	-1.00156503880867E+02	-1.00302624952367E+02	 1.92724442050992E-01	-2.91178166918985E-01	-1.91892460255579E-01	 1.57079632679490E+00	-1.36779860309057E+00	 5.65260977473493E+01	-7.82362359619683E+01	-8.44480199694209E+01	-7.83690871809793E+01	-1.68579791240984E+02	-7.83690871809793E+01	-1.29846611230277E+00	-3.65731519329010E-01	 1.00000000000000E+00	 1.00000000000000E+00	 2.50281369429778E-01	-1.01292435995597E-01	 1.11873045085838E-03	 0.00000000000000E+00	 0.00000000000000E+00	 7.48264511959663E-01	 2.55592011424244E-03	-4.43192193031198E-04	 0.00000000000000E+00	 0.00000000000000E+00	 4.64627053651146E-01	 9.94852360732915E-01	 9.30719618248241E-01	 0.00000000000000E+00	 0.00000000000000E+00	-4.01971587644671E-01	-1.44569242697674E-03	 6.36913265283385E+03	 1.95420006621390E+00	 6.35971596874990E+03	 1.65402321700889E+08	-1.15700816618379E+02	-1.15851579933178E+02	 3.39506186243953E-03	-1.14620935099214E+00	-1.73535693511057E-02	 0.00000000000000E+00	-2.37745545978765E-02	 1.79894085433484E+02	-1.34479166754204E+00	-1.52684008210867E+02	-1.36218163826167E+00	-5.58111421297927E-01	-1.36218163826167E+00	 6.35971596874990E+06	 3.18554342644998E+03	 4.15200800142493E-06	-1.22440754727052E-03	 4.44824641973403E-04	 0.00000000000000E+00	 0.00000000000000E+00	-8.07910650608704E+00	 3.40294140952787E+02	 8.24364789016490E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.97965031113410E+02	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-4.35084689299661E-02	 0.00000000000000E+00	-1.36196930212420E-01	 1.24817904999922E-01	 6.77671337398812E-02	 2.46196722185943E-02	 1.38388659498824E+03	 2.51617787594349E+02	-1.79922750833524E+02	 1.00000000000000E+00	 1.00000000000000E+00	 1.77708812727719E-01	-9.79466619364914E-01	 9.52088201206760E-02	-9.79466619364895E-01	 5.37840173425540E-03	 2.01534648000508E-01	 1.75379821403733E-01	 8.80221139642542E-02	 8.84251993007704E-02	 2.35203203600715E-03	 6.38605599724339E+02	-4.30368548027432E-01	 1.75379821403733E+02	 8.80221139642542E+01	-4.30368548027432E+02	 5.19384217370015E-02	 2.62962352670890E-01	 2.63454081347308E-01	 1.40794379232848E-01	 1.41522133376089E-01	-3.67084193731914E-01	-3.66451216698360E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.79000000000000E+00	 2.49601996500000E+00	 1.67165517598351E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.46209113878444E+08	-1.02634871320575E+03	-1.03464193964778E+03	 2.19243302595971E+07	 4.07014830878273E-03	-6.19357826305862E-02	 2.13256899604415E-02	 0.00000000000000E+00	 2.66808982251553E-02	 6.36186243550774E+01	 1.51167403066817E+00	 1.02363329781248E+01	 1.52870286191949E+00	-1.51298734942429E-01	 1.52870286191949E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.44208124679364E+07	-2.13251732323398E+03	-2.13535169483538E+03	-1.20667710891187E+08	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.06160903239375E+07	 5.90296242476439E+03	 5.90048950505447E+03	-8.39317033185696E+07	-8.39317033185696E+07
+	Time	Phase	declination	longitude	latitude	altitude	x_FL	y_FL	z_FL	vx_FL	vy_FL	vz_FL	pitch_l	yaw_l	roll_l	atmos_pressure	atmos_temperature	sonic_velocity	mach	OMEGA_X	OMEGA_Y	OMEGA_Z	mass_total	flightpath_speed	acc_total	drag
+0	Second		Degree	Degree	Degree	Kilo-Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter / Second	Kilo-Meter / Second	Kilo-Meter / Second	Degree	Degree	Degree	Pascal	Kelvin	Meter / Second		Radian / Second	Radian / Second	Radian / Second	Mega-Gram	Kilo-Meter / Second	Meter/Second**2	Kilo-Newton
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+1796	197.818314281397	7.0	68.0929874249432	21.0844767471033	68.2258846676053	0.0632532250052318	-37.506324011737554	-0.08765867417685784	-9.545280004942596	0.0010440979528582698	0.0035308130406171774	-0.45434789940724385	-78.3410154877544	1.52552480634231	-1.35958746310389	100567.441374587	287.738858128548	340.051249729154	1.29808322823306	0.0	-0.00334488784064283	-4.3693429072442e-05	0.0482015338876972	0.441414824013107	24.19201554271721	1.16583058365927
+1797	197.825650122998	7.0	68.0929932834683	21.0844771658383	68.2258905636662	0.0600830083489418	-37.50626034061871	-0.08764565482024972	-9.548832380599299	0.0010568828220273664	0.0035316425289790144	-0.4542409396105686	-78.3424154153595	1.52568326955691	-1.35971673694234	100605.299931952	287.759464137007	340.063425654102	1.29772256355143	0.0	-0.00334562794095308	-4.3705522836913e-05	0.0482015338876972	0.441307980509921	24.187666740440275	1.16562099130705
+1798	197.832985964598	7.0	68.0929991398768	21.0844775844653	68.2258964576052	0.0569135428648442	-37.506196575153204	-0.08763262545106823	-9.552383891967558	0.0010696618279309432	0.003532471801757232	-0.4541340116867164	-78.3438156667576	1.52584177651757	-1.3598460540873	100643.161091929	287.780065283486	340.075598270357	1.29736203237184	0.0	-0.00334641732978375	-4.37177190193208e-05	0.0482015338876972	0.441201169332101	24.183318604084878	1.16541143211309
+1799	197.840321806199	7.0	68.0930049941692	21.0844780029842	68.2259023494227	0.0537448283275589	-37.50613271539904	-0.08761958606811472	-9.555934539301528	0.0010824349815692703	0.003533300858972405	-0.45402711563081055	-78.3452162610526	1.52600032929221	-1.35997541656448	100681.024851707	287.800661569438	340.087767579133	1.29700163464995	0.0	-0.00334724851164534	-4.37300087160153e-05	0.0482015338876972	0.441094390474588	24.178971130622443	1.16520190607061
+1800	197.8476576478	7.0	68.0930108463463	21.0844784213953	68.2259082391196	0.0505768645191565	-37.50606876141187	-0.08760653668320452	-9.559484322863012	0.0010952022948700739	0.00353412970071543	-0.45392025143801257	-78.3466172143866	1.52615892962003	-1.36010482607768	100718.891208385	287.821252996263	340.099933581613	1.29664137034154	0.0	-0.00334811487029299	-4.37423839748313e-05	0.0482015338876972	0.44098764393233	24.17462431756083	1.1649924131748
+1801	197.8549934894	7.0	68.0930166964088	21.0844788396983	68.2259141266966	0.0474096512105316	-37.50600471324777	-0.0875934772884982	-9.563033242911649	0.0011079637804085486	0.003534958326990224	-0.4538134191034806	-78.3480185402894	1.52631757895029	-1.36023428404675	100756.760159202	287.841839565435	340.112096279023	1.29628123940226	0.0	-0.00334901057158418	-4.37548376870566e-05	0.0482015338876972	0.440880929700273	24.17027816292093	1.1647829534245
+1802	197.862329331001	7.0	68.0930225443572	21.0844792578935	68.2259200121541	0.0442431881725788	-37.50594057096459	-0.08758040789569392	-9.56658129970098	0.001120719451210499	0.0035357867378995353	-0.4537066186223244	-78.3494202499881	1.52647627847678	-1.36036379164138	100794.631701394	287.86242127843	340.124255672588	1.29592124178778	0.0	-0.00334993047689734	-4.37673634920941e-05	0.0482015338876972	0.440774247773364	24.16593266515138	1.1645735268207
+1803	197.869665172602	7.0	68.0930283901923	21.0844796759807	68.2259258954931	0.0410774751864374	-37.505876334617405	-0.08756732850039248	-9.570128493493716	0.0011334693208494796	0.0035366149334743868	-0.4535998499896943	-78.3508223526829	1.52663502916851	-1.36049334981111	100832.50583208	287.882998136656	340.136411763494	1.29556137745393	0.0	-0.00335087006596428	-4.37799556929757e-05	0.0482015338876972	0.440667598146548	24.161587823052788	1.16436413336512
+1804	197.877001014202	7.0	68.0930342339147	21.0844800939601	68.2259317767139	0.0379125120267272	-37.50581200426316	-0.08755423911097819	-9.573674824544623	0.0011462134031209235	0.003537442913810417	-0.4534931132007366	-78.3522248557923	1.52679383179702	-1.36062295931211	100870.382548456	287.903570141563	340.148564552953	1.29520164635647	0.0	-0.00335182536809873	-4.37926091814554e-05	0.0482015338876972	0.440560980814774	24.15724363576911	1.16415477306183
+1805	197.884336855803	7.0	68.0930400755251	21.0844805118316	68.2259376558175	0.0347482984699309	-37.505747579957344	-0.08754113972623113	-9.57722029311511	0.0011589517121201542	0.00353827067896149	-0.4533864082505506	-78.3536277651711	1.52695268696061	-1.36075262073087	100908.2618477	287.92413729459	340.160714042168	1.29484204845121	0.0	-0.00335279290091415	-4.38053193719585e-05	0.0482015338876972	0.440454395772988	24.15290010272785	1.16394544591615
+1806	197.891672697404	7.0	68.0930459150241	21.0844809295953	68.2259435328044	0.0315848342888057	-37.50568306175655	-0.08752803035134572	-9.58076489946035	0.0011716842620322085	0.0035390982290139043	-0.45327973513427705	-78.3550310853036	1.5271115951059	-1.36088233450536	100946.143727035	287.944699597198	340.172860232357	1.29448258369392	0.0	-0.00335376961571482	-4.38180821430318e-05	0.0482015338876972	0.440347843016134	24.148557223615146	1.16373615193506
+1807	197.899008539004	7.0	68.0930517524125	21.0844813472511	68.2259494076753	0.0284221192616969	-37.505618449715506	-0.08751491098499328	-9.584308643842457	0.0011844110672117533	0.0035399255640255495	-0.45317309384705307	-78.3564348194753	1.527270556547	-1.36101210094375	100984.028183619	287.965257050814	340.185003124715	1.29412325204048	0.0	-0.0033547528488433	-4.38308937852707e-05	0.0482015338876972	0.440241322539159	24.144214998322603	1.16352689112601
+1808	197.906344380605	7.0	68.0930575876908	21.0844817647992	68.2259552804309	0.0252601531604305	-37.50555374389149	-0.08750178163579089	-9.587851526514193	0.0011971321419140166	0.0035407526841029543	-0.45306648438396946	-78.357838969926	1.5274295714825	-1.36114192024108	101021.915214691	287.985809656907	340.197142720463	1.29376405344668	0.0	-0.00335574027833433	-4.38437509555793e-05	0.0482015338876972	0.440134834337006	24.13987342694579	1.1633176634981
+1809	197.913680222205	7.0	68.0930634208598	21.0844821822395	68.2259611510718	0.0220989357633516	-37.50548894433844	-0.087488642302394	-9.59139354773925	0.0012098475005205619	0.003541579589306858	-0.4529599067401728	-78.3592435379846	1.52758864001053	-1.36127179249403	101059.804817411	288.006357416903	340.209279020796	1.29340498786843	0.0	-0.00335672988530404	-4.38566506363738e-05	0.0482015338876972	0.440028378404619	24.135532509728417	1.16310846906057
+1810	197.921016063806	7.0	68.09306925192	21.0844825995721	68.2259670195986	0.0189384668478742	-37.50542405111385	-0.08747549299000784	-9.59493470776874	0.0012225571571761276	0.0035424062797294	-0.452853360910749	-78.360648524189	1.5277477621422	-1.36140171771399	101097.696988954	288.026900332235	340.221412026913	1.29304605526162	0.0	-0.00335771991955909	-4.38695900997455e-05	0.0482015338876972	0.43992195473694	24.131192247057072	1.16289930782341
+1811	197.928351905407	7.0	68.0930750808722	21.084483016797	68.225972886012	0.015778746182099	-37.50535906427154	-0.08746233370059972	-9.598475006866193	0.0012352611260841662	0.0035432327554485777	-0.45274684689082645	-78.3620539283931	1.52790693781342	-1.36153169583876	101135.59172661	288.047438404394	340.233541740048	1.29268725558207	0.0	-0.00335870886896947	-4.38825668754485e-05	0.0482015338876972	0.439815563328908	24.12685263946096	1.16269017979832
+1812	197.935687747008	7.0	68.0930809077169	21.0844834339142	68.2259787503128	0.0126197735518217	-37.50529398386831	-0.08744916443616274	-9.602014445283354	0.0012479594211648923	0.003544059016541929	-0.4526403646755158	-78.3634597498603	1.52806616689542	-1.36166172674274	101173.489027455	288.06797163476	340.245668161366	1.29232858878582	0.0	-0.00335969543219737	-4.38955787225037e-05	0.0482015338876972	0.439709204175465	24.12251368753071	1.16248108499549
+1813	197.943023588608	7.0	68.0930867324549	21.0844838509237	68.2259846125014	0.00946154872514308	-37.505228809957956	-0.087435985198682	-9.605553023283168	0.0012606520563153885	0.0035448850630877505	-0.45253391425993944	-78.3648659873471	1.52822544920408	-1.36179181024613	101211.388888782	288.088500024824	340.257791292102	1.2919700548287	0.0	-0.00336067849441803	-4.39086236044563e-05	0.0482015338876972	0.439602877271548	24.118175391985496	1.16227202342755
+1814	197.950359430209	7.0	68.0930925550869	21.0844842678255	68.2259904725787	0.00630407147947699	-37.5051635425954	-0.08742279599011787	-9.609090741124549	0.0012733390451860256	0.0035457108951639634	-0.45242749563917634	-78.3662726391771	1.5283847845081	-1.36192194612294	101249.291307772	288.10902357602	340.269911133452	1.29161165366668	0.0	-0.00336165710570671	-4.39216996671257e-05	0.0482015338876972	0.439496582612092	24.11383775359613	1.16206299510645
+1815	197.957695271809	7.0	68.0930983756134	21.0844846846198	68.2259963305453	0.00314734159503132	-37.505098181836885	-0.08740959681898139	-9.612627599059302	0.0012860204011523513	0.003546536512878438	-0.45232110880836	-78.3676797033059	1.52854417253636	-1.36205213410814	101287.196281576	288.129542289761	340.282027686604	1.2912533852558	0.0	-0.00336263046180547	-4.39348052187058e-05	0.0482015338876972	0.439390320192035	24.109500773188138	1.16185400004417
+1816	197.96503111341	7.0	68.0931041940351	21.0844851013064	68.2260021864017	-8.64115916192532e-06	-37.50503272773675	-0.0873963876807055	-9.616163597347875	0.0012986961374058844	0.0035473619246396922	-0.45221475376296566	-78.3690871809793	1.52870286191949	-1.36218163826167	101325.10380748	288.150056167535	340.294140952787	1.29089524955195	0.0	-0.003363597887006	-4.53991109590309e-05	0.0482015338876972	0.439284090006313	24.10516440103075	1.16164503583401
+1817	197.96503111341	7.0	68.0931041940351	21.0844851013064	68.2260021864017	-8.64115916192532e-06	-37.50503272773675	-0.0873963876807055	-9.616163597347875	0.0012986961374058844	0.0035473619246396922	-0.45221475376296566	-78.3690871809793	1.52870286191949	-1.36218163826167	101325.10380748	288.150056167535	340.294140952787	1.29089524955195	0.0	-0.003363597887006	-4.53991109590309e-05	0.0482015338876972	0.439284090006313	24.10516440103075	1.16164503583401
diff --git a/data/simulations/raw/40km.txt b/data/simulations/raw/40km.txt
new file mode 100644
index 0000000..6198c06
--- /dev/null
+++ b/data/simulations/raw/40km.txt
@@ -0,0 +1,1819 @@
+Phase	acceleration_without_gravity_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acceleration_without_gravity_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acceleration_without_gravity_radial~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acceleration_without_gravity_x~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	acceleration_without_gravity_y~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	acceleration_without_gravity_z~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	acceleration_without_gravity~STAHR_Rocket	acceleration_x~STAHR_Rocket#J2000@Earth	acceleration_y~STAHR_Rocket#J2000@Earth	acceleration_z~STAHR_Rocket#J2000@Earth	acceleration~STAHR_Rocket#J2000@Earth	acc_aero_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_aero_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_aero_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_aero~STAHR_Rocket	acc_normal~STAHR_Rocket	acc_thrust_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_thrust_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_thrust_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	acc_thrust~STAHR_Rocket	aero_area_ref~STAHR_Rocket	aero_bank_angle~STAHR_Rocket	aero_roll_angle~STAHR_Rocket	airpath_angle~STAHR_Rocket#LD~STAHR_Rocket:Earth	airpath_angle~STAHR_Rocket#L~STAHR_Rocket:Earth	AIRPATH_BANK_ANGLE~Esrange#A~Esrange:Earth	AIRPATH_BANK_ANGLE~STAHR_Rocket#A~STAHR_Rocket:Earth	airpath_heading~STAHR_Rocket#LD~STAHR_Rocket:Earth	airpath_heading~STAHR_Rocket#L~STAHR_Rocket:Earth	airpath_speed~STAHR_Rocket	altitude_apoapsis~STAHR_Rocket@Earth	altitude_periapsis~STAHR_Rocket@Earth	altitude~STAHR_Rocket@Earth	angle1~IB3:STAHR_Rocket#B~STAHR_Rocket	angle1~IB3:STAHR_Rocket#J2000	angle1~STAHR:STAHR_Rocket#B~STAHR_Rocket	angle1~STAHR:STAHR_Rocket#J2000	angle2~IB3:STAHR_Rocket#B~STAHR_Rocket	angle2~IB3:STAHR_Rocket#J2000	angle2~STAHR:STAHR_Rocket#B~STAHR_Rocket	angle2~STAHR:STAHR_Rocket#J2000	angle3~IB3:STAHR_Rocket#B~STAHR_Rocket	angle3~IB3:STAHR_Rocket#J2000	angle3~STAHR:STAHR_Rocket#B~STAHR_Rocket	angle3~STAHR:STAHR_Rocket#J2000	angle_body_and_local_vertical~STAHR_Rocket#L~STAHR_Rocket:Earth	angle_of_attack_rate~STAHR_Rocket#A~STAHR_Rocket:Earth	ANGLE_OF_ATTACK~Esrange#A~Esrange:Earth	ANGLE_OF_ATTACK~STAHR_Rocket#A~STAHR_Rocket:Earth	angular_velocity~STAHR_Rocket#B~STAHR_Rocket	arc_length~STAHR_Rocket	ascending_node_rel~STAHR_Rocket#TOD~Earth	ascending_node~STAHR_Rocket#J2000	ascending_node~STAHR_Rocket#TOD~Earth	asymptote_decl~STAHR_Rocket#J2000	asymptote_decl~STAHR_Rocket#TOD~Earth	asymptote_right_ascension~STAHR_Rocket#J2000	asymptote_right_ascension~STAHR_Rocket#TOD~Earth	atmos_density~STAHR_Rocket	atmos_pressure~STAHR_Rocket	atmos_temperature~STAHR_Rocket	bank_angle_rate~STAHR_Rocket#A~STAHR_Rocket:Earth	bank_angle~STAHR_Rocket#A~STAHR_Rocket:Earth	bending_moment~STAHR_Rocket	burn_time~IB3:STAHR_Rocket	cross_range~STAHR_Rocket	declination~STAHR_Rocket#J2000@Earth	declination~STAHR_Rocket#PCPF~Earth@Earth	declination~STAHR_Rocket#TOD~Earth@Earth	DECL~STAHR_Rocket	dimension_x~STAHR_Rocket	dimension_y~STAHR_Rocket	dimension_z~STAHR_Rocket	down_range~STAHR_Rocket	drag_acc~STAHR_Rocket	drag_coeff~STAHR_Rocket	drag~STAHR_Rocket	dummy_altitude	dummy_declination	dummy_latitude	dummy_longitude	dummy_radius	dynamic_pressure~STAHR_Rocket	dyn_viscosity~STAHR_Rocket	eccentricity~STAHR_Rocket@Earth	eccentric_anomaly~STAHR_Rocket@Earth	energy_total~STAHR_Rocket@Earth	equinoctial_f~STAHR_Rocket#TOD~Earth	equinoctial_g~STAHR_Rocket#TOD~Earth	equinoctial_h~STAHR_Rocket#TOD~Earth	equinoctial_k~STAHR_Rocket#TOD~Earth	equinoctial_l~STAHR_Rocket#TOD~Earth	equinoctial_p~STAHR_Rocket@Earth	excess_velocity~STAHR_Rocket@Earth	flightpath_angle~STAHR_Rocket#LD~STAHR_Rocket:Earth	flightpath_angle~STAHR_Rocket#L~STAHR_Rocket:Earth	flightpath_heading~STAHR_Rocket#LD~STAHR_Rocket:Earth	flightpath_heading~STAHR_Rocket#L~STAHR_Rocket:Earth	flightpath_speed~STAHR_Rocket	flightpath_vertical~STAHR_Rocket#L~STAHR_Rocket:Earth	flight_time	flight_time~STAHR_Rocket	force_aero_axial~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	force_aero_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	force_aero_lateral~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	force_aero_normal~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	force_aero_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	force_aero_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	gps_time	gravity_force_x~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	gravity_force_y~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	gravity_force_z~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	gravity_potential~Esrange	gravity_potential~STAHR_Rocket@Earth	gravity~STAHR_Rocket	great_circle_distance~STAHR_Rocket	heat_flux_density~STAHR_Rocket	hload_lift~STAHR_Rocket	inclination~STAHR_Rocket#J2000	inclination~STAHR_Rocket#TOD~Earth	inertial_flightpath_vertical~STAHR_Rocket#L~STAHR_Rocket:Earth	inertial_flightpath~STAHR_Rocket#L~STAHR_Rocket:Earth	inertial_heading~STAHR_Rocket#L~STAHR_Rocket:Earth	inertial_speed~STAHR_Rocket	inertia_xx~STAHR_Rocket	inertia_xy~STAHR_Rocket	inertia_xz~STAHR_Rocket	inertia_yy~STAHR_Rocket	inertia_yz~STAHR_Rocket	inertia_zz~STAHR_Rocket	isp_vacuum~IB3:STAHR_Rocket	isp~IB3:STAHR_Rocket	julian_date_tt	julian_date_utc	knudsen_number~STAHR_Rocket	latitude~STAHR_Rocket#PCPF~Earth@Earth	lift_acc~STAHR_Rocket	lift_coeff~STAHR_Rocket	lift_drag_ratio~STAHR_Rocket	lift~STAHR_Rocket	load_factor_axial~STAHR_Rocket	load_factor_cross~STAHR_Rocket	load_factor_normal~STAHR_Rocket	load_factor~STAHR_Rocket	local_central_body_radius~STAHR_Rocket	longitude~STAHR_Rocket#PCPF~Earth@Earth	LONG~STAHR_Rocket	mach~STAHR_Rocket	magnetic_flux_density_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	magnetic_flux_density_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	magnetic_flux_density_radial~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	magnetic_flux_density_x~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	magnetic_flux_density_y~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	magnetic_flux_density_z~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	magnetic_flux_density~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	mass_flow~IB3:STAHR_Rocket	mass_total~STAHR_Rocket	mean_anomaly~STAHR_Rocket@Earth	mean_local_time_of_the_ascending_node~STAHR_Rocket	mean_motion~STAHR_Rocket@Earth	mission_time	moment_aero_x~STAHR_Rocket#B~STAHR_Rocket	moment_aero_y~STAHR_Rocket#B~STAHR_Rocket	moment_aero_z~STAHR_Rocket#B~STAHR_Rocket	Norm_Indep_Var	nozzle_area~IB3:STAHR_Rocket	OMEGA_X~STAHR_Rocket	omega_x~STAHR_Rocket#B~STAHR_Rocket	OMEGA_Y~STAHR_Rocket	omega_y~STAHR_Rocket#B~STAHR_Rocket	OMEGA_Z~STAHR_Rocket	omega_z~STAHR_Rocket#B~STAHR_Rocket	orbital_period~STAHR_Rocket@Earth	periapsis_argument~STAHR_Rocket#J2000	periapsis_argument~STAHR_Rocket#TOD~Earth	pitch_rate~STAHR_Rocket#J2000	pitch_rate~STAHR_Rocket#LO~STAHR_Rocket:Earth	pitch_rate~STAHR_Rocket#L~STAHR_Rocket:Earth	PITCH~Esrange#L~Esrange:Earth	PITCH~STAHR_Rocket	pitch~STAHR_Rocket#J2000	pitch~STAHR_Rocket#LD~STAHR_Rocket:Earth	pitch~STAHR_Rocket#LO~STAHR_Rocket:Earth	pitch~STAHR_Rocket#L~STAHR_Rocket:Earth	pitch~STAHR_Rocket#N~STAHR_Rocket	pitch~STAHR_Rocket#TOD~Earth	PROP_MASS~STAHR:STAHR_Rocket	quaternion_w~Earth#J2000	quaternion_w~IB3:STAHR_Rocket#B~STAHR_Rocket	quaternion_w~STAHR:STAHR_Rocket#B~STAHR_Rocket	quaternion_w~STAHR_Rocket#J2000	quaternion_w~STAHR_Rocket#L~STAHR_Rocket:Earth	quaternion_x~Earth#J2000	quaternion_x~IB3:STAHR_Rocket#B~STAHR_Rocket	quaternion_x~STAHR:STAHR_Rocket#B~STAHR_Rocket	quaternion_x~STAHR_Rocket#J2000	quaternion_x~STAHR_Rocket#L~STAHR_Rocket:Earth	quaternion_y~Earth#J2000	quaternion_y~IB3:STAHR_Rocket#B~STAHR_Rocket	quaternion_y~STAHR:STAHR_Rocket#B~STAHR_Rocket	quaternion_y~STAHR_Rocket#J2000	quaternion_y~STAHR_Rocket#L~STAHR_Rocket:Earth	quaternion_z~Earth#J2000	quaternion_z~IB3:STAHR_Rocket#B~STAHR_Rocket	quaternion_z~STAHR:STAHR_Rocket#B~STAHR_Rocket	quaternion_z~STAHR_Rocket#J2000	quaternion_z~STAHR_Rocket#L~STAHR_Rocket:Earth	radius_apoapsis~STAHR_Rocket@Earth	radius_periapsis~STAHR_Rocket@Earth	radius~STAHR_Rocket@Earth	reynolds_number~STAHR_Rocket	right_ascension~STAHR_Rocket#J2000@Earth	right_ascension~STAHR_Rocket#TOD~Earth@Earth	roll_rate~STAHR_Rocket#J2000	roll_rate~STAHR_Rocket#LO~STAHR_Rocket:Earth	roll_rate~STAHR_Rocket#L~STAHR_Rocket:Earth	ROLL~Esrange#L~Esrange:Earth	ROLL~STAHR_Rocket	roll~STAHR_Rocket#J2000	roll~STAHR_Rocket#LD~STAHR_Rocket:Earth	roll~STAHR_Rocket#LO~STAHR_Rocket:Earth	roll~STAHR_Rocket#L~STAHR_Rocket:Earth	roll~STAHR_Rocket#N~STAHR_Rocket	roll~STAHR_Rocket#TOD~Earth	R~STAHR_Rocket	semimajor~STAHR_Rocket@Earth	sideslip_rate~STAHR_Rocket#A~STAHR_Rocket:Earth	sideslip~STAHR_Rocket#A~STAHR_Rocket:Earth	side_force~STAHR_Rocket	SIDE_SLIP_ANGLE~Esrange#A~Esrange:Earth	SIDE_SLIP_ANGLE~STAHR_Rocket#A~STAHR_Rocket:Earth	solar_beta_angle~STAHR_Rocket#PF~STAHR_Rocket:Earth	sonic_velocity~STAHR_Rocket	static_stability_x~STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	thrust_to_ew~STAHR_Rocket	thrust_vacuum~IB3:STAHR_Rocket	thrust_x~STAHR_Rocket#J2000	thrust_y~STAHR_Rocket#J2000	thrust_z~STAHR_Rocket#J2000	thrust~IB3:STAHR_Rocket	thrust~STAHR_Rocket	Time	torque_x~IB3:STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	torque_x~STAHR_Rocket#B~STAHR_Rocket	torque_y~IB3:STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	torque_y~STAHR_Rocket#B~STAHR_Rocket	torque_z~IB3:STAHR_Rocket#B~STAHR_Rocket@STAHR_Rocket	torque_z~STAHR_Rocket#B~STAHR_Rocket	total_angle_of_attack_slope_normal_coefficient~STAHR_Rocket#TA~STAHR_Rocket@STAHR_Rocket	total_angle_of_attack~STAHR_Rocket#A~STAHR_Rocket:Earth	total_lift~STAHR_Rocket	total_solar_irradiance_at_earth~STAHR_Rocket	TRAJ_SMOOTHNESS~STAHR_Rocket	true_anomaly~STAHR_Rocket@Earth	u_length~STAHR_Rocket#LO~STAHR_Rocket:Earth	u_length~STAHR_Rocket#L~STAHR_Rocket:Earth	u_n~STAHR_Rocket#LO~STAHR_Rocket:Earth	u_r~STAHR_Rocket#LO~STAHR_Rocket:Earth	u_t~STAHR_Rocket#LO~STAHR_Rocket:Earth	u_x~STAHR_Rocket#L~STAHR_Rocket:Earth	u_y~STAHR_Rocket#L~STAHR_Rocket:Earth	u_z~STAHR_Rocket#L~STAHR_Rocket:Earth	velocity_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	velocity_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	velocity_rel_apoapsis~STAHR_Rocket@Earth	velocity_rel_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	velocity_rel_periapsis~STAHR_Rocket@Earth	velocity_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	VI_EAST~STAHR_Rocket	VI_NORTH~STAHR_Rocket	VI_RADIAL~STAHR_Rocket	vload_lift~STAHR_Rocket	vx~STAHR_Rocket#J2000@Earth	vx~STAHR_Rocket#TOD~Earth@Earth	vy~STAHR_Rocket#J2000@Earth	vy~STAHR_Rocket#TOD~Earth@Earth	vz~STAHR_Rocket#J2000@Earth	vz~STAHR_Rocket#TOD~Earth@Earth	wind_gust_p~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	wind_gust_q~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	wind_gust_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	wind_velocity_east~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	wind_velocity_north~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	wind_velocity_r~STAHR_Rocket#L~STAHR_Rocket:Earth@STAHR_Rocket	x_offset_CoM~Esrange	x_offset_CoM~Main_Stage:STAHR_Rocket	x_offset_CoM~STAHR_Rocket	x_offset_CoP~STAHR_Rocket	x_offset~IB3:STAHR_Rocket	x_offset~STAHR:STAHR_Rocket	x~Earth#J2000@SSB	x~STAHR_Rocket#J2000@Earth	x~STAHR_Rocket#TOD~Earth@Earth	x~Sun#L~STAHR_Rocket:Earth@STAHR_Rocket	yaw_rate~STAHR_Rocket#J2000	yaw_rate~STAHR_Rocket#LO~STAHR_Rocket:Earth	yaw_rate~STAHR_Rocket#L~STAHR_Rocket:Earth	YAW~Esrange#L~Esrange:Earth	YAW~STAHR_Rocket	yaw~STAHR_Rocket#J2000	yaw~STAHR_Rocket#LD~STAHR_Rocket:Earth	yaw~STAHR_Rocket#LO~STAHR_Rocket:Earth	yaw~STAHR_Rocket#L~STAHR_Rocket:Earth	yaw~STAHR_Rocket#N~STAHR_Rocket	yaw~STAHR_Rocket#TOD~Earth	y_offset_CoM~Esrange	y_offset_CoM~Main_Stage:STAHR_Rocket	y_offset_CoM~STAHR_Rocket	y_offset_CoP~STAHR_Rocket	y_offset~IB3:STAHR_Rocket	y_offset~STAHR:STAHR_Rocket	y~Earth#J2000@SSB	y~STAHR_Rocket#J2000@Earth	y~STAHR_Rocket#TOD~Earth@Earth	y~Sun#L~STAHR_Rocket:Earth@STAHR_Rocket	z_offset_CoM~Esrange	z_offset_CoM~Main_Stage:STAHR_Rocket	z_offset_CoM~STAHR_Rocket	z_offset_CoP~STAHR_Rocket	z_offset~IB3:STAHR_Rocket	z_offset~STAHR:STAHR_Rocket	z~Earth#J2000@SSB	z~STAHR_Rocket#J2000@Earth	z~STAHR_Rocket#TOD~Earth@Earth	z~Sun#L~STAHR_Rocket:Earth@STAHR_Rocket	z~Sun#L~STAHR_Rocket:Earth@STAHR_Rocket
+Phase Index	East Acceleration w/o Gravity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	North Acceleration w/o Gravity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Radial Acceleration w/o Gravity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	X-Acceleration w/o Gravity of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Y-Acceleration w/o Gravity of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Z-Acceleration w/o Gravity of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Norm of the Total Acceleration w/o Gravity of STAHR_Rocket	Acceleration X of STAHR_Rocket in J2000 at Earth	Acceleration Y of STAHR_Rocket in J2000 at Earth	Acceleration Z of STAHR_Rocket in J2000 at Earth	Acceleration of STAHR_Rocket in J2000 at Earth	East Aerodynamic Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	North Aerodynamic Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Radial Aerodynamic Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Aerodynamic Acceleration of STAHR_Rocket	Total Normal Acceleration w/o Gravity of STAHR_Rocket	East Thrust Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	North Thrust Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Radial Thrust Acceleration of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Thrust Acceleration of STAHR_Rocket	Aerodynamic Reference Area of STAHR_Rocket	Aerodynamic Bank Angle of STAHR_Rocket	Aerodynamic Roll Angle of STAHR_Rocket	Air Path Angle of STAHR_Rocket in LD of STAHR_Rocket of Earth	Air Path Angle of STAHR_Rocket in L of STAHR_Rocket of Earth	Airpath Bank Angle of Esrange in A of Esrange of Earth	Airpath Bank Angle of STAHR_Rocket in A of STAHR_Rocket of Earth	Air Path Heading of STAHR_Rocket in LD of STAHR_Rocket of Earth	Air Path Heading of STAHR_Rocket in L of STAHR_Rocket of Earth	Air Path Speed of STAHR_Rocket	Apoapsis Altitude of STAHR_Rocket at Earth	Periapsis Altitude of STAHR_Rocket at Earth	Altitude of STAHR_Rocket at Earth	Angle 1 of IB3 of STAHR_Rocket in B of STAHR_Rocket	Angle 1 of IB3 of STAHR_Rocket in J2000	Angle 1 of STAHR of STAHR_Rocket in B of STAHR_Rocket	Angle 1 of STAHR of STAHR_Rocket in J2000	Angle 2 of IB3 of STAHR_Rocket in B of STAHR_Rocket	Angle 2 of IB3 of STAHR_Rocket in J2000	Angle 2 of STAHR of STAHR_Rocket in B of STAHR_Rocket	Angle 2 of STAHR of STAHR_Rocket in J2000	Angle 3 of IB3 of STAHR_Rocket in B of STAHR_Rocket	Angle 3 of IB3 of STAHR_Rocket in J2000	Angle 3 of STAHR of STAHR_Rocket in B of STAHR_Rocket	Angle 3 of STAHR of STAHR_Rocket in J2000	Angle Body Axis and Local Vertical Axis of STAHR_Rocket in L of STAHR_Rocket of Earth	Angle of Attack Rate of STAHR_Rocket in A of STAHR_Rocket of Earth	Angle of Attack of Esrange in A of Esrange of Earth	Angle of Attack of STAHR_Rocket in A of STAHR_Rocket of Earth	Angular velocity of STAHR_Rocket in B of STAHR_Rocket	Distance along Trajectory of STAHR_Rocket	Relative Ascending Node of STAHR_Rocket in TOD of Earth	Osculating Ascending Node of STAHR_Rocket in J2000	Osculating Ascending Node of STAHR_Rocket in TOD of Earth	Asymptote Declination of STAHR_Rocket in J2000	Asymptote Declination of STAHR_Rocket in TOD of Earth	Asymptote Right_Ascension of STAHR_Rocket in J2000	Asymptote Right Ascension of STAHR_Rocket in TOD of Earth	Atmospheric Density of STAHR_Rocket	Atmospheric Pressure of STAHR_Rocket	Atmospheric Temperature of STAHR_Rocket	Airpath Bank Angle Rate of STAHR_Rocket in A of STAHR_Rocket of Earth	Airpath Bank Angle of STAHR_Rocket in A of STAHR_Rocket of Earth	Bending Moment of STAHR_Rocket	Burn Time of IB3 of STAHR_Rocket	Cross Range of STAHR_Rocket	Declination of STAHR_Rocket in J2000 at Earth	Declination of STAHR_Rocket in PCPF~Earth at Earth	Declination of STAHR_Rocket in TOD~Earth at Earth	Declination of STAHR_Rocket	X Dimension of STAHR_Rocket	Y Dimension of STAHR_Rocket	Z Dimension of STAHR_Rocket	Down Range of STAHR_Rocket	Drag Acceleration of STAHR_Rocket	Drag Coefficient of STAHR_Rocket	Drag Force of STAHR_Rocket	Dummy Altitude	Dummy Declination	Dummy Latitude	Dummy Longitude	Dummy Radius	Dynamic Pressure of STAHR_Rocket	Dynamic Viscosity of STAHR_Rocket	Osculating Eccentricity of STAHR_Rocket at Earth	Osculating Eccentric Anomaly of STAHR_Rocket at Earth	Total Energy of STAHR_Rocket at Earth	Equinoctial Element f of STAHR_Rocket in TOD of Earth	Equinoctial Element g of STAHR_Rocket in TOD of Earth	Equinoctial Element h of STAHR_Rocket in TOD of Earth	Equinoctial Element k of STAHR_Rocket in TOD of Earth	Equinoctial Element L of STAHR_Rocket in TOD of Earth	Equinoctial Element p of STAHR_Rocket at Earth	Excess Velocity of STAHR_Rocket at Earth	Flight Path Angle of STAHR_Rocket in LD of STAHR_Rocket of Earth	Flight Path Angle of STAHR_Rocket in L of STAHR_Rocket of Earth	Flight Path Heading of STAHR_Rocket in LD of STAHR_Rocket of Earth	Flight Path Heading of STAHR_Rocket in L of STAHR_Rocket of Earth	Flight Path Speed of STAHR_Rocket	Angle Relative Velocity and Local Vertical of STAHR_Rocket in L of STAHR_Rocket of Earth	Flight Time	Flight time of STAHR_Rocket	Axial Aerodynamic Force of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	East Aerodynamic Force of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Lateral Aerodynamic Force of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Normal Aerodynamic Force of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	North Aerodynamic Force of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Radial Aerodynamic Force of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	GPS Time	Gravity Force x-Component of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Gravity Force y-Component of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Gravity Force z-Component of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Gravity Potential Energy of Esrange	Gravity Potential Energy of STAHR_Rocket at Earth	Gravity Acceleration of STAHR_Rocket	Distance along Great Circle of STAHR_Rocket	Heat Flux Density of STAHR_Rocket	Horizontal Lift Load Factor of STAHR_Rocket	Osculating Inclination of STAHR_Rocket in J2000	Osculating Inclination of STAHR_Rocket in TOD of Earth	Angle Inertial Velocity and Local Vertical of STAHR_Rocket in L of STAHR_Rocket of Earth	Inertial Flight Path Angle of STAHR_Rocket in L of STAHR_Rocket of Earth	Inertial Heading of STAHR_Rocket in L of STAHR_Rocket of Earth	Inertial Speed of STAHR_Rocket	Moment of Inertia Ixx of STAHR_Rocket	Moment of Inertia Ixy of STAHR_Rocket	Moment of Inertia Ixz of STAHR_Rocket	Moment of Inertia Iyy of STAHR_Rocket	Moment of Inertia Iyz of STAHR_Rocket	Moment of Inertia Izz of STAHR_Rocket	Vacuum Specific Impulse of IB3 of STAHR_Rocket	Specific Impulse of IB3 of STAHR_Rocket	Julian Date (TT)	Julian Date (UTC)	Knudsen Number of STAHR_Rocket	Geodetic Latitude of STAHR_Rocket in PCPF~Earth at Earth	Lift Acceleration of STAHR_Rocket	Lift Coefficient of STAHR_Rocket	Lift to Drag Ratio of STAHR_Rocket	Lift Force of STAHR_Rocket	Axial Load Factor of STAHR_Rocket	Side Load Factor of STAHR_Rocket	Normal Load Factor of STAHR_Rocket	Total Load Factor of STAHR_Rocket	Local Central Body Radius of STAHR_Rocket	Longitude of STAHR_Rocket in PCPF~Earth at Earth	Longitude of STAHR_Rocket	Mach Number of STAHR_Rocket	Magnetic Flux Density East of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Magnetic Flux Density North of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Magnetic Flux Density Radial of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Magnetic Flux Density X of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Magnetic Flux Density Y of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Magnetic Flux Density Z of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Magnetic Flux Density of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Total Mass Flow of IB3 of STAHR_Rocket	Total Mass of STAHR_Rocket	Osculating Mean Anomaly of STAHR_Rocket at Earth	Mean Local Time of the Ascending Node of STAHR_Rocket	Mean Motion of STAHR_Rocket at Earth	Mission Time	Aerodynamic Moment x of STAHR_Rocket in B of STAHR_Rocket	Aerodynamic Moment y of STAHR_Rocket in B of STAHR_Rocket	Aerodynamic Moment z of STAHR_Rocket in B of STAHR_Rocket	Normalized Independent Variable	Total Exit Area of IB3 of STAHR_Rocket	Angular Velocity about Body x-axis of STAHR_Rocket	Angular Velocity x of STAHR_Rocket in B of STAHR_Rocket	Angular Velocity about Body y-axis of STAHR_Rocket	Angular Velocity y of STAHR_Rocket in B of STAHR_Rocket	Angular Velocity about Body z-axis of STAHR_Rocket	Angular Velocity z of STAHR_Rocket in B of STAHR_Rocket	Orbital Period of STAHR_Rocket at Earth	Osculating Periapsis Argument of STAHR_Rocket in J2000	Osculating Periapsis Argument of STAHR_Rocket in TOD of Earth	Pitch Rate of STAHR_Rocket in J2000	Pitch Rate of STAHR_Rocket in LO of STAHR_Rocket of Earth	Pitch Rate of STAHR_Rocket in L of STAHR_Rocket of Earth	Pitch Angle of Esrange in L of Esrange of Earth	Pitch Angle of STAHR_Rocket	Pitch of STAHR_Rocket in J2000	Pitch of STAHR_Rocket in LD of STAHR_Rocket of Earth	Pitch of STAHR_Rocket in LO of STAHR_Rocket of Earth	Pitch of STAHR_Rocket in L of STAHR_Rocket of Earth	Pitch of STAHR_Rocket in N of STAHR_Rocket	Pitch of STAHR_Rocket in TOD of Earth	Propellant Mass of STAHR of STAHR_Rocket	Quaternion w of Earth in J2000	Quaternion w of IB3 of STAHR_Rocket in B of STAHR_Rocket	Quaternion w of STAHR of STAHR_Rocket in B of STAHR_Rocket	Quaternion w of STAHR_Rocket in J2000	Quaternion w of STAHR_Rocket in L of STAHR_Rocket of Earth	Quaternion x of Earth in J2000	Quaternion x of IB3 of STAHR_Rocket in B of STAHR_Rocket	Quaternion x of STAHR of STAHR_Rocket in B of STAHR_Rocket	Quaternion x of STAHR_Rocket in J2000	Quaternion x of STAHR_Rocket in L of STAHR_Rocket of Earth	Quaternion y of Earth in J2000	Quaternion y of IB3 of STAHR_Rocket in B of STAHR_Rocket	Quaternion y of STAHR of STAHR_Rocket in B of STAHR_Rocket	Quaternion y of STAHR_Rocket in J2000	Quaternion y of STAHR_Rocket in L of STAHR_Rocket of Earth	Quaternion z of Earth in J2000	Quaternion z of IB3 of STAHR_Rocket in B of STAHR_Rocket	Quaternion z of STAHR of STAHR_Rocket in B of STAHR_Rocket	Quaternion z of STAHR_Rocket in J2000	Quaternion z of STAHR_Rocket in L of STAHR_Rocket of Earth	Apoapsis Radius of STAHR_Rocket at Earth	Periapsis Radius of STAHR_Rocket at Earth	Radial Position of STAHR_Rocket at Earth	Reynolds Number of STAHR_Rocket	Right Ascension of STAHR_Rocket in J2000 at Earth	Right Ascension of STAHR_Rocket in TOD~Earth at Earth	Roll Rate of STAHR_Rocket in J2000	Roll Rate of STAHR_Rocket in LO of STAHR_Rocket of Earth	Roll Rate of STAHR_Rocket in L of STAHR_Rocket of Earth	Roll Angle of Esrange in L of Esrange of Earth	Roll Angle of STAHR_Rocket	Roll of STAHR_Rocket in J2000	Roll of STAHR_Rocket in LD of STAHR_Rocket of Earth	Roll of STAHR_Rocket in LO of STAHR_Rocket of Earth	Roll of STAHR_Rocket in L of STAHR_Rocket of Earth	Roll of STAHR_Rocket in N of STAHR_Rocket	Roll of STAHR_Rocket in TOD of Earth	Radial Position of STAHR_Rocket	Osculating Semimajor of STAHR_Rocket at Earth	Sideslip Angle Rate of STAHR_Rocket in A of STAHR_Rocket of Earth	Sideslip Angle of STAHR_Rocket in A of STAHR_Rocket of Earth	Side Force of STAHR_Rocket	Side Slip Angle of Esrange in A of Esrange of Earth	Side Slip Angle of STAHR_Rocket in A of STAHR_Rocket of Earth	Solar beta angle of STAHR_Rocket in PF of STAHR_Rocket of Earth	Speed of Sound of STAHR_Rocket	Static Stability along x-axis of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Thrust to Effective Weight Ratio of STAHR_Rocket	Vacuum Thrust of IB3 of STAHR_Rocket	Total Thrust x of STAHR_Rocket in J2000	Total Thrust y of STAHR_Rocket in J2000	Total Thrust z of STAHR_Rocket in J2000	Thrust of IB3 of STAHR_Rocket	Total Thrust of STAHR_Rocket	Time	Torque x of IB3 of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Torque x of STAHR_Rocket in B of STAHR_Rocket	Torque y of IB3 of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Torque y of STAHR_Rocket in B of STAHR_Rocket	Torque z of IB3 of STAHR_Rocket in B~STAHR_Rocket at STAHR_Rocket	Torque z of STAHR_Rocket in B of STAHR_Rocket	Total Angle of Attack Slope Normal Coefficient of STAHR_Rocket in TA~STAHR_Rocket at STAHR_Rocket	Total Angle of Attack of STAHR_Rocket in A of STAHR_Rocket of Earth	Total Lift Force of STAHR_Rocket	Total Solar Irradiance At Earth of STAHR_Rocket	Integral of Gamma-Dot Squared of STAHR_Rocket	Osculating True Anomaly of STAHR_Rocket at Earth	Control Vector Length of STAHR_Rocket in LO of STAHR_Rocket of Earth	Control Vector Length of STAHR_Rocket in L of STAHR_Rocket of Earth	Normal Control Portion of STAHR_Rocket in LO of STAHR_Rocket of Earth	Radial Control Portion of STAHR_Rocket in LO of STAHR_Rocket of Earth	Transverse Control Portion of STAHR_Rocket in LO of STAHR_Rocket of Earth	Control Vector x of STAHR_Rocket in L of STAHR_Rocket of Earth	Control Vector y of STAHR_Rocket in L of STAHR_Rocket of Earth	Control Vector z of STAHR_Rocket in L of STAHR_Rocket of Earth	East Inertial Velocity Component of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	North Velocity Component of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Relative Velocity at Apoapsis of STAHR_Rocket at Earth	East Relative Velocity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Relative Velocity at Periapsis of STAHR_Rocket at Earth	Radial Velocity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Inertial Longitudinal Velocity of STAHR_Rocket	Inertial Latitudinal Velocity of STAHR_Rocket	Inertial Radial Velocity of STAHR_Rocket	Vertical Lift Load Factor of STAHR_Rocket	vx of STAHR_Rocket in J2000 at Earth	vx of STAHR_Rocket in TOD~Earth at Earth	vy of STAHR_Rocket in J2000 at Earth	vy of STAHR_Rocket in TOD~Earth at Earth	vz of STAHR_Rocket in J2000 at Earth	vz of STAHR_Rocket in TOD~Earth at Earth	Wind turbolence p of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Wind turbolence q of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Wind turbolence r of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	East Wind Velocity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	North Wind Velocity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	Radial Wind Velocity of STAHR_Rocket in L~STAHR_Rocket:Earth at STAHR_Rocket	x-Offset Center of Mass wrt Global Node of Esrange	x-Offset Center of Mass wrt Global Node of Main_Stage of STAHR_Rocket	x-Offset Center of Mass wrt Global Node of STAHR_Rocket	x-Offset of Static Center of Pressure  of STAHR_Rocket	x-Offset of Bottom Node wrt Global Node of IB3 of STAHR_Rocket	x-Offset of Bottom Node wrt Global Node of STAHR of STAHR_Rocket	x-Position of Earth in J2000 at SSB	x of STAHR_Rocket in J2000 at Earth	x of STAHR_Rocket in TOD~Earth at Earth	x of Sun in L~STAHR_Rocket:Earth at STAHR_Rocket	Yaw Rate of STAHR_Rocket in J2000	Yaw Rate of STAHR_Rocket in LO of STAHR_Rocket of Earth	Yaw Rate of STAHR_Rocket in L of STAHR_Rocket of Earth	Yaw Angle of Esrange in L of Esrange of Earth	Yaw Angle of STAHR_Rocket	Yaw of STAHR_Rocket in J2000	Yaw of STAHR_Rocket in LD of STAHR_Rocket of Earth	Yaw of STAHR_Rocket in LO of STAHR_Rocket of Earth	Yaw of STAHR_Rocket in L of STAHR_Rocket of Earth	Yaw of STAHR_Rocket in N of STAHR_Rocket	Yaw of STAHR_Rocket in TOD of Earth	y-Offset Center of Mass wrt Global Node of Esrange	y-Offset Center of Mass wrt Global Node of Main_Stage of STAHR_Rocket	y-Offset Center of Mass wrt Global Node of STAHR_Rocket	y-Offset of Static Center of Pressure  of STAHR_Rocket	y-Offset of Bottom Node wrt Global Node of IB3 of STAHR_Rocket	y-Offset of Bottom Node wrt Global Node of STAHR of STAHR_Rocket	y-Position of Earth in J2000 at SSB	y of STAHR_Rocket in J2000 at Earth	y of STAHR_Rocket in TOD~Earth at Earth	y of Sun in L~STAHR_Rocket:Earth at STAHR_Rocket	z-Offset Center of Mass wrt Global Node of Esrange	z-Offset Center of Mass wrt Global Node of Main_Stage of STAHR_Rocket	z-Offset Center of Mass wrt Global Node of STAHR_Rocket	z-Offset of Static Center of Pressure  of STAHR_Rocket	z-Offset of Bottom Node wrt Global Node of IB3 of STAHR_Rocket	z-Offset of Bottom Node wrt Global Node of STAHR of STAHR_Rocket	z-Position of Earth in J2000 at SSB	z of STAHR_Rocket in J2000 at Earth	z of STAHR_Rocket in TOD~Earth at Earth	z of Sun in L~STAHR_Rocket:Earth at STAHR_Rocket	z of Sun in L~STAHR_Rocket:Earth at STAHR_Rocket
+None	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter/Second**2	Meter^2	Degree	Degree	Degree	Degree	Radian	Radian	Degree	Degree	Kilo-Meter/Second	Kilo-Meter	Kilo-Meter	Kilo-Meter	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Radian	Degree	Degree/Second	Radian	Radian	Degree/Second	Kilo-Meter	Degree	Degree	Degree	Degree	Degree	Degree	Degree	Kilogram/Meter**3	Pascal	Kelvin	Degree/Second	Degree	Pascal*Radian	Second	Kilo-Meter	Degree	Degree	Degree	Radian	Meter	Meter	Meter	Kilo-Meter	Meter/Second**2	None	Kilo-Newton	Meter	Degree	Degree	Degree	Meter	Pascal	Pascal*Second	None	Degree	Kilo-Joule/Kilogram	None	None	None	None	Degree	Kilo-Meter	Kilo-Meter/Second	Degree	Degree	Degree	Degree	Kilo-Meter/Second	Degree	Second	Second	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Second	Newton	Newton	Newton	Kilo-Joule/Kilogram	Kilo-Joule/Kilogram	Meter/Second**2	Kilo-Meter	Kilo-Watt/Meter**2	None	Degree	Degree	Degree	Degree	Degree	Kilo-Meter/Second	Kilogram*Meter**2	Kilogram*Meter**2	Kilogram*Meter**2	Kilogram*Meter**2	Kilogram*Meter**2	Kilogram*Meter**2	Second	Second	Day	Day	None	Degree	Meter/Second**2	None	None	Kilo-Newton	None	None	None	None	Kilo-Meter	Degree	Radian	None	Nano-Tesla	Nano-Tesla	Nano-Tesla	Nano-Tesla	Nano-Tesla	Nano-Tesla	Nano-Tesla	Kilogram/Second	Mega-Gram	Degree	Hour	Radian/Second	Second	Newton*Meter	Newton*Meter	Newton*Meter	None	Meter^2	Radian/Second	Degree/Second	Radian/Second	Degree/Second	Radian/Second	Degree/Second	Second	Degree	Degree	Degree/Second	Degree/Second	Degree/Second	Radian	Radian	Degree	Degree	Degree	Degree	Degree	Degree	Kilogram	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	None	Kilo-Meter	Kilo-Meter	Kilo-Meter	None	Degree	Degree	Degree/Second	Degree/Second	Degree/Second	Radian	Radian	Degree	Degree	Degree	Degree	Degree	Degree	Meter	Kilo-Meter	Degree/Second	Degree	Kilo-Newton	Radian	Radian	Degree	Meter/Second	Meter	None	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Kilo-Newton	Second	Newton*Meter	Newton*Meter	Newton*Meter	Newton*Meter	Newton*Meter	Newton*Meter	None/Degree	Degree	Kilo-Newton	Watt/Meter**2	Radian^2/Second	Degree	None	None	None	None	None	None	None	None	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Meter/Second	Meter/Second	Meter/Second	None	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Kilo-Meter/Second	Degree/Second	Degree/Second	Degree/Second	Meter/Second	Meter/Second	Meter/Second	Meter	Meter	Meter	Meter	Meter	Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Degree/Second	Degree/Second	Degree/Second	Radian	Radian	Degree	Degree	Degree	Degree	Degree	Degree	Meter	Meter	Meter	Meter	Meter	Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Meter	Meter	Meter	Meter	Meter	Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter	Kilo-Meter
+ 1.00000000000000E+00	 2.32452945780892E-16	 2.31312154733763E-02	 9.82375317258386E+00	 9.67852498145304E+00	 2.32452945780892E-16	-1.68309703593414E+00	 9.82378040516892E+00	 5.78199798200330E-03	 1.14256473865165E-02	-1.38389956524775E-05	 1.28053547542698E-02	 0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 0.00000000000000E+00	 1.68309703593414E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.60000000000000E-02	 1.80000000000000E+02	 1.80000000000000E+02	 9.00000000000000E+01	 9.00000000000000E+01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-1.80133791602449E+01	-6.37657188456225E+03	 3.18999999999069E-01	 0.00000000000000E+00	-1.33325809036622E+00	 0.00000000000000E+00	-1.33325809036622E+00	 0.00000000000000E+00	 4.57560680649396E-01	 0.00000000000000E+00	 4.57560680649396E-01	 0.00000000000000E+00	-1.67514571821638E+00	 0.00000000000000E+00	-1.67514571821638E+00	 1.00000000000000E+01	 0.00000000000000E+00	 0.00000000000000E+00	-1.74532925199433E-01	 0.00000000000000E+00	 0.00000000000000E+00	-6.89200910000000E+01	 1.53107732789806E+02	 1.53316731347789E+02	 6.78125340718248E+01	 6.77509380596025E+01	-1.16539924395040E+02	 6.33167313477887E+01	 1.18792264439825E+00	 9.75512192455169E+04	 2.86076604048717E+02	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 2.33490075280391E-12	 6.78125340718248E+01	 6.77509380596025E+01	 6.77509380596025E+01	 1.18247694045480E+00	 5.58000000000000E+00	 1.82000000000000E-01	 1.82000000000000E-01	 4.48038164661604E-13	-0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.77935855920258E-05	 9.99507955983817E-01	 1.79999905720810E+02	-6.26563876291183E+04	 4.48837143382616E-01	 8.93062916481857E-01	-5.99853673489987E-01	 3.01475522371311E-01	 2.43316729869009E+02	 3.12946076982098E+00	-1.11943188831763E+01	 9.00000000000000E+01	 9.00000000000000E+01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 9.00000000000000E+01	 0.00000000000000E+00	-5.00000000000000E-02	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 1.41199914881601E+09	-8.82929250968647E+02	 0.00000000000000E+00	 1.54639711472696E+02	-6.26182448103343E+04	-6.26182448103343E+04	 9.82860818042826E+00	 0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 6.78129129006505E+01	 6.77509380596025E+01	 9.00000000000000E+01	-2.01161269442419E-16	 9.00000000000000E+01	 1.75605487556363E-01	 4.70000000000000E-01	 0.00000000000000E+00	 0.00000000000000E+00	 3.31000000000000E+02	 0.00000000000000E+00	 3.31000000000000E+02	 0.00000000000000E+00	 0.00000000000000E+00	 2.46058708333333E+06	 2.46058708253259E+06	 0.00000000000000E+00	 6.78854780000000E+01	-0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-0.00000000000000E+00	 9.84729964180067E-01	 2.36506473260147E-17	-1.71244697625213E-01	 9.99508803772547E-01	 6.35980462171966E+03	 2.10799090000000E+01	 3.67913818070785E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 9.12000000000000E-02	 1.79999811488010E+02	 9.38610948866941E+00	 3.51929160549484E-03	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 5.12700000000000E-03	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.78535512583537E+03	-8.98669426007161E+01	-9.00000000000000E+01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 1.57079632679490E+00	 0.00000000000000E+00	-7.78122455444576E+01	 8.01345399403975E+01	 9.00000000000000E+01	 8.00000000000000E+01	-9.86546005960252E+00	-7.77509380596025E+01	 4.17000000000000E+01	-3.59004191991403E-01	 1.00000000000000E+00	 1.00000000000000E+00	-4.08083475520899E-01	 9.96194698091746E-01	 1.12189992251599E-03	 0.00000000000000E+00	 0.00000000000000E+00	 5.35485899312223E-01	 0.00000000000000E+00	-4.35105701717215E-04	 0.00000000000000E+00	 0.00000000000000E+00	 3.28180408772642E-01	-8.71557427476582E-02	 9.33335171391388E-01	 0.00000000000000E+00	 0.00000000000000E+00	 6.62586106058967E-01	 0.00000000000000E+00	 6.36012362083975E+03	 1.56511543775338E+00	 6.36012362084015E+03	 0.00000000000000E+00	-1.16539924395040E+02	-1.16683268652211E+02	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-5.83600207438881E-01	 0.00000000000000E+00	 0.00000000000000E+00	 0.00000000000000E+00	-3.01231555180825E-14	 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